tag:blogger.com,1999:blog-86367308271100411582024-03-13T08:45:00.019+01:00htxsydAnonymoushttp://www.blogger.com/profile/00427308311165597073noreply@blogger.comBlogger53125tag:blogger.com,1999:blog-8636730827110041158.post-49315426942637591882015-11-23T15:21:00.001+01:002015-11-23T15:21:58.857+01:00Elitematematik i Flensborg<div data-contents="true">
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<span data-offset-key="c5dc4-0-0"><span data-text="true">Otte af vores htx-elever fra Sønderborg med særlig Lidenskab for Videnskab brugte hele lørdag den 21.11 på at deltage i den tyske matematikolympiade i Flensborg. Syv af de otte elever kom på resultattavlen. Det blev til to tredjepladser og fem anderkendelser. </span></span></div>
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Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-46220409413595874212015-11-11T15:45:00.000+01:002015-11-11T15:46:22.782+01:00Faglig udvikling I Praksis (FIP)<span style="font-family: inherit;">I disse uger deltager nogle af vores lærere samt ledelsesrepræsentanter i "Faglig udvikling I Praksis" (FIP) inde for henholdsvis engelsk, dansk og teknologi. Kurserne er hver på en dag, arrangeret af undervisningsministeriet og skal understøtte den faglige og didaktiske udvikling i de enkelte fag.</span><br />
<span style="font-family: inherit;">Kursusforløbene, som ledes af fagkonsulenterne, skal bidrage til at udvikle det faglige og fagdidaktiske arbejde på skolerne, faggruppe-samarbejdet på de enkelte skoler og netværkssamarbejdet på tværs af skolerne. Kursernes omdrejningspunkt er elevernes motivation og faglige udbytte, lærersamarbejde og videndeling gennem en praksisorienteret og dialogbaseret proces i det faglige miljø på den enkelte institution.</span><span style="font-family: inherit;">Erfaringer fra bl.a. SIP viser, at dette fremmes gennem et tæt samarbejde mellem medarbejdere og ledelse tilpasset den enkelte institutions udviklingsbehov og udviklingsmuligheder.</span><br />
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<span style="font-family: inherit;">Målgruppen for kurserne er derfor to repræsentanter for den enkelte faggruppe på skolen samt en ledelsesrepræsentant med kontakt til den pågældende faggruppe.</span></div>
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<span style="font-family: inherit;">I dag er Svenja, Alicja og Peter på FIP i engelsk (i Odense). </span><span style="font-family: inherit;">Den 11.18 er Allan, Pernille, Agnete og Peter på FIP i dansk (i Odense). </span><span style="font-family: inherit;">Den 8.12 er Rasmus, David, Gils og Jan på FIP i teknologi (i Holstebro). </span></div>
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Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-83341282639386661922015-11-06T11:24:00.000+01:002015-11-06T11:24:06.985+01:00Mindst 513 fyringer i 2015 på erhvervsskolerne
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<b><span style="font-family: Calibri;"><br /></span></b></div>
<span style="font-family: Calibri;">Danske
Erhvervsskoler har gennemført en rundspørge blandt sine medlemmer for at få et
overblik over, hvor mange afskedigelser, der er gennemført i 2015. 26 skoler
har svaret og de har tilsammen været nødt til at afskedige 513 medarbejdere i
år. I enkelte tilfælde er der tale om frivillige fratrædelser, men det er et
fåtal. Formålet er at vise, at skolerne allerede har skåret kraftigt fornylig
på medarbejderne og derfor har det betydning, når man nu fra politisk hold vil
forlange, at skolerne skal spare to pct. pr. år de næste fire år – i alt 800 </span><a href="http://mio.kr/" target="_blank"><span style="color: windowtext;"><span style="font-family: Calibri;">mio.kr</span></span></a><span style="font-family: Calibri;">.,
hvor man også kommer til at fyre medarbejdere, da det jo er skolens
væsentligste omkostning. </span><br />
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<div style="margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">Vi har givet resultatet af rundspørgen til Berlingske og i
dagens avis er Lars Kunov bl.a. citeret:</span></div>
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<span style="font-family: Calibri;">”Hvis skolerne var i en situation, hvor de kunne spare på
rengøring eller på smartere indkøb, så havde de gjort det i stedet for at
afskedige undervisere. Vi kan godt finde ud af at rationalisere, men vi har
allerede skåret helt ind til benet. Det, vi skærer væk nu, er hjerteblod for
os.”</span></div>
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<span style="font-family: Calibri;">Danske Erhvervsskoler fortsætter arbejdet for at forsøge at
nedbringe de varslede besparelser.</span></div>
Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-59967563245706950772015-11-03T12:52:00.000+01:002015-11-03T12:52:25.873+01:00Elever til foredrag med tidligere eliteroer Arne Nielsson<img alt="#" class="ccm-image-block img-responsive bID-223" height="235" src="http://www.erhvervsinitiativ.dk/application/files/thumbnails/large/9714/4586/6225/Top_-_Hjemmeside.jpg" width="400" /> <div class="container">
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I morgen eftermiddag skal elever fra teknologiklassen i Sønderborg til foredrag med Arne Nielsson samt prisoverrækkelsen af "Årets Erhvervsinitiativ 2015 i Sønderborg kommune". <br />
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Arne Nielsens foredrag har titlen ”Viljen til Sejr”. Arne er kendt for sine store bedrifter: 10-dobbelt verdensmester- og olympisk sølvvinder i kanoroning, forfatter og flere gange er han blevet kåret som ”Årets Inspirator”. Arne har siden 1996 arbejdet som professionel coach og foredragsholder for primært erhvervs- og idrætsfolk.<br />
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<br />Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-21823794988340214382015-10-23T08:44:00.000+02:002015-10-23T08:44:19.524+02:00Behov for at styrke elevers matematikforståelse<h3>
<span style="font-size: 1.25em;">En rapport om matematik i de gymnasiale uddannelser anbefaler en ændring af fagets skriftlige prøver til eksamen.</span></h3>
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Mange unge har vanskeligheder med faget matematik. Derudover er der stor forskel på elevernes forudsætninger, hvilket udfordrer lærerne. De skriftlige prøver til eksamen er også udfordret af stærke matematiske værktøjsprogrammer, og de faglige kompetencer blandt nyansatte matematiklærere viser faldende tendenser. Derfor er der brug for tiltag, der imødegår disse udfordringer, konkluderer en rapport, som Institut for Naturfagenes Didaktik ved Københavns Universitet har lavet for Ministeriet for Børn, Undervisning og Ligestilling.</div>
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Selvom indholdet i de gymnasiale matematikfag generelt vurderes positivet, ses udfordringerne blandt andet på resultatet af de skriftlige prøver i matematik, hvor dumpeprocenten i matematik på B-niveau i perioden 2007-2014 har ligget mellem 15 procent og 30 procent. De nuværende opgaver til skriftlig eksamen i matematik kan ifølge rapporten i vid udstrækning løses med standardiserede teknikker, hvilket fører til et for instrumentelt og rutineorienteret fokus i matematikundervisningen. Problemet forstærkes af den omfattende digitalisering af undervisningen vha. matematikværktøjsprogrammer. Resultatet er mangler i elevernes evner til at overskue og løse matematikholdige problemer.</div>
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Rapporten peger på en række forslag til løsninger, for eksempel en dybtgående revision af de skriftlige prøver til eksamen samt et større samarbejde mellem grundskole og gymnasiale uddannelser. </div>
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Rapporten vil indgå i regeringens arbejde med et kommende forslag til ændringer i de gymnasiale uddannelser.</div>
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Rapporten kan hentes via linket:</div>
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http://www.uvm.dk/~/media/UVM/Filer/Udd/Gym/PDF15/Okt/151022%20Matematikudredningen2015.pdf</div>
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Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-13519502679806661522015-10-22T22:32:00.001+02:002015-10-22T22:32:34.409+02:00Folkeskoleinfo<div><span style="font-family: 'Helvetica Neue Light', HelveticaNeue-Light, helvetica, arial, sans-serif;">Her til aften var der information om alle ungdomsuddannelserne for folkeskoleelever og deres forældre. Det foregik på BC Syd i Sønderborg. Der var sammenlagt ca. 175 (fordelt over tre omgange) som kom for at høre om htx/IB. Det var dejligt med så stor interesse. Da vi havde fået tildelt et lokale med siddepladser til 28 var der trængsel. I næste uge afholdes et tilsvarende arrangement på EUC Syd for resten af kommunens 8. klasseselever.</span></div>Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-50334983127903242632015-10-21T18:26:00.000+02:002015-10-21T18:26:25.398+02:00Milliondonation gør studieprojekt til energisatsning i SønderborgI dag var der officiel indvielse på Green Water Living Lab i Hardeshøj. Et spændende eksempel på, hvordan et studieprojekt kan udvikle sig til et egentligt forskningsprojekt i ret stor skala. <br />
<div id="icons">
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En donation på 1,22 millioner kroner løfter et studieprojekt fra
ingeniøruddannelserne til grønt energiudviklingsarbejde. Pengene skal bruges i
et airconditionanlæg, der udnytter havvand til at regulere temperaturen.<br />
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Et airconditionanlæg, der udnytter havvand til
enten at opvarme eller afkøle bygninger, har længe været i drift i kælderen
under SDU i Sønderborg som et led af et studieprojekt. Nu sikrer en stor
donation, at projektet kan udvikle sig til et grønt energiudviklingsarbejde, som
kan være med til at drive Sønderborg kommunes planer om at være fuldstændig
energineutral i 2029.</div>
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<div style="margin: 0cm 0cm 6pt;">
Bitten og Mads Clausen Fonden har doneret 1,22
millioner kroner til projektet, der nu kaldes Green Water. </div>
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Pengene skal bruges til at udvikle et anlæg, der
tager afsæt i prototypen på SDU, og teste det i et såkaldt proof of
concept-projekt. Det betyder, at teknologien videreudvikles og efterfølgende vil
kunne installeres i nye byggerier. Donationen fra Bitten og Mads Clausen Fonden
er givet til Mads Clausen Instituttet (MCI), der huser projektet. </div>
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<div style="margin: 0cm 0cm 6pt;">
"Projektet Green Water afspejler perfekt MCIs
vision om et tæt og frugtbart samarbejde mellem mekatronik, innovation og
business og vores mission om at hjælpe iværksætterne blandt vores studerende.
