%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Calculating an IRD Deduction in 5 Easy Steps
Adobe Illustrator CS4
2016-01-11T16:17:26-05:00
2016-01-11T16:17:26-05:00
2016-01-11T16:17:26-05:00
200
256
JPEG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xmp.did:0780117407206811994CAAF7F0033551
uuid:5ef442fc-0296-1e47-9786-b93d401d72af
uuid:8CB475BB94B611DF9FD8F43CFD6EEA2C
proof:pdf
uuid:457c7559-8c43-cf48-9c0e-d0b81045ef55
xmp.did:DA6B2CED09206811B57CC0E327F0F140
uuid:8CB475BB94B611DF9FD8F43CFD6EEA2C
proof:pdf
saved
xmp.iid:C7D1386490286811B03BB3106E104B8F
2010-07-19T12:20:56-04:00
Adobe Illustrator CS4
/
saved
xmp.iid:AD0473C0DD20681180DAB19720D884FA
2010-08-23T11:08:43-04:00
Adobe Illustrator CS4
/
saved
xmp.iid:AE0473C0DD20681180DAB19720D884FA
2010-08-23T11:08:54-04:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811994CBBF3F2A2C1D8
2010-12-27T15:21:41-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811994CBB5D21F156DD
2013-01-03T09:50:59-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:01801174072068118F62BD8A9B7DD944
2013-12-02T15:13:43-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:4F2E3C6F8F2068118DBBD095F3C13B0B
2014-12-12T13:27:52-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:DA6B2CED09206811B57CC0E327F0F140
2015-12-22T15:58:40-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:0780117407206811994CAAF7F0033551
2016-01-11T16:17:24-05:00
Adobe Illustrator CS4
/
EmbedByReference
/Users/ForteseManagement/Desktop/Dropbox/jared/bottomTemplate_NC_LTR.jpg
xmp.iid:b7e15311-c140-4e1c-adf8-fa552f34f632
adobe:docid:photoshop:0c3a3f98-f91a-1178-9393-ff4c38f01e70
EmbedByReference
/Users/ForteseManagement/Desktop/Dropbox/jared/Header_2016_1_5.jpg
Print
1
False
True
8.500000
11.000000
Inches
BadaBoomBB
BadaBoom BB
Regular
TrueType
Macromedia Fontographer 4.1 4/28/03
False
BADABB__.TTF
HelveticaNeue-Heavy
Helvetica Neue
85 Heavy
Type 1
001.001
False
HelveNeuHea; 85 Helvetica Heavy
HelveticaNeue-Roman
Helvetica Neue
55 Roman
Type 1
001.101
False
HelveNeuRom; 55 Helvetica Roman
HelveticaNeue-BoldCond
Helvetica Neue
77 Bold Condensed
Type 1
001.000
False
HelveNeuBolCon; HelveticaNeue BoldCond
HelveticaNeue-HeavyCondObl
HelveticaNeue HeavyCondObl
HeavyCondObl
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
HelveticaNeue-HeavyCond
HelveticaNeue HeavyCond
HeavyCond
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 276 C
PANTONE 118 U
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
PANTONE 110 C
SPOT
100.000000
CMYK
0.000000
12.000000
100.000000
7.000000
PANTONE 110 U
SPOT
100.000000
CMYK
0.000000
12.000000
100.000000
7.000000
PANTONE 872 C
SPOT
100.000000
CMYK
20.000000
30.000002
70.000000
14.999999
PANTONE 871 C
SPOT
100.000000
CMYK
20.000000
25.000000
60.000004
25.000000
PANTONE 8020 C
SPOT
100.000000
LAB
56.078400
7
10
C=20 M=29 Y=66 K=0 1
CMYK
PROCESS
19.999998
29.019600
66.274498
0.392199
PANTONE 388 U
SPOT
100.000000
CMYK
14.000000
0.000000
79.000000
0.000000
PANTONE 111 U
SPOT
100.000000
CMYK
0.000000
11.000000
100.000000
26.999998
PANTONE 2717 U
SPOT
100.000000
CMYK
29.000000
12.000000
0.000000
0.000000
PANTONE 2755 U
SPOT
100.000000
CMYK
100.000000
97.000000
0.000000
30.000002
PANTONE 147 U
SPOT
100.000000
CMYK
0.000000
28.000000
100.000000
56.000000
PANTONE 112 U
SPOT
100.000000
CMYK
0.000000
10.000000
100.000000
38.000000
PANTONE 125 U
SPOT
100.000000
CMYK
0.000000
26.000000
100.000000
26.000000
PANTONE 1265 U
SPOT
100.000000
CMYK
0.000000
26.999998
100.000000
51.000000
PANTONE 1255 U
SPOT
100.000000
CMYK
0.000000
26.999998
100.000000
34.000000
PANTONE 1245 U
SPOT
100.000000
CMYK
0.000000
28.000000
100.000000
18.000000
PANTONE 124 U
SPOT
100.000000
CMYK
0.000000
28.000000
100.000000
6.000000
PANTONE 123 U
SPOT
100.000000
CMYK
0.000000
24.000000
94.000000
0.000000
PANTONE 109 U
SPOT
100.000000
CMYK
0.000000
10.000000
100.000000
0.000000
PANTONE 113 U
SPOT
100.000000
CMYK
0.000000
7.000000
66.000000
0.000000
PANTONE 119 U
SPOT
100.000000
CMYK
0.000000
12.000000
100.000000
48.999996
PANTONE 118 U
SPOT
100.000000
CMYK
0.000000
18.000000
100.000000
26.999998
PANTONE 117 U
SPOT
100.000000
CMYK
0.000000
18.000000
100.000000
14.999999
PANTONE 276 C
SPOT
100.000000
CMYK
100.000000
100.000000
0.000000
58.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
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
Adobe PDF library 9.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWn#}'h /$~y2l 'Ȋ,##^\9UCNCxLOw]95ussݹ5.藑5y7SGߛҚK㌹<(/n4m]lTkPɾuir^FkwcNͻ>g둷Y_xE34