%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
findingdorycalendar2016
Adobe Illustrator CS6 (Windows)
2016-07-06T17:59:32-05:00
2016-07-06T17:59:32-05:00
2016-07-06T17:59:32-05:00
196
256
JPEG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xmp.did:CD62FB048D43E611B07F9AAD50CD130D
uuid:8effe458-3942-43b2-b59e-32e6d10a2f18
uuid:32E4F296E811DB1186448EE36089BD06
proof:pdf
xmp.iid:CC62FB048D43E611B07F9AAD50CD130D
xmp.did:CC62FB048D43E611B07F9AAD50CD130D
uuid:32E4F296E811DB1186448EE36089BD06
proof:pdf
saved
xmp.iid:84E7DF8A4B1FE0118C2C899FE78B2B46
2011-01-13T13:58:33-06:00
Adobe Illustrator CS4
/
saved
xmp.iid:CD62FB048D43E611B07F9AAD50CD130D
2016-07-06T17:59:28-05:00
Adobe Illustrator CS6 (Windows)
/
1
False
False
8.500000
11.000000
Inches
NewBerolinaMT
New Berolina MT
Regular
Type 1
001.000
False
_N_.PFB; _N_.PFM
BickleyScript
Bickley Script
Regular
Open Type
Version 1.00
False
BicklySc.TTF
ArialMT
Arial
Regular
Open Type
Version 6.90
False
arial.ttf
Bandicoot
Bandicoot
Regular
TrueType
Altsys Fontographer 3.5 2/8/93
False
BANDI.TTF
Bauhaus-Bold
Bauhaus
Bold
Type 1
001.000
False
BHB.PFB; BHB.PFM
Cyan
Magenta
Yellow
Black
Pine.color11
Pine.color6
Pine.color12
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Crimson
CMYK
PROCESS
26.999998
94.000000
94.000000
26.000000
Orange
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
Peach
CMYK
PROCESS
2.999997
26.000000
81.000000
4.000002
Custard
CMYK
PROCESS
0.000000
13.000000
63.000000
0.000000
Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Lime
CMYK
PROCESS
33.000000
0.000000
72.999992
0.000000
Dried Sage
CMYK
PROCESS
36.000000
10.000002
47.000004
1.999998
Green
CMYK
PROCESS
80.000000
0.000000
100.000000
0.000000
Forest
CMYK
PROCESS
90.000000
30.000002
90.000000
17.000002
Mediterranean
CMYK
PROCESS
100.000000
0.000000
30.000002
5.000001
Bright Blue
CMYK
PROCESS
45.999996
0.000000
0.000000
0.000000
Pure Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Night Blue
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
Slate
CMYK
PROCESS
30.000002
0.000000
0.000000
42.999996
Periwinkle
CMYK
PROCESS
42.999996
27.999996
0.000000
0.000000
Plum
CMYK
PROCESS
50.000000
90.000000
0.000000
0.000000
Lavender
CMYK
PROCESS
18.000000
45.999996
0.000000
0.000000
Baby Pink
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
Bisque
CMYK
PROCESS
6.999999
24.000000
37.000000
1.999998
Cafe Con Leche
CMYK
PROCESS
25.000000
41.999996
48.000000
11.000002
Malt
CMYK
PROCESS
33.000000
44.000000
53.999996
19.000000
Mocha
CMYK
PROCESS
42.999996
52.000000
80.000000
38.000000
Pigeon
CMYK
PROCESS
0.000000
0.000000
0.000000
30.000002
Battleship
CMYK
PROCESS
0.000000
0.000000
0.000000
70.000000
Global Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Global Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
Global Orange
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
Global Yellow
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
Global Lime
PROCESS
100.000000
CMYK
33.000000
0.000000
72.999992
0.000000
Global Green
PROCESS