Projektet har stort potentiale inden for uddannelsesaktiviteter,
industrisamarbejde og grøn teknologisk udvikling," siger institutleder for Mads
Clausen Instituttet, Horst-Günter Rubahn.</div>
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<h3>
Fakta</h3>
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<i>Green
Water-anlægget bruger havvand fra en vis dybde og udvinder den energi, der
lagret i vandet til henholdsvis at opvarme eller nedkøle bygninger. Anlægget kan
erstatte konventionelle aircondition-anlæg, der både er dyre i drift og
forurenende. Det bruger et minimum af strøm på nedkøling, da havvandet allerede
er koldt, og det giver samtidig mulighed for opvarmning ved hjælp af et
integreret varmepumpesystem.</i></div>
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<div style="margin: 0cm 0cm 6pt;">
På MCI løfter man derfor projektet til et
samarbejde på tværs af forskningsgrupperne Mekatronik og Innovation and
Business. Flere studieprojekter vil blive søsat, der blandt andet skal undersøge
matematiske modeller af bygninger og energiforbrug- og behov. </div>
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</div>
<div style="margin: 0cm 0cm 6pt;">
Forsknings- og udviklingsarbejdet bliver ledet af
professor Alexander Brem, og Michael Sørensen og Henrik Andersen er blevet ansat
som videnskabelige assistenter på projektet, samtidig med at de læser til
civilingeniør på henholdsvis <a href="http://www.sdu.dk/Uddannelse/Bachelor/Innovation_and_Business">Innovation
and Business</a> og <a href="http://www.sdu.dk/Uddannelse/Bachelor/Mekatronik">Mekatronik</a>-uddannelserne.
For de to ingeniørstuderende har det været en sej proces at komme så vidt med
projektet.</div>
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<div style="margin: 0cm 0cm 6pt;">
"Vi har været meget tæt på at opgive projektet op
til flere gange. Der har været mange barrierer, vi har skullet overvinde, så vi
er rigtig stolte over at være nået hertil, og vi er meget benovede over den
opbakning, vi har fået. Vi havde ikke klaret det uden støtte fra SDU og mange
andre," siger de to ingeniørstuderende. </div>
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<div style="margin: 0cm 0cm 6pt;">
Det nye anlæg, der skal teste teknologien, bliver
etableret i Hardeshøj Foreningshus, der ligger i færgelejet ved Hardeshøj, hvor
færgen fra Als til Jylland sejler fra. Anlægget kommer til at køle og opvarme
foreningshuset, der huser både motorcykelklub, dykkerklub og fest- og
mødelokaler. Første spadestik til anlægget bliver taget i løbet af marts og
forventes fuldt opført i sommeren 2015.</div>
<div>
</div>
<div style="margin: 0cm 0cm 6pt;">
Sønderborg Kommune stiller 350.000 kroner og
bygninger til rådighed for projektet. Derudover bidrager Project Zero, Idea
Entrepreneurship Centre, CLEAN, EU-projektet Transformer samt Udviklingsråd
Sønderjylland til projektet med adgang til netværk og knowhow.</div>
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<div style="margin: 0cm 0cm 6pt;">
<b>For yderligere information om Green Water
Research Project</b>, kontakt: </div>
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<div style="margin: 0cm 0cm 6pt;">
Michael Sørensen på e-mail <a href="mailto:mats@mci.sdu.dk">mats@mci.sdu.dk</a> /telefon 6160 2400</div>
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<div style="margin: 0cm 0cm 6pt;">
Henrik Andersen på e-mail <a href="mailto:han@mci.sdu.dk">han@mci.sdu.dk</a> /telefon 5194 9396</div>
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</div>
<div style="margin: 0cm 0cm 6pt;">
projektansvarlig på SDU, professor Alexander Brem
<a href="mailto:brem@mci.sdu.dk">brem@mci.sdu.dk</a> /telefon 6550 9246. </div>
<br />Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-56194145215607174552015-10-19T09:48:00.001+02:002015-10-19T09:48:42.251+02:00Profilerne virker<header class="csc-header csc-header-n1"><hgroup><h1 class="csc-firstHeader">
Danske Erhvervsskoler har netop gennemført en undersøgelse, der viser, at elever, der tager en hhx eller en htx studentereksamen, primært vælger videreuddannelse inden for fagrækken af de profilfag, de har arbejdet med i løbet af deres tre gymnasie år.</h1>
</hgroup></header>Hhx (handelsgymnasiet) og htx (teknisk gymnasie) er moderne, profilerede gymnasieuddannelser, med links direkte til erhvervsliv og virkelighedens teknologiske udfordringer. Og profilerne virker. Unge med en htx eller en hhx eksamen vælger i høj grad videreuddannelse inden for netop deres profilområder. Det glæder Danske Erhvervsskoler. <br />
-Der er stor efterspørgsel på arbejdsmarkedet på unge med kompetencer inden for teknologi og erhvervsrettede fag. Derfor er det positivt, at undersøgelsen dokumenterer, at netop hhx og htx studenterne er særligt gode til at vælge videreuddannelse, der peger i retning af en karriere i det private erhvervsliv og inden for rækken af økonomiske, naturvidenskabelige og teknologiske fag, siger Lars Kunov, direktør i Danske Erhvervsskoler. <br />
<h2>
Hhx og htx skal ud af skyggen</h2>
Hhx og htx står ofte i skyggen, når de unge sammen med deres forældre skal vælge ungdomsuddannelse efter 9. klasse. Det er en ærgerlig tendens, ikke kun for den enkelte unge, men også for os som samfund – og en tendens som Danske Erhvervsskoler arbejder for et opgør med. - Det er både synd og skam, at der ikke er flere unge, der vælger at tage en hhx eller en htx eksamen. Det skyldes ofte uvidenhed om mulighederne, og det må vi i fællesskab arbejde på at få gjort noget ved. Hhx og htx fortjener at være med helt fremme, når de unge og deres forældre skal vælge ungdomsuddannelse, siger Rene van Laer, formand for Danske Erhvervsskoler – Ledernes gymnasieudvalg. <br />
<h2>
Glædeligt at taxametre ligestilles</h2>
Et skridt i den rigtige retning er, at et bredt politisk flertal netop har besluttet at ligestille de gymnasiale uddannelser økonomisk. <br />
- Udligningen af hhx- og stx-taxametret gør op med en årelang og uforklarlig forskel mellem gymnasietaxametrene. Det er meget glædeligt, at hhx-taxametret nu ligestilles med stx, og det er en anerkendelse af de erhvervsrettede gymnasiale uddannelser, siger Per Påskesen, formand for Danske Erhvervsskoler - Bestyrelserne. <br />
Næste skridt er fortsat fokus på at oplyse unge og deres forældre om de mange muligheder, der ligger i at vælge en erhvervsrettet studentereksamen. <br />
<span style="font-weight: bold;">FAKTA: <br />De seneste tal fra Danmarks Statistik viser, at pr. 1.10.2014 var 148.914 unge i gang med en gymnasial uddannelse. Af dem var 26.508 i gang med en hhx og 13.274 gik på htx.</span> <br />
<a href="http://danskeerhvervsskoler.dk/fileadmin/2._Aktuelt/2._Nyhedsbreve/Erhvervsskolen/2015.10/HHX_og_HTX_videre_uddannelsesmoenster.pdf" target="_blank">Se tallene fra Danske Erhvervsskolers undersøgelse</a>Anonymoushttp://www.blogger.com/profile/00427308311165597073noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-48532942114978592862015-10-05T13:49:00.000+02:002015-10-05T13:51:18.373+02:00Gymnasiet nu og i fremover<span style="color: #575757; font-family: "Verdana",sans-serif; font-size: 9pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: DA; mso-fareast-theme-font: minor-latin;"><strong>Med udgangspunkt i den viden, Danmarks
Evalueringsinstitut (EVA) har opsamlet siden gymnasiereformen i 2005, peger EVA
på 4 centrale fokusområder i arbejdet med en kommende reform.</strong> </span><br />
<span style="color: #575757; font-family: "Verdana",sans-serif; font-size: 9pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: DA; mso-fareast-theme-font: minor-latin;"><br /></span><br />
<span style="color: #575757; font-family: "Verdana",sans-serif; font-size: 9pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: DA; mso-fareast-theme-font: minor-latin;"><span style="color: #333333; font-family: "Verdana",sans-serif; font-size: 9pt; line-height: 150%;">Hvor står gymnasiet i dag, og hvordan skal de gymnasiale
uddannelser – stx, hhx, htx og hf – udvikle sig fremover? De spørgsmål er
centrale med udsigten til en kommende reform af de fire uddannelser.</span></span><br />
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<span style="color: #575757; font-family: "Verdana",sans-serif; font-size: 9pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: DA; mso-fareast-theme-font: minor-latin;"><span style="color: #333333; font-family: "Verdana",sans-serif; font-size: 9pt; line-height: 150%;">De gymnasiale uddannelser har siden den seneste gymnasiereform
på flere områder været igennem en forandringsproces. 2005-reformen har stillet
krav til udviklingen af fagligheden og samspillet mellem fagene. I takt
med at alle gymnasiale institutioner er blevet selvejende, har der også været
behov for nye måder at praktisere ledelse og organisering. Og endelig er
søgningen til de gymnasiale uddannelser steget markant.</span></span></div>
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<span style="color: #575757; font-family: "Verdana",sans-serif; font-size: 9pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: DA; mso-fareast-theme-font: minor-latin;"><span style="color: #333333; font-family: "Verdana",sans-serif; font-size: 9pt; line-height: 150%;">Notatet samler op på, hvor gymnasiet står i dag med særligt
fokus på, hvad der vil være vigtigt at overveje i et kommende reformarbejde.
