%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Secrets&tipswritingaboutart
2013-01-29T12:24:47-05:00
2013-01-29T12:24:47-05:00
2013-01-29T12:24:44-05:00
Adobe Illustrator CS6 (Macintosh)
204
256
JPEG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uuid:0501552b-7bda-934d-8ea7-a193e9d6f437
xmp.did:0180117407206811822ABCDA6E9141FB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ba5dc92b-6d0a-484a-ab90-b9370a4a0965
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822ABCDA6E9141FB
2013-01-29T12:24:40-05:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-ItalicMT
Arial
Italic
Open Type
Version 5.00.2x
False
Arial Italic.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
Chalkduster
Chalkduster
Regular
TrueType
7.0d6e1
False
Chalkduster.ttf
Black
Default Swatch Group
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
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWMsFW.[@c/.EVʒWbresC (7CdO+V ~=oo؛7>
>=u;iE,|vţ I5[;>i|5A?Eċ_4bW'n8Ս~~]y/1?Mbz߰~<;u~/j+mMwgYENJɗXEXY/t1897^^oi#;F^
S;MVoTExHgW\{b|}gzsEUjiCQMS[M1fo@U7dlk}MA=*E'K
*g#Q=dx 5)nXxB)$r~~e?