%PDF-1.4
%
4 0 obj
<<
/CA 1.0
/OP false
/SMask /None
/SA true
/ca 1.0
/OPM 1
/op false
/AIS false
/BM /Normal
/Type /ExtGState
>>
endobj
5 0 obj
<<
/CA 1.0
/OP true
/SMask /None
/SA true
/ca 1.0
/OPM 1
/op true
/AIS false
/BM /Normal
/Type /ExtGState
>>
endobj
6 0 obj
<<
/Subtype /XML
/Length 43495
/Type /Metadata
>>
stream
application/pdf
masthead-proxima-tabloid
Adobe Illustrator CS3
2008-10-27T11:25:28-05:00
2008-10-27T11:34:37-05:00
2008-10-27T11:34:37-05:00
256
52
JPEG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uuid:8DD2F6DD43A4DD1194C4ED57490F3CD6
uuid:4b6a8dae-7ae6-4b17-a7b9-0f64e359c095
uuid:771e06b1-66e0-4504-a159-b9c177753f33
uuid:1334BB239EFEDC11B6AEE5871538746F
Print
Document
1
False
False
5.500000
8.500000
Inches
Magenta
Yellow
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
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
endstream
endobj
7 0 obj
<<
/Subtype /XML
/Length 32067
/Type /Metadata
>>
stream
application/pdf
vinci
vincico
devlieger
de vlieger
number
theory
mathematics
modular
cyclic
divisor
factor
symmetry
digit
base
relation
reciprocal
conjugate
Cyclic Graph emphasizing the multiplicative symmetry of divisors
Vinci LLC Number Theory Visualization
Michael Thomas De Vlieger
Copyright 2009 Vinci LLC
Adobe Illustrator CS3
2011-01-04T14:17:03-06:00
2011-01-07T16:40:24-06:00
2011-01-07T16:40:24-06:00
256
256
JPEG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==
uuid:9D15ACC23918E011B0FBD90B759DF04E
uuid:f9eb72f3-9d7f-4be3-a03a-20aa8b9a869e
uuid:9C15ACC23918E011B0FBD90B759DF04E
uuid:9B15ACC23918E011B0FBD90B759DF04E
Print
Document
Custom Construction Visualization by Vinci LLC
Michael Thomas De Vlieger
President
2008-01-31
Saint Louis
Missouri
United States of America
True
www.vincico.com/copyright/general.html
US
5106 Hampton Avenue
Suite 205
Saint Louis
Missouri
63109-3115
United States of America
+1 (314) 351-7456; +1 (314) 614-6578
mike@vincico.com
www.vincico.com
Construction and Property
1
False
False
1.250000
1.250000
Inches
VinciFirenzeArgam
Vinci Firenze Argam
Regular
TrueType
Version 1.001
False
VinciFirenzeArgam1000.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
AutoCAD Color
PROCESS
100.000000
RGB
153
0
0
AutoCAD Color 1
PROCESS
100.000000
RGB
126
255
255
AutoCAD Color 2
PROCESS
100.000000
RGB
191
255
126
AutoCAD Color 3
PROCESS
100.000000
RGB
255
0
255
AutoCAD Color 4
PROCESS
100.000000
RGB
255
0
126
AutoCAD Color 5
PROCESS
100.000000
RGB
255
255
126
AutoCAD Color 6
PROCESS
100.000000
RGB
191
255
0
AutoCAD Color 7
PROCESS
100.000000
RGB
126
126
255
AutoCAD Color 8
PROCESS
100.000000
RGB
0
0
0
AutoCAD Color 9
PROCESS
100.000000
RGB
255
191
0
endstream
endobj
9 0 obj
<<
/Filter /FlateDecode
/Length 244
>>
stream
H\PMk +{XLMC?h`tcuBt0=/sl0d-jgXہ:ݦEI