100.000000
CMYK
80.000000
0.000000
100.000000
0.000000
Global Blue
PROCESS
100.000000
CMYK
45.999996
0.000000
0.000000
0.000000
Global Night
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
Global Periwinkle
PROCESS
100.000000
CMYK
42.999996
28.000000
0.000000
0.000000
Global Plum
PROCESS
100.000000
CMYK
50.000000
90.000000
0.000000
0.000000
Global Pink
PROCESS
100.000000
CMYK
0.000000
25.000000
0.000000
0.000000
Global Malt
PROCESS
100.000000
CMYK
32.549999
44.309998
53.730000
19.610001
New Color Swatch 1
CMYK
PROCESS
0.779998
64.709999
0.000000
0.000000
New Color Swatch 2
CMYK
PROCESS
26.999998
94.000000
94.000000
26.000000
New Color Swatch 3
CMYK
PROCESS
65.489998
97.649994
19.999998
6.669998
New Color Swatch 4
CMYK
PROCESS
19.999998
52.160000
96.860001
6.669998
New Color Swatch 5
CMYK
PROCESS
32.159996
25.880003
98.819992
7.840002
New Color Swatch 7
CMYK
PROCESS
19.999998
97.649994
92.549995
6.269998
New Color Swatch 6
CMYK
PROCESS
25.880003
95.290001
34.119999
14.120001
New Color Swatch 8
CMYK
PROCESS
97.250000
92.159996
20.780003
8.240003
New Color Swatch 9
CMYK
PROCESS
98.039993
69.409996
12.940001
2.749997
New Color Swatch 10
CMYK
PROCESS
94.119995
62.750000
0.000000
0.000000
New Color Swatch 11
CMYK
PROCESS
20.780003
98.819992
92.159996
7.059998
New Color Swatch 12
CMYK
PROCESS
52.549999
96.080002
0.000000
0.000000
New Color Swatch 13
CMYK
PROCESS
60.389996
92.549995
5.879998
1.179999
New Color Swatch 14
CMYK
PROCESS
10.589999
13.730001
54.119999
0.389999
New Color Swatch 15
CMYK
PROCESS
36.000000
10.000002
47.000004
1.999998
New Color Swatch 16
CMYK
PROCESS
0.779998
90.000000
50.000000
0.000000
New Color Swatch 17
CMYK
PROCESS
0.000000
67.058800
46.274502
0.000000
New Color Swatch 18
CMYK
PROCESS
0.000000
92.548996
85.490196
0.000000
New Color Swatch 19
CMYK
PROCESS
10.196102
41.176498
78.431396
0.000000
New Color Swatch 20
CMYK
PROCESS
3.921598
32.549000
79.607803
0.000000
New Color Swatch 21
CMYK
PROCESS
0.000000
99.215698
100.000000
0.000000
New Color Swatch 22
CMYK
PROCESS
69.411804
68.627502
0.000000
0.000000
New Color Swatch 23
CMYK
PROCESS
16.862701
83.137299
72.941200
4.705900
New Color Swatch 24
CMYK
PROCESS
36.470604
6.666702
83.137299
0.000000
C=36 M=7 Y=83 K=0
CMYK
PROCESS
36.470604
6.666702
83.137299
0.000000
New Color Swatch 25
CMYK
PROCESS
42.352901
39.215694
0.000000
0.000000
New Color Swatch 26
CMYK
PROCESS
0.000000
50.196098
27.451002
0.000000
New Color Swatch 27
CMYK
PROCESS
36.000000
10.000002
47.000004
26.999998
New Color Swatch 28
CMYK
PROCESS
42.999996
26.000000
0.000000
44.000000
New Color Swatch 29
CMYK
PROCESS
78.431396
65.490196
32.549000
14.117599
New Color Swatch 30
CMYK
PROCESS
13.999998
0.000000
0.000000
0.000000
New Color Swatch 31
CMYK
PROCESS
14.999998
0.000000
42.999996
0.000000
C=90 M=30 Y=90 K=45
CMYK
PROCESS
90.000000
30.000002
90.000000
45.000000
C=3 M=22 Y=33 K=0
CMYK
PROCESS
2.745098
21.568596
32.549000
0.000000
C=90 M=30 Y=90 K=44
CMYK
PROCESS
90.000000
30.000002
90.000000
44.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
