StudentSupportRedefined-10WaysEveryoneCanSupportStudentSuccess-January2014 (2024)

%PDF-1.3%âãÏÓ1 0 obj<>]/Pages 3 0 R/Type/Catalog>>endobj2 0 obj<>stream application/pdf <alt> <li xml:lang="x-default">StudentSupportRedefined-10WaysEveryoneCanSupportStudentSuccess-January2014</li> </alt> 2019-04-22T14:49:04-07:00 2019-04-22T14:49:04-07:00 2019-04-22T14:49:04-07:00 Adobe Illustrator CC 2015 (Macintosh)

  • 256 176 JPEG 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*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*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*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
    • uuid:0f15224b-992b-0b41-930d-6bc2d742b7e1 xmp.did:78ef6cf6-6bf5-454f-a586-de7b0c453ee4 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf 1 uuid:e4d16ab3-39eb-684d-81af-00370ebd2d05 xmp.did:49ee4b07-4337-435e-8518-0769b424624c uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf
  • saved xmp.iid:49ee4b07-4337-435e-8518-0769b424624c 2019-04-18T15:51:49-07:00 Adobe Illustrator CC 2015 (Macintosh) /
  • saved xmp.iid:78ef6cf6-6bf5-454f-a586-de7b0c453ee4 2019-04-22T14:48:43-07:00 Adobe Illustrator CC 2015 (Macintosh) /
    • Print True False 1 612.000000 792.000000 Points
  • OpenSans Open Sans Regular Open Type Version 1.10 False OpenSans-Regular.ttf
  • BureauGrotesque-FiveOne BureauGrotesque FiveOne Regular Open Type 001.000 False BureauGrotesque FiveOne Regular.otf
  • BureauGrotesque-FiveThree BureauGrotesque-FiveThree Regular TrueType Version 001.000 False BureauGrotesqueFiveThree.ttf
  • Calibri Calibri Regular Open Type Version 6.18 False calibri.ttf
  • Calibri-Italic Calibri Italic Open Type Version 6.18 False calibrii.ttf
  • Calibri-Bold Calibri Bold Open Type Version 6.18 False calibrib.ttf
  • Cyan
  • Magenta
  • Yellow
  • Black
  • PANTONE 429 C
    •
  • 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 429 C SPOT 100.000000 LAB 69.019608 -2 -3
  • C=16 M=100 Y=100 K=0 CMYK PROCESS 16.470589 100.000000 100.000000 0.000000
  • C=18 M=74 Y=100 K=14 CMYK PROCESS 18.431373 74.117649 100.000000 14.117648
  • C=28 M=40 Y=48 K=54 CMYK PROCESS 28.000000 40.000000 48.000000 54.000000
  • C=34 M=37 Y=53 K=45 CMYK PROCESS 34.000000 37.000000 53.000000 45.000000
  • C=48 M=42 Y=42 K=44 CMYK PROCESS 48.000000 42.000000 42.000000 44.000000
  • 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 endstreamendobj3 0 obj<>endobj15 0 obj<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/Thumb 80 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>endobj16 0 obj<>/Font<>/ProcSet[/PDF/Text]>>/Thumb 82 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>endobj81 0 obj<>streamH‰ÌWێÇ}ï¯èG)ðŒê~„V+­¼^Àv+Y´«ÀràïÉCVuÏÎ:Jž‚vŠÝU,^Î!Ù¿-nmÞ­%ºõÀ‹¯–ŸÖ/‹;¦Õ]§?¾ñҗõóòêûÝúñ÷å·Õ¯Žþùµ…cH!¬5”co½¯w¿yXÒ±ÞՎ%…5[òºÆß»¿>c‰+¶ûz|-î–C:67^vg{}‡íUzÎÉ?z玽¬•Ž²Í$GÛiÝÚZd7­ku!r&’R“7‘ßDñ¿w¥’ì!´T[Ö£A¶ˆÐI buXËE$u1ç~‘mäpMº¬e(õ¼‘_$Y'Çk7Ö¢6™Ïô»LºJ“]A܅xÏb.o|Œ~-Eدë»Å“-&$ϋ¥*-bÄ.‘ËF֓-äüH.mbj×^ccëªXÊd)éçë“<8ˆÛX“?þ8^É*pC î–O˯ˀœ}?öÔë³r¤`°]6Ñs$"eŽSq&!ˆ÷šƒ½D¸&=ºq'$"×­dÕ?IØèºÙ.„ÔUz*ò±Qq½=ÛÈoü°ž Þ*‚`÷ƒ{C¢B"‹XJÂðͲ銑îLˆTØílm†”iÓÁ@N†”&’°!‡Á”=)œÛ‘i©‚|Èl/â,·‚'p°BX­:z²J¡,9êAꅵÀÓÆI‡ûXÞ)L ¤¬5+W…¶¤õ*µæ§Ð|>¶ò|Ñ$áèJiGž» ‡¤j7®Qϛ‰ZÛv0º³Ý$ˆMÎ%pI·Ù‚+¤.¤ËÀÅ¥SJµ¡+†?-µ}‚«Y‚h†oÇyKIi¶îJދ™(üÜRj7 Šû°lÛö®Q³öѶG¨èW„ºG­Aѧõe¦‰fCÙ¬Ñó÷ˆŒ‰RZ¹>÷B«ÖЭÄç¢ðhë0ÜÉÌ£Kí —°é'›ê`ÌÇ\àÇò¸M`æ"}úÙò[ç(cøf¬jÿÃXÕ¸ÝXÅ¢U˜žšcU.ØT$qÓ;Þ¶vé1Õ[T÷å©FÒΉé¢&

    StudentSupportRedefined-10WaysEveryoneCanSupportStudentSuccess-January2014 (2024)
    Top Articles
    Recipe: Keto Loaf Bread
    contract
    Ubic Roosevelt Utah 2023
    8002046358
    Latest Posts
    Raspberry Almond Scones Recipe
    La nuova classifica dei 10 Paesi più belli al mondo
    Article information

    Author: Margart Wisoky

    Last Updated:

    Views: 6116

    Rating: 4.8 / 5 (58 voted)

    Reviews: 89% of readers found this page helpful

    Author information

    Name: Margart Wisoky

    Birthday: 1993-05-13

    Address: 2113 Abernathy Knoll, New Tamerafurt, CT 66893-2169

    Phone: +25815234346805

    Job: Central Developer

    Hobby: Machining, Pottery, Rafting, Cosplaying, Jogging, Taekwondo, Scouting

    Introduction: My name is Margart Wisoky, I am a gorgeous, shiny, successful, beautiful, adventurous, excited, pleasant person who loves writing and wants to share my knowledge and understanding with you.