Her er især 4 områder ifølge EVAs vurdering vigtige at sætte fokus på i det
arbejde.</span></span></div>
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<span style="color: #333333; font-family: "Verdana",sans-serif; font-size: 9pt; line-height: 150%;">De 4 områder er:</span></div>
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<li style="font-style: normal; font-weight: normal; line-height: 150%; margin: 0cm 0cm 7.5pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "Verdana",sans-serif; font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Fastlæg hvilken faglighed, der skal styrkes</span></li>
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<li style="font-style: normal; font-weight: normal; line-height: 150%; margin: 0cm 0cm 7.5pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "Verdana",sans-serif; font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Gentænk rammerne for faglig specialisering</span></li>
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<li style="font-style: normal; font-weight: normal; line-height: 150%; margin: 0cm 0cm 7.5pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "Verdana",sans-serif; font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Medtænk sammenhængen til det øvrige uddannelsessystem</span></li>
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<li style="font-style: normal; font-weight: normal; line-height: 150%; margin: 0cm 0cm 7.5pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "Verdana",sans-serif; font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Understøt implementeringen</span></li>
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<strong><span style="font-family: "Verdana",sans-serif;"><a href="https://www.eva.dk/udgivelser/2015/gymnasiet-nu-og-fremover" target="_blank" title=""><span style="color: #333333; font-weight: normal;"><strong>Hent notatet Gymnasiet nu og fremover her</strong></span></a></span></strong></b></span></span><br />Anonymoushttp://www.blogger.com/profile/00427308311165597073noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-61205537093598574322015-10-01T11:22:00.003+02:002015-10-01T11:22:58.773+02:00Relationskompetencer og klasserumsledelse<div class="csc-default csc-textpic systime-block systime-lead" id="c484">
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<strong><em>Kridt banen op, hils på eleverne, giv et anerkendende skulderklap, for med tydelighed og kontakt er der gode chancer for, at lærerne kan trænge igennem tågerne af uoplagte og ukoncentrerede elever. Relationen mellem lærer og elev har nemlig afgørende betydning for elevernes motivation. Det er en af konklusionerne i Dorte Ågårds ph.d, som hun netop har forsvaret ved Aarhus Universitet</em></strong></div>
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Af Mette Sabroe Bitsch</div>
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Apatiske, sløve, ukoncentrerede, sådan beskriver mange gymnasielærere deres elever. Og det var præcis det billede, som slog Dorte Ågård omkuld, da hun for fire år siden var fluen på væggen i en almindelig gymnasieklasse. <br />
”Jeg blev slået af en elevadfærd, der skreg på undersøgelse”, fortæller Dorte Ågård, der selv er tidligere gymnasielærer. Men hun opdagede hurtigt, at det ikke kun var eleverne, der havde ændret sig. Også klasserummet var forandret. For der havde rejst sig en mur af computerskærme mellem læreren og eleverne. Med andre ord, der var slukket for kontakten mellem dem. <br />
”Jeg så koncentrationsproblemer. Elever der var trætte og uoplagte. Jeg så alt muligt andet end fokus på det faglige indhold, som læreren stod ved tavlen og knoklede for at trænge igennem med”, fortæller Dorte Ågård. <br />
Så med udgangspunkt i gymnasieelevernes aktuelle problemer i undervisningen, satte Dorte Ågård sig for at undersøge, hvilken betydning relationen mellem lærer og elev har for elevens motivation, og hun konkluderede, at den har altafgørende betydning.</div>
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Relationskompetence og den nuværende lærerrolle</h2>
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Situationen er bare den, at mange lærere står famlende overfor lærer/elev relationen. Dels er det ikke et område, der indgår i gymnasielæreruddannelsen. Dels er lærernes position gennem de sidste 40 år svækket. Det begyndte i 1968, da lærerens autoritet blev tørret af tavlen sammen med den sorte skole. <br />
”Men nu banker problemerne så voldsomt på, at gymnasielærerne er nødt til at gøre noget”, mener Dorte Ågård. <br />
Ifølge hendes undersøgelse kan alt for mange gymnasieelever ikke finde motivationen i den nuværende struktur - eller rettere sagt - mangel på struktur, og derfor vil langt de fleste elever have meget stor gavn af en mindre distance til læreren, tydeligere forventninger og klarere rammer. <br />
”Og derfor er det vigtigt at arbejde med et element i undervisningen, der hidtil har været meget lidt opmærksomhed på, nemlig relationen til eleverne herunder klasseledelse,” konstaterer Dorte Ågård.</div>
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Lærere skal forholde sig aktivt – også til computerbrug</h2>
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Ifølge Dorte Ågårds undersøgelse kan et godt forhold lærer og elever imellem give elevere mod og lyst til det faglige arbejde. Det drejer sig ikke om, at det skal være hyggeligt eller gnidningsfrit at gå i skole. Det drejer sig om at forholde sig til det, eleverne laver. Også det eleverne laver ud over skolearbejdet. Uanset hvad er det vigtigt, at en lærer forholder sig aktivt til sine elever. Og et af de steder, lærere kan skride til handling og få en hurtig bonus på koncentrationskontoen, er ved at styre elevernes brug af computere. <br />
”Computeren er et fantastisk læringsredskab, men når den ikke bruges aktivt i undervisningen, skal den være lukket”, anbefaler Dorte Ågård. <br />
For den skaber flimmer og alvorlige koncentrationsproblemer. Og står den bare åben, er det alt for fristende lige at tjekke den seneste opdatering på Facebook, hvis lærerens snak ved tavlen ikke rigtigt fanger.</div>
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Elever vil gerne have hjælp </h2>
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At forholde sig aktivt til eleverne er at formulere forventninger og gribe ind. For lærere, der ikke forholder sig aktivt til eleverne, bliver opfattet som ligeglade. Og en ligeglad lærer virker meget demotiverende på eleverne, som faktisk meget gerne vil have hjælp. <br />
”Eleverne kan ikke magte ansvar for egen læring”, fortæller Dorte Ågård, hvis undersøgelse viser, at alt for mange unge mennesker sejler rundt i skrøbelige liv. Og så er det svært at være selvstyrende. <br />
”De unge har ganske enkelt behov for mere tryghed og fastere rammer”, slår hun fast, og tilføjer, at det ikke kun er gruppen af gymnasiefremmede elever, der har de her problemer. Det er også de unge fra akademikerhjem og 12tals pigerne. Rigtig mange er pressede af alt for høje krav og forventninger, uden at de får den fornødne hjælp til at håndtere dem. </div>
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Lærerrollen skal udvides</h1>
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Men det betyder ikke, at lærere nu skal til at være socialarbejdere. Det betyder ifølge Dorte Ågård, at lærerrollen trænger til et kompetenceløft. Lærerne står i dag med så stort et pres fra elevgruppen, at selv GL ser ud til at anerkende, at der er behov for at finde måder at forholde sig til de socialpædagogiske problemstillinger på. Altså en udvidelse af lærerrollen. <br />
Men også gymnasieledelsen skal spille en aktiv rolle i lærernes relationelle sigte. For den enkelte lærer kan ikke løfte opgaven alene. Derfor er det ifølge Dorte Ågård vigtig, at ledelsen er med til at facilitere, at det kan lykkes for lærerne at arbejde med relationer og klasseledelse. Hvis ikke risikerer man at lande endnu en stor opgave på gymnasielærernes skuldre. For det er ikke en helt enkelt opgave at skulle forholde sig til 175 elever på en gang. <br />
