%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 95 0 R 96 0 R 97 0 R 98 0 R 99 0 R 100 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PDF Sample Schedule_4
2021-05-14T13:21:43-04:00
2021-05-14T13:21:43-04:00
2021-05-04T13:13:46-04:00
Adobe Illustrator 25.2 (Windows)
200
256
JPEG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uuid:3768ccb5-6d4c-427f-a91a-904e5d11f8a6
xmp.did:670b2ccf-69ce-f243-830e-bb932d73b4e5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:aa3a3703-c7fd-ef44-ae47-b6edead98cb7
xmp.did:aa3a3703-c7fd-ef44-ae47-b6edead98cb7
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:670b2ccf-69ce-f243-830e-bb932d73b4e5
2021-05-04T13:13:44-04:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Light-bulb.png
0
0
EmbedByReference
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Bookstack.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\Calculator.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\Gym1.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\Light-bulb.png
0
0
C:\Users\bweyant\Google Drive\Graphic Design Work\Web\Enrollment\2021-2022\Newletter\Clip Art\Approved Clip art\Bookstack.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\Calculator.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\Gym1.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
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 125 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
102 0 obj
<>stream
HWks۸_O$vٶN5YE)RE=GC}{/>]0I8Ō6h˝/=o.~ZS72= ceLDdJT*Id=aJw(?I'KegY( xws3O;PFJ8_!=өԊ싍̲@('uvN?s<* Sd+T7MCԨb$i OҷpGy&Xv&2H^CBDiv`;3{(I֡T::!)'KC`̺C%e@Li$xM
١wgӁaTd蘯 48!.>ű@I'zKŚzw"N%ИOG P)(tɽw*9.N)No~2ch!.}ㄓHI 0i*p&MY*jݔb7i*~iV