%PDF-1.5%????
1 0 obj<>/OCGs[16 0 R]>>/Pages 3 0 R/Type/Catalog>>endobj2 0 obj<>stream
application/pdf
2018Feb-PierceFirstFourYears
2018-02-16T15:48:10-08:00
2018-02-16T15:48:10-08:00
2018-02-16T15:48:10-08:00
Adobe Illustrator CC 2017 (Macintosh)
212
256
JPEG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uuid:f5529183-19b2-254c-a0f9-c283eb42d1e9
xmp.did:c8308e75-d406-4647-88e8-ffdb81d3b08c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:32a466c8-590d-7e46-b67a-f141a722cc9a
xmp.did:760e365a-d938-4bcb-825a-63cefd4523cc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2267c862-a034-4243-8340-a5f6faa74571
2017-02-15T17:33:24-08:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:c8308e75-d406-4647-88e8-ffdb81d3b08c
2018-02-16T15:48:08-08:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Shared Files/2015 JOBS/1502 ATD powerpoint template leader college/ATD-LCMark-3288Solid-hires copy.png
/Shared Files/2015 JOBS/1502 ATD powerpoint template leader college/ATD-LCMark-3288Solid-hires copy.png
Print
False
True
1
8.500000
11.000000
Inches
BebasNeueRegular
Bebas Neue
Regular
TrueType
Version 001.003
False
BebasNeue Regular.ttf
BebasNeueBold
Bebas Neue
Bold
TrueType
Version 1.300
False
BebasNeue Bold.ttf
MyriadPro-Light
Myriad Pro
Light
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
MyriadPro-Light.otf
MyriadPro-LightIt
Myriad Pro
Light Italic
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
MyriadPro-LightIt.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Semibold.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-SemiboldIt.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-BoldIt.otf
ZapfDingbatsITC
Zapf Dingbats
Regular
TrueType
6.1d3e1
False
ZapfDingbats.ttf
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
PROCESS
100.000000
CMYK
69.842100
67.354798
63.976502
73.806399
New Color Swatch 13
PROCESS
100.000000
CMYK
85.293400
27.155000
52.675700
6.222600
New Color Swatch 14
PROCESS
100.000000
CMYK
85.293400
27.155000
52.675700
6.222600
New Color Swatch 15
PROCESS
100.000000
CMYK
80.221301
14.944699
43.750700
0.415000
New Color Swatch 6
PROCESS
100.000000
CMYK
70.211297
64.019197
64.385402
66.478997
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
21.0.0
endstreamendobj3 0 obj<>endobj18 0 obj<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 51 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>endobj19 0 obj<>stream
H??Wko[??~?~$??zg?l?M?:-Z臸(?KZbK??H???9?|9Vb?)?ܽ???r\?<=??n?6?b? '?Ϲ{?9t?ζ=???K???Nm?9???9?y?;9z?j??E7???????U???[??Y?qNzi>?n?{??H????tس???;?w?H??s?p>???b??H~?fz??8????7??O?M???r}?????Sx??Nb???\?u??K9Q?כֿ??/-?e?D?82???l=??? ?m?o??Y/Ɠ`F?v??/?;?Gٌ??=?-7?_3O?b4ӗ?͊?q?r?Z?.??~ۭ6??????O??mZ?i??zX??l???.?' ????3#3????W???8?4??|\S?0?O䶐?????_.?>8 "??? 1z?\b?g@b?8?uy?^?Q\f??=???1??0?????e4ک??R????W?}
?k???c???????_??s??\???>?c ^?Y?7?W???ׯ_??OE?K??\??)C?w???z?!TǂE-ұ\o????9[???|??֜????" ?̶???C?|?hY?wc????1???n?5qp?R«??j??33?07?_?a???????v?C!????5ұ\?q)qwd???:? ?3???'d?????a?~S ?r??p?ެ6??B?ښ7?w???ߎ#+?s????~????a???/$?/U???,"????̗?W???y?@37?c?g?j????ݣ?׳????????? ?`6??????l???fe???l=??7???~JR54>$?x8?<%k?_*??[?av@?\Ͻ?????3??5??8I??Z뽶???x??L???]!??>z?/?;z?6T{e۟??̂???Qb??\?4lxh??Y8wx??Z?x??{?&L%?b?2??x?O??|}???C??φ?uv?(? nĨ?'??}??FA =?4???j??bܡ??m N????
KA?&?A f?Otdd??^?sw,BR??D8?/?????FX??I?shtN'??s1??k?A}?q!Nths??4v2?+?cm???????BmцE??|??={?@??!?`?W???? ???gB?~?G>?o?ԍ`eaڤ.???MW?F?m9??;?`?N?:??p@??xA?'??Z????:?P???C??9?b&??DBu ?,!@??(+?ꀽ?~?">?????;?%????? K??L ??nA?b\|?z???o?oH???[=Q?K?x0????0??Xd,1?4k?( 0O?IU'¬????Љ?Kё????5?Y??5D?ء?B?ୢ0^?*Fx^@$?jD?y`??S?B@?a?rE3?Ы?@P,CzV? ?N?.B????*?Ñ?2?? X??1??=Lax???i???#????z?wPd??UB???98?)c?0?
_?????V??_??`U9?????4??0?85@*?X???d??)g?dx? ??qF2#???:??ȤX?0"C??%AJDp(?2??r?????????????|@?`?2?-i?i?{E-?p\??Ɨ???-?D??B_f7U?Ss{Y?i?ͤɅx?3?A?r?x?I??QL?40= ?W??nH;?"n{M??zd?*i?h+)dͤ?
?Y??7??4䥡k S+$W?H*?J̪>?Je-
z?w?U!`??+??C^???)9!?d???<8t??????kc.??넪S?2