”Lærere kan ikke have god kontakt til alle deres elever hele tiden, men man må have kontakt med alle elever med mellemrum. Det er også en teamopgave at hjælpes ad med at have føling med alle elever, så ingen flyder ud på en isflage”, understreger Dorte Ågård. </div>
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Styring og nærvær</h2>
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Men hvordan styrer og leder man på den moderne måde? Hvordan finder man balancen mellem autoritet, venlig kontakt og omsorg uden at det hele flyder og ender i kaos? Hvilke relationelle knapper kan man skrue på, hvis man vil fremme elevernes lyst, engagement og koncentration i undervisningen? <br />
Dorte Ågårds undersøgelse viser, at stort set alt, hvad en lærer gør, bliver tolket relationel af eleverne. Så både på det personlige og det didaktiske plan kan lærerne påvirke deres relation til eleverne. <br />
”Men langt hen ad vejen drejer det sig om at erobre dagsordenen fra lektionsstart. Løft blikket, bred skuldrene ud, sæt tonen og skab en god kontakt med alle elever i lokalet i de første minutter af timen, så er der rigtig gode chancer for, at lærer og elever vil kunne finde rytmen og få tempo på motivation og læring. Det er ikke kun eleverne, der skal løfte blikket fra skærmen, lærerne skal også”, fortæller Dorte Ågård</div>
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Det personlige niveau</h2>
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På det personlige plan handler det om små ting som øjenkontakt, hyppige små faglige samtaler, interesse, feed back og anerkendende kommunikation. Selv små fremskridt skal anerkendes, for det er motiverende at vide, at man er på vej i den rigtige retning. <br />
Hvordan klasserummet er indrettet betyder også noget for kontakten mellem lærer og elev. Bordene skal for eksempel stå, så læreren kan have øjenkontakt med alle. I mange klasser står bordene i rækker bag ved hinanden, og det bagerste bord er en absolut ”deadly cocktail”. Herfra kan læreren ikke se eleven, og eleven kan hverken se eller høre læreren. Så hvorfor overhovedet besvære sig hen på skolen?</div>
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Det didaktiske niveau</h2>
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Det relationelle rækker også ind over mange af de områder, der normalt betragtes som en del af pædagogikken. Det drejer sig om valg af arbejdsformer, valg af fagligt stof og sidste men ikke mindst klasseledelse. På det didaktisk relationsplan er det således klassen som helhed, der er fokus på. </div>
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Klasseledelse</h2>
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Klasseledelse har umådelig stor betydning for relationen mellem lærer og elever. Det drejer sig om at finde den rette balance mellem den tydelige, rammesættende lærer og den venlige imødekommende lærer med god kontakt til sine elever. <br />
Lektor Blomme står for mange som skrækeksemplet på en lærer, og derfor er mange lærere bange for at være for kontrollerende og styrende. I den anden ende af skalaen står den udviskede, ikke styrende, ligeglad lærer, og den type har eleverne det også meget svært med. <br />
Men det er i samspillet mellem styring og kontakt , at eleverne skal vækkes til dåd. Det er den såkaldt autoritative lærer, der er brug for, hvis der skal fremdrift på elevernes motivation og læringsudbyttet. </div>
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Arbejdsformer bør aktivere eleverne</h2>
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Ifølge Dorte Ågårds undersøgelse hører valg af arbejdsformer og fagligt stof også til de faktorer, som lærerne kan rykke på, hvis de vil skabe bedre kontakt til deres elever. For eksempel tolker eleverne det som udtryk for tillid, og dermed som en positiv tilkendegivelse, når deres lærer prioriterer arbejdsformer, der aktiverer dem. <br />
”Så kræv noget af eleverne i timerne. Sæt projekter i gang, der mobiliserer de unge. Det er næsten for svært ikke at falde ud, hvis læreren står i halve timer og taler oppe ved tavlen,” siger Dorte Ågård.</div>
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Det faglige stof skal give mening</h2>
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For eleverne er det vigtigt, at det faglige stof kobles til elevernes egen erfaringsverden. Det virker som en hånd, der rækker ud efter dem, når stoffet sættes i forbindelse med noget, de kender i forvejen. Derfor anbefaler Dorte Ågård, at eleverne skal kunne se en mening med at lære om gamle græske templer og Homers poesi. For selvfølgelig skal eleverne stadig have oldtidskundskab, men ved at koble det til nutiden kan lærerne sætte skub i motivationen.</div>
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En tydeligere skole kan tilbyde et tilhørsforhold <span class="linktohere" data-original-title="Afsnittets direkte link og id" data-toggle="popover" title=""><span class="label">Id</span><span class="id"> c499</span></span></h2>
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Måske skal gymnasierne se lidt efter, hvad det er efterskolerne er gode til. Dorte Ågård mener, at gymnasierne sandsynligvis kan lærer noget af den måde efterskolerne kombinerer tydelighed og kontakt på. Efterskoler ved nemlig noget om at tilbyde de unge tydelige rammer, stille specifikke krav og så pakke det hele ind i et stærkt tilhørsforhold og en fællesskabsfølelse, som mange unge mennesker netop higer efter.</div>
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Anonymoushttp://www.blogger.com/profile/00427308311165597073noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-2870590427178140692015-09-16T14:08:00.003+02:002015-09-16T14:08:54.554+02:00Hvem er landets bedste produktudviklere? <div align="LEFT">
Onsdag den 23. september 2015 deltager to hold htx-elever (fra henholdsvis Aabenraa og Haderslev) i regionsmesterskaber i DM i teknologi.</div>
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De regionale mesterskaber bliver afholdt fem steder i landet. Vores hold skal deltage i regionsmesterskabet på IBC i Fredericia. I alt deltager otte htx-hold fra region Syddanmark. </div>
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<span style="font-family: inherit;">Program m.v. kan ses på </span><a href="http://danskeerhvervsskoler.dk/fileadmin/2._Aktuelt/1._Fokus/DM_i_gode_ideer_og_strategier/Invitation_til_de_regionale_mesterskaber_-_Region_Syd.pdf">http://danskeerhvervsskoler.dk/fileadmin/2._Aktuelt/1._Fokus/DM_i_gode_ideer_og_strategier/Invitation_til_de_regionale_mesterskaber_-_Region_Syd.pdf</a></div>
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<br /></span><br /></span><br />Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-68260514037866784772015-09-10T19:32:00.000+02:002015-09-10T19:32:00.288+02:00Fra fravær til læring<div id="content-header" style="font-family: 'Lucida Sans', 'Lucida Sans Unicode', 'Lucida Grande', sans-serif; font-size: 12px; line-height: 15.996000289916992px; word-spacing: 1.600000023841858px;">
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Fra fravær til læring</h1>
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Af: </div>
Paul Bridgwater </div>
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<span class="date-display-single" style="text-transform: lowercase;">06/10/2014</span></div>
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På et tidspunkt stod jeg ved et busstoppested på Fyn efter at have været på kursus. Der var mange søde og venlige gymnasieelever, der ventede på samme bus. Der var to samtaleemner i gang: fester og fravær. Og jeg tænkte ved mig selv, suk, hvor er det pauvert. Der er ikke én, der taler om noget spændende, som de har lært eller gerne vil lære. Jeg tror ovenikøbet det ville være et faux-pas. Staklen, der udtrykte noget om det smukke i en geometrisk ligning eller fortalte om vedkommendes skoleprojekt om 1864, ville blive stemplet som nørd.</div>
