%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 9 0 R 10 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 107 0 R 105 0 R 106 0 R 108 0 R 109 0 R 110 0 R 111 0 R 112 0 R 202 0 R 200 0 R 201 0 R 203 0 R 204 0 R 205 0 R 206 0 R 207 0 R 297 0 R 295 0 R 296 0 R 298 0 R 299 0 R 300 0 R 301 0 R 302 0 R 392 0 R 390 0 R 391 0 R 393 0 R 394 0 R 395 0 R 396 0 R 397 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PDF Sample Schedule_V2
2021-05-14T13:20:57-04:00
2021-05-14T13:20:57-04:00
2021-05-06T13:29:44-04:00
Adobe Illustrator 25.2 (Windows)
200
256
JPEG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uuid:38bedd86-86bd-4dbd-a5e4-73f0accb0e0b
xmp.did:7c1955f0-239a-4a45-a683-595c54a1e6e0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:23e1eba9-5c3d-6e4a-a7e5-bebc6bf334d8
xmp.did:23e1eba9-5c3d-6e4a-a7e5-bebc6bf334d8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:746817c2-fdb7-ef4e-a212-3f08cfdff6cf
2021-04-27T13:41:24-04:00
Adobe Illustrator 25.2 (Windows)
/
saved
xmp.iid:7c1955f0-239a-4a45-a683-595c54a1e6e0
2021-05-06T13:29:45-04:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Rulers2.png
0
0
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Paper-Pencil-2.png
0
0
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Health1.png
0
0
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Book1.png
0
0
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Light-bulb.png
0
0
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Art1.png
0
0
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Music1.png
0
0
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Globe.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Rulers2.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Paper-Pencil-2.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Health1.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Book1.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Light-bulb.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Art1.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Music1.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Globe.png
0
0
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Cond.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.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
PANTONE 3135 PC
PROCESS
100.000000
CMYK
76.745248
15.539788
16.595711
0.000000
PANTONE 1655 PC
PROCESS
100.000000
CMYK
0.000000
67.846185
89.449906
0.000000
PANTONE 368 PC
PROCESS
100.000000
CMYK
62.355989
0.000000
96.624702
0.000000
PANTONE 124 PC
PROCESS
100.000000
CMYK
0.289921
27.100021
99.252307
0.000000
PANTONE 2592 PC
PROCESS
100.000000
CMYK
61.007094
87.417406
0.000000
0.006104
R=124 G=68 B=154
PROCESS
100.000000
CMYK
61.168838
87.096965
0.000000
0.012207
R=7 G=164 B=197
PROCESS
100.000000
CMYK
76.461428
15.997557
16.015869
0.000000
R=243 G=115 B=51
PROCESS
100.000000
CMYK
0.000000
68.273437
88.519108
0.000000
R=253 G=190 B=19
PROCESS
100.000000
CMYK
0.772107
27.020675
98.809791
0.000000
R=106 G=189 B=75
PROCESS
100.000000
CMYK
61.837184
0.000000
95.291060
0.000000
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
89.999400
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
18 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 424 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
399 0 obj
<>stream
HWr}W#ZB03yeĎw˪rmI&akP*}N i+e=nۛL<q#^ux$ãL~>*鳧"*(1.ժ>xz/ѳۑJ//>5\