%PDF-1.3
%âãÏÓ
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Training Course Outline - Content Manager - Proactive Administration and Maintenance
2018-01-31T12:11:49+11:00
2018-01-31T12:11:49+11:00
2018-01-31T12:11:49+11:00
Adobe Illustrator CC 22.0 (Windows)
196
256
JPEG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==
uuid:d6e6504e-b16e-4dce-bf70-b168db98bc41
xmp.did:0dbc6593-b9aa-384c-a4bc-fc80c2118ef4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:233f094c-bffd-4d97-88b4-8c641916b1c7
xmp.did:aa1984c8-76e3-d741-91ba-78f429ac4da6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7C6C3785638CE711945B9DC8EE2C3C09
2017-08-29T12:42:47+10:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:0dbc6593-b9aa-384c-a4bc-fc80c2118ef4
2018-01-31T12:11:44+11:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
C:\Users\Renata.Ludwig.STUDIO04\Downloads\iStock-154932372.jpg
C:\Users\Renata.Ludwig.STUDIO04\Downloads\iStock-154932372.jpg
Print
False
False
1
210.001669
296.999942
Millimeters
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
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
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
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
H‰¤W[WI~÷¯¨GzOÜ©{Uï6Ãpvv÷ìqìNð‰/“ÿßOªê‹±sax ·ª«$Õ'é“úõÅô±¾¯ßHñæôDŒd)øoÿwBŠÏ£×oo¤øÔŒ¤PJ•J¡¢-µÓÂ_FÅ}=ú8z3ñ):ÄÇ&ê8"&G8u°üB¡•.¥28oTiŒMV£MŠ ÄÑæn1kŠÿNþ o*¥¡1Ĉÿž«à YÑ›à“:-4i±Á£LéH/«{7Ÿ¦¬ÄÑÃbýIL×sqR(²°þ4áÓö¾[qDïnkñfÛ,ÖuÓˆ“å´i´e6-,Þ¬ÅM1öâhv[¯ê䛫Òø &§Ï3uÍOõCuõºÓOGNÍݦ™.{cóí²NXLþFfÖóú¾yÀ^Ò”vÕ3RζÅ?°ÄÑ´ˆâèK¡$ö¤{4ìÒ+qQ([â©þRTt®^6lÿ¸@\°>#ßf…ãwHA€ÓeXÍ=ëÜ,ŽFÝmµ0¼c'§‹t¿ÙsÓ9˜\˜·×™&5¸|s èg¢›ÂÕ>Ž‡tî¢úž.ß *®î~îÀÛåæCŠYì\úfÐNùêۻ傜"´S&Ð7³íŠò"½Ò¤ò•8[MKñy´]ÏŠ1Šˆï3]RÐ#ízü¡§7ø·dKœ.ÙRJ[qŽÜ¡§5mŸaçÕ]Á
¸Ž÷(JlVUsúlRæ)³¨¾ÑÙg^ã B¿Ù>ðËÁ‹ÅZÜÑÁÓü8ß+7Êi`6_<|' “º”VlxûUw»Ùpn¥Û¬V¨Ñv¶”‹¦ÙæôÜa¼4界†XúJÛÄK„›íJ®jÿ²¨¿>ôˆC=ü¶^–.xÝq¨8º]4Ùïí}S'H!Ы/‹y˜p=dš×Xùºx¸b»ƒìæ#…nq/Úš¯BÔ#¨~[¢¿a1®žÔáçú1;ÔÈ´ì—A¾Û¬3%6dºiNÑ–1¹2Úz_O?! }µñ®
BÕlÛxÖœ~Íf¹e[Àæ~»f·j8ã
ª¥º«©–åcÊÍät¾Ü–{E²°ªëñ¡í{¬ë¹ÿõv±l°dJš&Ð;7wêæs]ßÑ!Å´Ý3O^Èác>÷$¦Ë¥X£R5¬Å-gÀ×ö)j‰gu
¯ÜƉÑø‰¹‡À°cR
¾êâGͽiÛ_ךrorÓ((„(,w'd>-Ü"ÕøâÓe³Ù÷ê2ò`žïñ~ê•=»ûŽÛÙ£'`îjÛdG&ßc’Ô_Ë}F¡Jå
¡’ªJõïJ×Ò‹ø5ÈŽ4ÈõJ¼¹ºúU\^QÃüCœ\œŸü*~9»>W×(¬1|?¾¸À '¥0•¦?¶þ¡-–Æðs¥•U¶–k”y…û²ÆÒo›]€óyÔF–`ØšPê
ìÈ–”8å‰áñǼÛz*}©•¬ÒùÓ4x-íÈ‘™÷1SÉf^ÿ%/MŒ¥¬lHVÐF)ìè¢÷Û–SRumîQ‹ó”(c´òW±[Ä¿ ³j!Í[¢íLŽGJUܘæ|Dflwð¤ù K]v÷·‚Zx®rà|ÇyBýs»h©RŸ9Ž·ÀhUV¦ªv%ý þ }ÆgHåÃBjΞóí`z%v¶°îDy«z¾˜ö‹bÐ'zR™IiŠ©‡wåýL‚i/Ë7ì8ªÎšþjÚšRY™?‰n¶‹‡)D|ä6…gQ×BkÙ$žûP®•# *]7‹sÓù
ÔáátÚAäiß>É,{ l{qÚoÈgO>ÿ¯ðm™º¢©"rD–ÑE#f«½ZÒ‡%ˆÄWF,鋳"2ÄDñß™¿Tt.º+Ò1”1¢œ_¬(¨U/WÂÕÑ«ƒŠô®¢ïê1øNˆáåXkÀèåŠ$*¿:ŒÐ3.¦bU)ôT0hmêå)çË À¦/V¶¶Ïv{èÅ#‹]EÉC‘Ö`ýûzô‡Xc‹—àkcŒ©