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<img alt="Paul Bridgwater" bt-xtitle="Paul Bridgwater" class="beautytips" height="145" src="http://dcum.dk/sites/default/files/filer/image/Stafetholdere/paul_bridgwater.jpeg" style="border: 1px solid rgb(240, 240, 240); float: right; height: 145px; margin: 4px; width: 110px;" title="" width="110" />Jeg er undervisningsleder på Gefion Gymnasium– et nyt, stort og populært gymnasium midt i København. Vores elevgruppe er sammensat, der er mange elever fra Østerbro og også en del fra Mjølnerparken. Der er en god stemning på skolen i det daglige. Vi har et engageret lærerkorps, der brænder for at undervise. Den nye overenskomst har skabt små udfordringer i daglig ledelse, men det har i det store og hele ikke påvirket lærernes gejst for fag og pædagogik. Eleverne er innovative og entreprenante, de vil gerne være med til at bygge et nyt gymnasium op. De er stolte over at være en del af en succeshistorie.</div>
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Alligevel er det sådan, at der er noget, der ikke helt fungerer. Som uddannelsesledere har vi fokus på fravær og frafald samt klasse- og elevtrivsel. Vi har heldigvis mange elever, der er rigtig glade for at gå på Gefion, men desværre også mange, der har svært ved at knække skolekoden. Skolekoden er også kompleks. Forestil dig, at du, som et voksent menneske, skulle forsøge at lære 10 fag på en gang. I stedet for at få ordentlig tid til selv at sætte dig ind i fagene, skal du tilegne dig stoffet på den måde, som en lærer siger, du skal. Du skal afsætte hver dag til projektet, fra 8 til 15 eller 16. Og ved siden af det, skal du lave imellem 10-15 timers skriftligt arbejde om ugen – foruden lektier til de enkelte timer. Det har de fleste af os været igennem selv, og derfor sætter vi ikke så mange spørgsmålstegn ved det. Men er det fornuftigt?</div>
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<img alt="Gynnasieelever arbejder" height="228" src="http://dcum.dk/sites/default/files/filer/image/forsidefane/fra_fravaer_til_laering.jpg" style="border: 1px solid rgb(240, 240, 240); height: 228px; margin: 4px; width: 440px;" width="440" /></div>
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Rektor på RUC Hanne Leth Andersen har formuleret det på den måde, at vi i uddannelsessektoren forsøger at gøre to ting samtidig. Vi forsøger både at få vores unge mennesker til at tænke kreativt, selvstændigt og innovativt, men samtidig så tilrettelægger vi undervisningen, også på universitetsniveau, så vi gør de studerende til passive objekter for viden, vi gør dem til elever. Jeg vil påstå, at vores mekaniske skemalægning af mange parallelhold med hver deres læreplan bidrager til denne elevgørelse. Klokken det og det skal du være dér og dér. Hvis du ikke er der, så bliver der ført fravær. Men hvilken læringsmæssig funktion har det at være tilstede, hvis ikke man er motiveret for at være der? Skal vi ikke fokusere mere på læring end fravær?</div>
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Jeg tror, det ville være en god begyndelse at strukturere undervisningen anderledes, således at eleverne oplever en sammenhæng i deres læring i løbet af skoledagen. Det ville gøre, at de havde færre ting, som de skulle fokusere på ad gangen. Dette kan blandt andet lade sig gøre ved, at lærerne inden for en klasse eller studieretning samarbejder om fælles læringsmål. MEN, en udfordring for at arbejde tværfagligt, er, at lærere føler, at det koster dem en masse tid at tilrettelægge fællesfaglige forløb. Her tror jeg, at man som lærer skal regne med at bruge mere tid på langsigtet strategisk planlægning og samarbejde og mindre tid til kortsigtet planlægning om ”hvad skal jeg lave i mit næste modul”, således at man sætter eleverne fri til at fordybe sig, uden at de konstant bliver checket mht. til deres tilstedeværelse. Altså at der en bevægelse fra klasseundervisning til projektarbejde. I det øjeblik man sætter eleverne fri til selv at fordybe sig, så er der risiko for at en del af eleverne vil savne den anerkendelse i læringsprocessen, som de har brug for i det daglige. Det bliver lærerne nødt til at medtænke i form af evalueringssamtaler med de enkelte elever. Det, som al erfaring med projektarbejde viser, er, at det er de stærke, der kan klare den selvstændighed, som et opbrud af skemaet medfører, og det gør så, at man skal som lærer skal finde ud af, hvordan man netop får aktiveret den ”fagligt udfordrede” gruppe igennem undervisningsdifferentiering.</div>
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Den store udfordring for lærerne og den store udfordring for ledelse af lærere bliver altså, at få faglighed og pædagogik til at blive to sider af samme sag i en hverdag, hvor eleverne får færre faglige mål at fokusere på ad gangen. Det kræver</div>
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<li style="margin: 0px; padding: 0px;">tværfagligt samarbejde om fællesfaglige læringsmål</li>
<li style="margin: 0px; padding: 0px;">aktivering af elevernes engagement og selvstændighed, så det bruges i fagligt øjemed.</li>
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Ledelsesmæssigt giver det god mening at strukturere lærersamarbejde i faste teams, hvor lærerne kan genbruge vellykkede tværfaglige forløb. Det giver også god mening at rammesætte undervisningsåret, således at lærerne har mulighed for mere strategisk end taktisk planlægning. Jeg tror ikke, det bliver en nem udvikling. Men det er bedre end den situation, vi har nu, hvor en hel del engagerede lærere bruger masser af krudt på elever, der blandt andet pga. tilrettelæggelsen af skoledagen har svært ved at opretholde deres entusiasme og engagement for læring.</div>
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Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-40511726854610067462015-09-09T20:31:00.001+02:002015-09-09T20:33:50.271+02:00Fokuserer vi mere på aktive elever end på elevernes læring
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Idealbilledet af det aktivt deltagende menneske gennemsyrer
uddannelsessektoren. Men kommer fokus på at skabe aktive elever til
at skygge for de stille, de udfordrede og alle de andres læring?<div>
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I DPU´s magasin Asterisk er der en artikel af lektor Lotte Hedegaard-Sørensen, konsulent ved EVA Thea Nørgaard Dupont og professor Hans Siggaard Jensen der sætter ovenstående til debat, med udtalelser som:</div>
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Evnen til at få de ikke-aktive med kompliceres
af, at lærerne i dag står i et historisk stort
krydspres blandt andet i forhold til krav om
at arbejde inkluderende og differentieret.
Presset kommer fra lovgivning, forvaltninger
og teoretikere og betyder blandt andet, at læ-
rerne ofte for ensidigt kommer til at fokusere
på elevernes aktive deltagelse i undervisningen,
mener Lotte Hedegaard-Sørensen.
»Lærerne bliver bedt om at styre efter mål
og arbejde med synlig læring, så det gør de.
Den perfekte elev, der er aktiv på de rigtige
tidspunkter og de rigtige måder, bliver
derfor også et ideal for læreren, fordi netop
dén elev bekræfter, at læreren selv er en
succes,« pointerer Lotte Hedegaard Sørensen.</div>
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» Det er et tydeligt mønster
i vores undersøgelse, at
lærerne ser den gode elev
som den aktivt deltagende
elev, der bidrager til
undervisningen.«
Evalueringskonsulent Thea Nørgaard Dupont</div>
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»Før lærte du noget,
blev udlært, og så var du
mester. Men i livslang
lærings-perspektiv får vi
aldrig fornøjelsen af at
være færdige med noget.
Du er hele tiden på vej
til at blive en anden.«
Professor Hans Siggaard Jensen</div>
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»De elever, der ikke får
det ideelle stempel som
aktive deltagere, glider
i baggrunden, og deres
måde at deltage på bliver
besværlig, forkert, usynlig
eller italesat som et
disciplineringsproblem.
