%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 116 0 R 223 0 R 330 0 R 437 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Calendriers2020-21_hearst_mattice
2020-11-11T11:50:42-05:00
2020-11-11T11:50:42-05:00
2020-06-01T15:01:17-04:00
Adobe Illustrator CC 22.1 (Windows)
256
200
JPEG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uuid:0930d502-0e3a-482d-8377-b80a74ffb7bc
xmp.did:7ae04b9b-2218-2844-ada0-6254546e4e4e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:66af5724-9572-3d4b-ab42-7249980a8e7b
xmp.did:66af5724-9572-3d4b-ab42-7249980a8e7b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a6f5986b-bb42-2945-8ee9-09c7ee96db05
2019-03-19T13:30:06-04:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:7ae04b9b-2218-2844-ada0-6254546e4e4e
2020-06-01T15:01:18-04:00
Adobe Illustrator CC 22.1 (Windows)
/
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Gadugi-Bold
Gadugi
Bold
Open Type
Version 1.12
False
gadugib.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
New Color Swatch 59
PROCESS
100.000000
CMYK
58.266574
49.057755
46.790263
14.804302
New Color Swatch 49
PROCESS
100.000000
CMYK
0.000000
88.610661
100.000000
0.033570
New Color Swatch 48
PROCESS
100.000000
CMYK
1.904326
99.822992
53.054088
0.054932
New Color Swatch 57
PROCESS
100.000000
CMYK
31.464103
93.640035
10.672159
0.082399
New Color Swatch 62
PROCESS
100.000000
CMYK
73.501182
89.446855
0.000000
0.048829
New Color Swatch 60
PROCESS
100.000000
CMYK
96.545357
73.119706
0.918593
0.000000
New Color Swatch 56
PROCESS
100.000000
CMYK
83.804071
43.756771
0.000000
0.000000
New Color Swatch 55
PROCESS
100.000000
CMYK
69.234759
14.383154
0.000000
0.000000
New Color Swatch 54
PROCESS
100.000000
CMYK
84.213012
15.515372
80.230409
2.389563
New Color Swatch 53
PROCESS
100.000000
CMYK
65.831995
0.000000
99.771112
0.000000
New Color Swatch 52
PROCESS
100.000000
CMYK
45.215532
4.269474
100.000000
0.000000
New Color Swatch 51
PROCESS
100.000000
CMYK
0.070192
36.856639
96.218812
0.000000
New Color Swatch 19
PROCESS
100.000000
CMYK
71.514457
65.633631
66.427100
76.781869
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 453 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
439 0 obj
<>stream
HWٮ%G|_q~ԒY+H|36Yg֕ʮ%Ȩ_o[z\};>i?_~ߥz)HG͏{i#Cj9ʬ.xxlǷ\~o&w\0gg/U_ѻ?TfX]r1,