%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PTSMC Clinical Education Mentorship Program
2021-12-20T11:55:15-05:00
2021-12-20T11:55:15-05:00
2021-12-20T11:55:15-05:00
Adobe Illustrator 25.0 (Macintosh)
256
164
JPEG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uuid:4bbf3b07-f447-0241-8306-c5c11b8b87a7
xmp.did:bb788ca5-1442-4baa-90a1-0827b23477e8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:413ed17a-319b-ea42-bab2-9323104d7978
xmp.did:776b2e84-bc9d-4d27-bdd3-8c5a0fc24df2
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:29674df8-e5c0-480d-a661-4670a44a44f8
2018-04-10T10:55:53-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:bb788ca5-1442-4baa-90a1-0827b23477e8
2021-12-20T11:55:07-05:00
Adobe Illustrator 25.0 (Macintosh)
/
EmbedByReference
/Volumes/ptsmc (2)/Shared/Marketing/Marketing designs/LOGOS/PTSMC and PT4L logos - Horizontal.psd
adobe:docid:photoshop:ef1fa114-b74f-117a-bfb8-c994c5cb1be4
xmp.iid:33a274b4-c0f2-4b74-b7d6-bc52572d6ef8
EmbedByReference
/Users/peterdecoteau/Egnyte/Shared/Marketing Shared 2019/Marketing designs/LOGOS/PTSMC and PT4L logos - Horizontal.png
EmbedByReference
/Users/peterdecoteau/Desktop/PTSMC General/Swoops UPDATE.png
adobe:docid:photoshop:38eca395-32e6-117b-b76a-f7530625dc9b
xmp.iid:1019dc3a-3ee2-4588-abea-8c38115f9736
/Volumes/ptsmc (2)/Shared/Marketing/Marketing designs/LOGOS/PTSMC and PT4L logos - Horizontal.psd
adobe:docid:photoshop:ef1fa114-b74f-117a-bfb8-c994c5cb1be4
xmp.iid:33a274b4-c0f2-4b74-b7d6-bc52572d6ef8
/Users/peterdecoteau/Egnyte/Shared/Marketing Shared 2019/Marketing designs/LOGOS/PTSMC and PT4L logos - Horizontal.png
/Users/peterdecoteau/Desktop/PTSMC General/Swoops UPDATE.png
adobe:docid:photoshop:38eca395-32e6-117b-b76a-f7530625dc9b
xmp.iid:1019dc3a-3ee2-4588-abea-8c38115f9736
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-COND.OTF
MyriadPro-SemiboldCond
Myriad Pro
Semibold Condensed
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6811.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-BOLDCOND.OTF
MyriadPro-BoldCondIt
Myriad Pro
Bold Condensed Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-BOLDCONDIT.OTF
MyriadPro-BlackCond
Myriad Pro
Black Condensed
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6807.otf
Copperplate
Copperplate
Regular
TrueType
13.0d1e2
False
Copperplate.ttc
Copperplate-Bold
Copperplate
Bold
TrueType
13.0d1e2
False
Copperplate.ttc
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
14.843750
100.000000
89.843750
9.765625
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843750
84.765625
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921875
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
34.765625
84.765625
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843750
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
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
84.765625
9.765625
100.000000
9.765625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
29.687500
94.921875
29.687500
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
79.687500
9.765625
44.921875
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
14.843750
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921875
4.687500
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
34.765625
100.000000
34.765625
9.765625
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765625
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921875
19.921875
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843750
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843750
44.921875
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765625
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765625
64.843750
39.843750
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843750
64.843750
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765625
59.765625
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843750
64.843750
89.843750
34.765625
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843750
69.921875
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921875
79.687500
69.921875
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
89.843750
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921875
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765625
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
39.843750
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921875
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765625
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765625
94.921875
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765625
9.765625
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843750
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765625
89.843750
0.000000
0.000000
Adobe PDF library 15.00
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
22 0 obj
<>stream
HWйrлF}чWєSЈ24vјЭЉЬиЦтLтЉ)ХNАeхыч.н
эTE@Ѓћnчмs=Wњ№м,ѓ
oЯOФЋџірЇ~%БыЁвsЃ0?N]п"№7бЋУЪј/Х?VxЋ(
Х&J=ФЎyXсsижД&ДЂT$AЪkоnW1'єЇ№f)ДџХMЖlNЦ"є\_ІЉэ\OFБиVЋпж?зuбеy)nHЌБыољЯіяжXоQђИM$ЖЯBњќиЖГйж7N жЅЊеNхu/XЋZ_ЧB_нўrѓ /лЮ!№д9Б+Х:ЏФГ*K§4w2xopRАЗоыўоЁкv ЛТIзы-§<6угQфќк@юd>xb#н ФvѓщХчQщЋЊЈqлAаІЛЩ№} ыяqеТіWИ /ФЬ4УЊР?
}УіxЎLТЅ9M[иhЁгШ=;ї№ўЦDСкghBБйS{lЮЫ!\ьКЩлBичN"ж/књЅхGѕt,_DЋОЖEЇ,і"Ьэєa{^№dцЬв