Så vi ender med et meget
stort antal udenfor.«
Lektor Lotte Hedegaard-Sørensen</div>
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Er du interesseret i at læse artiklen i sin helhed kan den findes her:</div>
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<div class="p1">
<span class="s1"><a href="http://edu.au.dk/aktuelt/asterisk/vis-artikel/artikel/altid-med-og-altid-paa-vej/">http://edu.au.dk/aktuelt/asterisk/vis-artikel/artikel/altid-med-og-altid-paa-vej/</a></span></div>
<div class="p1">
<span class="s1"><br /></span></div>
<div class="p1">
<span class="s1">God fornøjelse</span></div>
<div class="p1">
<span class="s1">Jan</span></div>
</div>
Anonymoushttp://www.blogger.com/profile/00427308311165597073noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-36108927188483582362015-09-05T19:35:00.001+02:002015-09-05T19:35:11.792+02:00Ny milepæl på htx/IB<div>I<span style="font-family: 'Helvetica Neue Light', HelveticaNeue-Light, helvetica, arial, sans-serif;"> denne uge valgte endnu et par elever at skifte fra andre gymnasier til htx eller IB. Det betyder, at der nu er mere end 500 elever på vores gymnasium. Der er tale om en markant fremgang - for et år siden var der blot 410 elever.</span></div><div><br></div><div>Det betyder ikke, at vi nu læner os tilbage og nyder succesen. Ud over en målsætning om, at endnu flere i fremtiden skal vælge landets bedste studentereksamen, så har vi også den ambition, at en endnu højere andel af eleverne skal gennemføre. </div><div><br></div><div>Og det går bestemt den rigtige vej! Vores gennemførelsesprocent har været konstant stigende over en årrække. Således fik 76 % af de elever, som startede i 2012 deres studenthue i sommers. Og hele 87 % af de elever, som startede sidste år, går nu i 2.g - den højeste andel nogensinde.</div>Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-71887307231147988142015-09-04T20:05:00.001+02:002015-09-04T20:05:52.586+02:00MATEMATIK ER SVÆRT ....<div><span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: 'Helvetica Neue Light', HelveticaNeue-Light, helvetica, arial, sans-serif;">... at undvære, men også svært at lære. Det var der bred enighed om blandt de ca. 35 lærere fra folkeskoler og ungdomsuddannelser i Sønderborg kommune, som i dag var samlet til matematikkonference på EUC Syd. Formålet med konferencen var at drøfte elevernes udfordringer i forbindelse med overgang fra grundskolen til ungdomsuddannelserne. Ud over mange gode drøftelser var der faglige indlæg ved professor Claus Michelsen, leder af Laboratorium for sammenhængende uddannelse og læring på SDU. Konferencen, der var arrangeret af House of Science, følges op med bl.a. endnu en konference den 5. november. </span><span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: 'Helvetica Neue Light', HelveticaNeue-Light, helvetica, arial, sans-serif;"> </span></div>Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-31409738756457775642015-09-02T09:59:00.004+02:002015-09-02T10:00:37.275+02:00StillingsopslagVi har besluttet at indrykke et stillingsopslag på en matematik- og fysiklærer til gymnasiet. Vi er i den positive situation, at alle vores 1.g klasser er fyldt op. En fortsat positiv udvikling i elevoptag vil derfor medføre en forøgelse i antallet af klasser, hvilket vil nødvendiggøre yderligere ansættelser. Da vi gennem en årrække har haft vanskeligheder med at finde kvalificerede undervisere inden for disse bl.a. matematik og fysik vil vi derfor allerede nu begynder at sondere jobmarkedet for mulige kandidater, selv om behovet for nye ansættelser ikke er akut.<br />
Flere har foreslået, at vores stillingsopslag indrykkes på gymnasiejob.dk - da det er en jobportal som rigtig mange gymnasielærer bruger. Vi kan desværre ikke benytte den portal, da den drives af de almene gymnasier i samarbejde med VUC. De vil ikke bringe vores stillingsopslag, på trods af at de kalder det "Jobportalen for alle landets gymnasier".Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-8629757867749852812015-09-01T15:39:00.001+02:002015-09-01T15:39:18.096+02:00Opdatering af studieregler<span style="font-family: inherit;">Vores studieregler er ved at blive opdateret. Fremadrettet vil forældre blive orienteret allerede når eleverne får henstillinger af studieguiderne pga. for meget fravær. Tidligere var det først ved advarsler fra afdelingschefer, at forældrene fik tilsendte et brev. Årsagen til ændringerne er dels, at vi håber det kan nedbringe fraværet og
frafaldet hos eleverne, når de bliver presset fra flere sider, dels at en del
forældre er kede af, at de først bliver informeret, når eleverne får advarsler.</span><span style="font-family: Calibri;">
</span><br />
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Studiereglerne kan ses på vores hjemmeside:<br />
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<a href="http://www.eucsyd.dk/Alt-om-dit-studie-p%C3%A5-HTX/Studie-og-ordensregler-samt-eksamen/277">http://www.eucsyd.dk/Alt-om-dit-studie-p%C3%A5-HTX/Studie-og-ordensregler-samt-eksamen/277</a>Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-55128761743400503402015-08-24T11:44:00.000+02:002015-08-24T11:44:06.190+02:00Hvad virker i undervisningen?<div class="block block-delta-blocks block-page-title block-delta-blocks-page-title even block-without-title" id="block-delta-blocks-page-title" style="font-family: 'PT Sans'; font-size: 15px; line-height: 22px;">
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Se Hatties topliste: Hvad virker i undervisningen </h1>
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Læreren er altafgørende, viser uddannelsesforskeren John Hatties liste over, hvad der påvirker elevers læringsresultater.</div>
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<em class="placeholder">Gymnasieskolen 12. december 2013</em> af <a href="http://gymnasieskolen.dk/skribenter/malene-romme-m%C3%B8lby" style="color: #ff4800; text-decoration: none;">Malene Romme-Mølby</a></div>
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Den newzealandske uddannelsesforsker John Hattie præsenterede i 2009 en omfattende metaundersøgelse af, hvilke faktorer i skolen der påvirker elevers læringsresultater.<br />Han har sammen med sit forskerhold kigget på godt 900 metaanalyser, der er baseret på omkring 60.000 undersøgelser, hvor 245 millioner elever og lærere verden over har deltaget.<br />Det, der får den højeste score på John Hatties liste, er relationen mellem lærer og elev. I den relation ligger nøglen til fiasko - og her ligger nøglen til succes, sagde John Hattie til <a href="http://gymnasieskolen.dk/uddannelsesforsker-l%C3%A6rerne-er-redningen" style="color: #ff4800; text-decoration: none;">en konference for nylig. </a>Og så er det essentielt at teste eleverne for hele tiden at måle deres niveau og se, om der er en udvikling i deres læring. Lige så essentielt er det, at læreren kender sin virkning på eleverne.<br />Læreren skal vide, hvad der virker, og hvad der ikke gør."Lærerne må begynde med at korrigere deres egne fejl og gå sammen i teams om at løse de problemer, der opstår," sagde John Hattie.<br />
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<strong>Hvad virker i undervisningen</strong><br />Se nedenunder listen over påvirkningsfaktorer på elevers præstationer. John Hattie vurderer, at man skal sigte på en effektstørrelse på minimum 0,4.<br />
<ol>
<li>Selvrapporterede karakterer/elevforventninger 1,44</li>
<li>Piaget-programmer 1,28</li>
<li>Respons på intervention 1,07</li>
<li>Lærertroværdighed 0,90</li>
<li>Formativ evaluering 0,90</li>
<li>Mikroundervisning 0,88</li>
<li>Klassediskussioner 0,82</li>
<li>Helhedsinterventioner for læringshæmmede elever 0,77</li>
<li>Lærertydelighed 0,75</li>
<li>Feedback 0,75</li>
<li>Gensidig undervisning 0,74</li>
<li>Lærer-elev-relationer 0,72</li>
<li>Øvelser med mellemrum vs. koncentreret 0,71</li>
<li>Metakognitive strategier 0,69</li>
<li>Acceleration 0,68</li>
<li>Klasserumsadfærd 0,68</li>
<li>Ordforrådsprogrammer 0,67</li>
<li>Gentagne læseprogrammer 0,67</li>
<li>Kreative programmer og præstationer 0,65</li>
<li>Tidligere præstationer 0,65</li>
<li>Selvverbalisering og selvspørgsmål 0,64</li>
<li>Studiefærdigheder 0,63</li>
<li>Undervisningsstrategier 0,62</li>
<li>Undervisning i problemløsning 0,61</li>
<li>Ikke-etikettering af eleverne 0,61</li>
<li>Forståelsesprogrammer 0,60</li>
<li>Begrebskort 0,60</li>
<li>Kooperativ vs. individualistisk læring 0,59</li>
<li>Direkte instruktion 0,59</li>
<li>Taktile stimuleringsprogrammer 0,58</li>
<li>Mestringslæring 0,58</li>
<li>Arbejdseksempler 0,57</li>
<li>Visuelt perceptionsprogram 0,55</li>
<li>Elevformidling 0,55</li>
<li>Kooperativ vs. kompetitiv læring 0,54</li>
<li>Fonetisk undervisning 0,54</li>
<li>Elevcentreret undervisning 0,54</li>
<li>Sammenhæng i klasserummet 0,53</li>
<li>Prænatal fødselsvægt 0,53</li>
<li>Kellers mestringslæring 0,53</li>