90.000000
C=0 M=71 Y=0 K=0
CMYK
PROCESS
0.000000
71.000000
0.000000
0.000000
C=75 M=73 Y=0 K=0
CMYK
PROCESS
75.000000
72.999992
0.000000
0.000000
C=50 M=47 Y=0 K=0
CMYK
PROCESS
49.756599
46.802498
0.000000
0.000000
C=1 M=3 Y=43 K=0
CMYK
PROCESS
0.982702
3.378302
43.436302
0.000000
C=1 M=13 Y=64 K=0
CMYK
PROCESS
0.582898
12.536800
63.799500
0.000000
C=76 M=18 Y=7 K=0
CMYK
PROCESS
75.500099
18.439001
6.787199
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=0 M=94 Y=0 K=0
CMYK
PROCESS
0.000000
94.000000
0.000000
0.000000
C=1 M=43 Y=0 K=0
CMYK
PROCESS
0.729400
42.792404
0.000000
0.000000
C=85 M=49 Y=19 K=1
CMYK
PROCESS
85.424599
48.694599
19.473600
1.467901
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=18 M=58 Y=100 K=4
CMYK
PROCESS
18.231499
58.236099
100.000000
3.680497
Multiline1.2.color2
SPOT
100.000000
CMYK
45.000000
55.000000
0.000000
0.000000
C=0 M=87 Y=61 K=0
CMYK
PROCESS
0.000000
87.051201
60.970497
0.000000
C=0 M=18 Y=73 K=0
CMYK
PROCESS
0.201398
17.596699
73.397400
0.000000
C=21 M=0 Y=1 K=0
CMYK
PROCESS
21.408403
0.000000
0.964397
0.000000
C=35 M=5 Y=8 K=0
CMYK
PROCESS
35.025597
5.008000
7.577598
0.000000
C=0 M=25 Y=100 K=0
CMYK
PROCESS
0.000000
25.000000
100.000000
0.000000
C=1 M=87 Y=71 K=0
CMYK
PROCESS
0.988799
86.587296
71.230606
0.058001
C=30 M=0 Y=1 K=0
CMYK
PROCESS
30.026699
0.000000
1.086402
0.000000
C=46 M=0 Y=0 K=0
CMYK
PROCESS
45.999996
0.000000
0.000000
0.000000
C=1 M=0 Y=41 K=0
CMYK
PROCESS
1.171899
0.326502
40.646999
0.000000
C=3 M=0 Y=82 K=0
CMYK
PROCESS
2.993798
0.000000
81.756302
0.000000
C=2 M=34 Y=0 K=0
CMYK
PROCESS
2.243102
33.777405
0.000000
0.000000
C=3 M=55 Y=0 K=0
CMYK
PROCESS
2.563500
55.257500
0.000000
0.000000
C=7 M=17 Y=0 K=0
CMYK
PROCESS
7.186997
17.346500
0.000000
0.000000
C=22 M=34 Y=0 K=0
CMYK
PROCESS
21.905899
34.116100
0.000000
0.000000
C=13 M=0 Y=58 K=0
CMYK
PROCESS
12.698603
0.000000
58.126198
0.000000
C=34 M=0 Y=84 K=0
CMYK
PROCESS
33.801800
0.000000
83.901695
0.000000
C=7 M=25 Y=39 K=0
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
C=18 M=34 Y=49 K=0
CMYK
PROCESS
18.179602
34.210701
48.700703
0.000000
C=35 M=0 Y=84 K=0
CMYK
PROCESS
34.738697
0.000000
83.614899
0.000000
C=57 M=65 Y=75 K=67
CMYK
PROCESS
56.844402
64.806595
75.103401
67.458603
C=30 M=4 Y=7 K=0
CMYK
PROCESS
29.941200
3.753698
6.726199
0.000000
C=22 M=21 Y=0 K=0
CMYK
PROCESS
22.065699
21.308697
0.081998
0.000000
C=48 M=73 Y=4 K=0
CMYK
PROCESS
48.424900
73.034302
3.777701
0.000000
Pine.color12
SPOT
100.000000
CMYK
9.000000
14.999999
34.000000
0.000000
Pine.color6
SPOT
100.000000
CMYK
79.000000
69.000000
100.000000
0.000000
Pine.color11
SPOT
100.000000
CMYK
14.999999
25.000000
48.669998
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 50 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HM6>Z#R)]3!,i EL;YLA~Iv٪rUALH#o7/`O^yy7QOݛݗ<8}* ?#@!A {Hd4z[Y/g_q6`@ -vAFYeO7d8=!l
?
ywBTQ"EgM=T#丄!ϠM<3u,ol8`A֓*̆iU~ƏSLxB.xБ9$ˉhxW_lY"R9}bacv1dHE9^î5J.g!jӏqSDp}&=AE1s &</WK96р.Fޏ"@-Dg(r"_Eq|K8xQNhyŦ4xAO d`p9"s.)r\rjIt^p9yS,`hW'`%J>(lKsULԪйQ
2
WJHiF