<li>Kammeratpåvirkninger 0,53</li>
<li>Klasseledelse 0,52</li>
<li>Udendørs/eventyrprogrammer 0,52</li>
<li>Hjemmemiljø 0,52</li>
<li>Socioøkonomisk status 0,52</li>
<li>Interaktive videometoder 0,52</li>
<li>Professionel udvikling 0,51</li>
<li>Mål 0,50</li>
<li>Spilleprogrammer 0,50</li>
<li>Ny chance-programmer 0,50</li>
<li>Forældreinvolvering 0,49</li>
<li>Smågruppelæring 0,49</li>
<li>Undersøgelseslæring 0,48</li>
<li>Koncentration/vedholdenhed/engagement 0,48</li>
<li>Skoleeffekter 0,48</li>
<li>Motivation 0,48</li>
<li>Undervisningens kvalitet 0,48</li>
<li>Tidlig intervention 0,47</li>
<li>Selvopfattelser 0,47</li>
<li>Førskoleprogrammer 0,45</li>
<li>Skriveprogrammer 0,44</li>
<li>Lærerforventninger 0,43</li>
<li>Skolestørrelse 0,43</li>
<li>Naturvidenskabsprogrammer 0,42</li>
<li>Kooperativ læring 0,42</li>
<li>Eksponering for læsning 0,42</li>
<li>Adfærdsorganisatorer/ledsagende spørgsmål 0,41</li>
<li>Matematikprogrammer 0,40</li>
<li>Reduktion af angst 0,40</li>
<li>Sociale færdighedsprogrammer 0,39</li>
<li>Integrerede læreplansprogrammer 0,39</li>
<li>Uddybning/udvidelse 0,39</li>
<li>Skoleledere 0,39</li>
<li>Karriereinterventioner 0,38</li>
<li>Tidsforbrug på opgaven 0,38</li>
<li>Psykoterapeutiske programmer 0,38</li>
<li>Computerassisteret undervisning 0,37</li>
<li>Supplerende hjælpemidler 0,37</li>
<li>Programmer til tosprogede elever 0,37</li>
<li>Drama/kunstprogrammer 0,35</li>
<li>Kreativitet i forhold til præstationer 0,35</li>
<li>Holdninger til matematik/naturvidenskab 0,35</li>
<li>Testningshyppighed/effekter 0,34</li>
<li>Reduktion af forstyrrende adfærd 0,34</li>
<li>Forskellige undervisningsmetoder og kreativitet 0,34</li>
<li>Simulationer 0,33</li>
<li>Induktiv undervisning 0,33</li>
<li>Etnicitet 0,32</li>
<li>Lærereffekter 0,32</li>
<li>Medicin/stoffer 0,32</li>
<li>Undersøgelsesbaseret undervisning 0,31</li>
<li>Systemansvarlighed 0,31</li>
<li>Gruppeinddeling efter evner for begavede elever 0,30</li>
<li>Hjemmearbejde 0,29</li>
<li>Hjemmebesøg 0,29</li>
<li>Motion/afslapning 0,28</li>
<li>Ikke-segregering af elever 0,28</li>
<li>Undervisning i testtagning og coaching 0,27</li>
<li>Brug af lommeregnere 0,27</li>
<li>Frivillige hjælpelærere 0,26</li>
<li>Fravær af sygdom 0,25</li>
<li>Konventionel undervisning 0,24</li>
<li>Værdi/moralundervisningsprogrammer 0,24</li>
<li>Kompetitiv vs. individualistisk læring 0,24</li>
<li>Programmeret undervisning 0,23</li>
<li>Sommerskole 0,23</li>
<li>Økonomi 0,23</li>
<li>Religiøse skoler 0,23</li>
<li>Individualiseret undervisning 0,22</li>
<li>Visuelle/audiovisuelle metoder 0,22</li>
<li>Helhedsreformer i undervisningen 0,22</li>
<li>Lærers verbale evner 0,22</li>
<li>Klassestørrelse 0,21</li>
<li>Friskoler 0,20</li>
<li>Evner-metoder-interaktioner 0,19</li>
<li>Ekstracurriculære programmer 0,19</li>
<li>Læringshierarkier 0,19</li>
<li>Sam-/holdundervisning 0,19</li>
<li>Personlighed 0,18</li>
<li>Gruppeinddeling inden for klassen 0,18</li>
<li>Specielle collegeprogrammer 0,18</li>
<li>Familiestruktur 0,18</li>
<li>Skolevejledning 0,18</li>
<li>Webbaseret læring 0,18</li>
<li>Undervisning tilpasset læringsstile 0,17</li>
<li>Lærers umiddelbare feedback 0,16</li>
<li>Hjemmeskoleprogrammer 0,16</li>
<li>Problembaseret læring 0,15</li>
<li>Sætningskombineringsprogrammer 0,15</li>
<li>Mentorprogrammer 0,15</li>
<li>Holddeling efter evner 0,12</li>
<li>Kost 0,12</li>
<li>Køn 0,12</li>
<li>Læreruddannelse 0,12</li>
<li>Fjernundervisning 0,11</li>
<li>Lærers viden om faget/emnet 0,09</li>
<li>Ændring af skolens kalender/timeplaner 0,09</li>
<li>Undervisningsstøtte uden for skolen 0,09</li>
<li>Perceptuelle/motoriske programmer 0,08</li>
<li>Læsning efter helhedsmetoden-programmer 0,06</li>
<li>Elevers etniske diversitet 0,05</li>
<li>Kollegier på college 0,05</li>
<li>Klasser med forskellige klassetrin eller alderstrin 0,04</li>
<li>Elevkontrol med læringen 0,04</li>
<li>Åbne vs. traditionelle læringsrum 0,01</li>
<li>Sommerferie -0,02</li>
<li>Velfærdspolitiske programmer -0,12</li>
<li>Gå et år om -0,13</li>
<li>Fjernsyn -0,18</li>
<li>Mobilitet -0,34</li>
</ol>
<b>Rangering siger ikke alt</b><br />John Hattie synes dog, at der bliver fokuseret for meget på ranglisterne.<br />
“På den ene side vil jeg gerne have, at der bliver kigget på den liste, så man kan se, hvad der har en effekt på god læring og undervisning. På den anden side vil jeg ikke have, at der bliver lagt alt for meget mærke til den rangering. At folk siger: ’De 10 nederste indflydelser virker ikke, men det gør de 10 øverste.’ For når for eksempel lektier og it og skolernes udformning rangerer lavt, betyder det jo ikke, at det slet ikke betyder noget. Men det vigtige er den historie, der ligger bag tallene,” siger John Hattie til Gymnasieskolen.<br />Noget har overrasket John Hattie i alle de år, han har arbejdet med uddannelsesforskning, og det er: “Alt, hvad vi gør målrettet for at påvirke elevernes læring, kan have en effekt. Det er derfor, forældre, politikere og alle mulige andre har en mening om skoler og undervisning. På en måde har de også ret, for der er meget, der kan forbedre læringen og undervisningen,” siger John Hattie.</div>
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Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-89651523771037273752015-08-19T10:02:00.002+02:002015-08-19T10:03:16.153+02:00Lidt om elever med psykiske handicaps
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16pt; line-height: 115%;"><span style="font-family: Calibri;">ABC til undervisere på HTX om elever
med psykisk handicaps.</span></span></b></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">”ABC til
undervisere på HTX” er en del af projektet ”Professionalisering af visitering
og integrering af elever med psykiske handicaps i normalklasser på HTX, HHX og
STX” – red. BHJ 20-1-2010</span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16pt; line-height: 115%;"><span style="font-family: Calibri;"> </span></span></b></div>
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<div style="margin: 0cm 0cm 10pt; tab-stops: 65.2pt right 481.9pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span></span></span></div>
<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Indledning:</span></span></b></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Denne ABC er
en kort beskrivelse til undervisere om de elever med psykiske handicaps, vi
visiterer til HTX-uddannelsen.</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">ABC én
indeholder en kort beskrivelse af, hvad det er for diagnoser eleverne kommer
med, og hvad<span style="mso-spacerun: yes;"> </span>det er for
personlighedstræk, eleverne kan have, når de er blevet udredt til at have en af
disse diagnoser.</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Hvad vi som
undervisere kan gøre, for at disse elever kan blive integreret bedst muligt i
klassen og på skolen, beskrives kort. Derudover er der en forklaring på, hvad
der forstås ved diskret åbenhed, og en argumentation for, hvorfor åbenhed er
nødvendig, for at skolen kan støtte de elever.</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"> </span></span></div>
<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;">Hvad er et psykisk handicaps:</span></span></b></div>
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<span style="font-family: Calibri;">De elever, der har et psykisk handicap og bliver vejledt til
at tage en HTX-uddannelse, er alle normalbegavede. De har en udviklingsforstyrrelse
typisk indenfor det autistiske spektrum, det er f.eks. elever med diagnoser som
Aspergers syndrom, NLD, ADHD,OCD og Tourette syndrom.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Det er elever med
meget forskellige personligheder og ressourcer. Det er elever som er atypiske
på nogle punkter og typiske på andre.</span></div>
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<span style="font-family: Calibri;">Nis Christensen, skoleinspektør fra Firkløverskolen siger:</span></div>
<br />
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: Calibri;">Hvad enten børn og unge er neurologisk typiske eller atypiske er evnen
til at begå sig særdeles væsentlig. Det er os som voksne, som forældre,
pædagoger, lærer osv., der har ansvaret for, at lære vores kære børn og unge en
acceptabel adfærd.</span></i></b></div>
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<div style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: Calibri;">(Indlæg i Firkløverskolens interne blad, Kløvertidende årgang 2006
december)</span></i></b></div>
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Alle de elever, vi optager på HTX i Grenaa med en diagnoser,
har bestået de faglige eksamener, der skal til for at komme på en gymnasial
ungdomsuddannelse. De er blevet vejledt af skolen<span style="mso-spacerun: yes;"> </span>til at kunne tage en HTX- uddannelse.
Eleverne kommer fra både folkeskolens 9.- og 10 .- klasse, 10.-klassescenter,
efterskoler, og specialskoler.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;">Hvad er diagnoserne:</span></span></b></div>
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Udviklingsforstyrrelser
som diagnose kan være gennemgribende som Aspergers Syndrom, specifikke som
f.eks. OCD eller udspecificerede, som betyder, at de har nogle af de samme
karaktertræk som f.eks. Aspergers Syndrom uden at have dem alle.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Det autistiske spektrum er et udviklingsmæssigt og
adfærdsmæssigt syndrom, der opstår som følge af bestemte kombinationer af
karakteristiske autistiske træk. Selvom disse træk kan være normalt fordelt i
befolkningen, arver eller<span style="mso-spacerun: yes;"> </span>viser på anden
måder<span style="mso-spacerun: yes;"> </span>nogle mennesker flere autistiske
træk. Spektret går fra den lavtfungerende autisme, som har dybe svækkelser i
mange områder, til Aspergers syndrom og højtfungerende autisme, til ”normal”
adfærd og måske endda hypersocialisering i den høje ende af spektret. </span></div>
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<span style="font-family: Calibri;"> </span></div>
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<span style="font-family: Calibri;"> </span></div>
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<img height="290" 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<span style="font-family: Calibri;"> </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Calibri;">Aspergers syndrom:</span></b></div>
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<span style="font-family: Calibri;">Mennesker med Aspergers syndrom er normaltbegavede, og de
har typisk ikke sproglige vanskeligheder. Deres sproglige udvikling kan dog
være meget anderledes end almindelige børns. Deres sprog kan bære præg af en
anderledes måde at tænke på. Mennesker med Aspergers syndrom udvikler typisk en
særinteresse, som de bruger meget tid og energi på. Den særinteresse er både
deres styrke og svaghed, da de kan være meget vidende indenfor et snævert
fagområde. </span></div>
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<span style="font-family: Calibri;">Mennesker med Aspergers syndrom har problemer med socialt
samspil og er typisk infleksible.<span style="mso-spacerun: yes;">
</span>Mennesker med Aspergers syndrom har svært ved at leve sig ind i andres
tanker og følelser, og har svært ved selv at kommunikere følelser og tanker til
andre. De kan være følsomme overfor sansepåvirkninger, og dermed være følsomme
overfor stærkt lys, støj, berøring, smag og lugt. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Calibri;">NLD – Nonverbale
indlæringsvanskeligheder:</span></b></div>
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<span style="font-family: Calibri;">NLD minder på mange områder om højtfungerende autisme eller
Aspergers Syndrom, og<span style="mso-spacerun: yes;"> </span>som af de fleste i
dag<span style="mso-spacerun: yes;"> </span>opfatter som en tilstand indenfor
autismespektret. Mennesker med NLD har oftest gode sproglige evner, men kan
have motoriske vanskeligheder og kan have empatiforstyrrelser og vanskeligheder
ved at forstå nonverbale signaler som kropssprog og mimik.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">ADHD – attention Deficit Hyperactivity
disorder:</span></span></b></div>
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<span style="font-family: Calibri;">Mennesker med ADHD har typisk manglende evner til at
opretholde koncentrationen og svært ved at skifte fokus. De kan udvise en
hyperaktivitet, en ydre uro, men uroen kan også være en indre uro, som de har
svært ved<span style="mso-spacerun: yes;"> </span>at takle. De har svært ved at
forstå, hvad der forventes af dem, og kan have empatiske vanskeligheder, og
derfor svært ved at indgår på lige fod med andre mennesker i samtaler. </span></div>
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<span style="font-family: Calibri;">De kan have vanskeligt ved at formulere deres tanker
skriftligt, og have vanskeligheder ved at afkode enkeltord, hvilket kan gøre
det svært at læse, skrive og stave.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Calibri;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Calibri;">OCD
(obsessiv-kompulsiv tilstand) </span></b></div>
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<span style="font-family: Calibri;">OCD er en forstyrrelse, hvor mennesker udvikler
tvangsforestilling og /eller tvangshandlinger, som de udfører i et forsøg på at
mindske ubehag og angst. Tvangsforestillinger og tvangstanker kan være ord
eller billeder, der dukker op igen og igen, og som personen selv opfatter som
overdrevne eller urimelige. Mennesker med tvangsforestillinger har ofte en
tendens til at isolere sig socialt.<b style="mso-bidi-font-weight: normal;"> </b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Tourette syndrom</span></b></div>
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<span style="font-family: Calibri;">Børn og unge der diagnosticeres med Tourette syndrom, har
forstyrrelse motorisk, vokal eller adfærdsmæssig. Dette kan give sig udslag i
tics, konstante og tvangsmæssige bevægelser, eller de kan sige lyde af
forskellige art som f.eks. en snøften, grynten eller hosten.</span></div>
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<span style="font-family: Calibri;"> </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Calibri;">Kommentar til
diagnoserne:</span></b></div>
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<span style="font-family: Calibri;">På HTX- Grenaa skelner vi ikke mellem diagnoserne, for de
elever der kommer med udviklingsforstyrrelser, men vi skelner mellem
enkeltindivider, da vi alle er forskellige, og vi vil give eleverne den støtte,
vi vurdere, de har behov for. </span></div>
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<span style="font-family: Calibri;">Eleverne kan have karakteristika fra flere af diagnoserne.
En følgevirkning af at have et psykisk handicap er at udvikle en depression. </span></div>
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<span style="font-family: Calibri;">Typisk er det en hjælp for eleverne med psykiske handicaps,
at HTX stiller en computer til rådighed for dem, og at computeren anvendes som
redskab i undervisningen. Computeren kan være en af de særinteresser ,elever
med et psykiske handicap har udviklet interesser for. </span></div>
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<span style="font-family: Calibri;">Computeren kan være en hjælp for dem, til at holde struktur
og orden i en kaotisk hverdag, og være et redskab til afledning i form af spil
og informationssøgning som kompensation for social samvær med andre elever i
frikvarterer.</span></div>
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<span style="font-family: Calibri;">Det at have en diagnose, som typisk er udredt af et
psykiatrisk hospital, betyder, at man har en forstyrrelse i hjernen, som man
skal lære at leve med hele livet. Det betyder at man ikke har udviklet sig helt
typisk som andre, men at man kan tillære sig metoder, tænkemåder, og bruge
strukturelle redskaber til at kompensere for det handicap. </span></div>
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<span style="font-family: Calibri;">Det er en sådan kompensation vi som undervisere skal hjælpe
eleverne med at udvikle.</span></div>
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<span style="font-family: Calibri;"> </span></div>
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<div style="margin: 0cm 0cm 10pt;">
<span style="mso-fareast-language: DA; mso-no-proof: yes;"><img height="190" src="data:image/png;base64,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" v:shapes="Billede_x0020_2" width="179" /></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"> </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;">Hvad er det for personlighedstræk
eleverne kan have:</span></span></b></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Calibri;">Nogle af de
personlighedstræk<span style="mso-spacerun: yes;"> </span>der her bliver
beskrevet, kan være dækkende for visse af eleverne.<span style="mso-spacerun: yes;"> </span>De skal forstås som en hjælp til at afkode,
hvilke træk underviserne kan være opmærksomme på, og siden afhjælpe.<span style="mso-spacerun: yes;"> </span></span></b></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne er åbne og ærlige og svarer meget direkte på
spørgsmål og forholder sig meget konkret i situationerne og til spørgsmål.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne er kreative og nærmer sig ofte et problem fra en
helt anden vinkel end resten af klassens elever.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne har typisk særinteresser og en utrolig viden
indenfor et bestemt fagområde. Den viden gør det lettere at tale med andre, og
eleven kan fremstå som intelligent overfor andre.<span style="mso-spacerun: yes;"> </span>Særinteressen kan optræde som en ”nørdethed”,
som i kommunikationen med andre elever kan virke begrænsende på, hvad der
ellers kan tales om. Eleven skaber typisk særinteressen for at skaffe orden og
konsistens i livet.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne er ikke gode til at aflæse social adfærd,
ansigtsmimik, og kropssprog, og kan derfor afbryde samtaler uhensigtsmæssigt. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne vil gerne have venner ligesom andre elever, og
forveksler ofte høflighed med venskab.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne har vanskeligheder ved at finde ud af, hvad andre
tænker og føler, og hvorfor andre mennesker handler, som de gør.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne har svært ved at give udtryk for egne følelser, og
har svært ved at formulere sig følelsesmæssigt, og kan derfor have stærke
følelsesmæssige udbrud, som de ikke efterfølgende kan bearbejde selvstændigt.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne har typisk en visuel hukommelse og husker typisk i
billeder, og har derfor svært ved at beskrive en begivenhed nuanceret, især
hvis der indgår følelsesmæssige reaktioner i situationen.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne har svært ved at tænke fremad, og har derfor brug
for systemer til at planlægge<span style="mso-spacerun: yes;"> </span>for
eksempel<span style="mso-spacerun: yes;"> </span>til at huske lektier<span style="mso-spacerun: yes;"> </span>og andre aftaler.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne har en stor retfærdighedssans og kan derfor optræde
meget stædigt, da tingene er sort/hvide for dem.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne er glade for ros og anerkendelser, og kan lide
entydigheder i rosen, og kan handle på dette. Eleverne er meget følsomme
overfor kritik. Kritik kan gives med positivt tilgang til en udvikling eller
handlingsmulighed på problemet. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne har sans for humor, og lyst til latter og skøre
gags, men kan typisk ikke forstå sarkasme og ironi.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne sætter stor pris på pålidelighed og er ofte selv
meget pålidelige. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne er ofte følsomme overfor lys, lugte og smag.
Eleverne med Aspergers syndrom er ofte kræsne, og en del af dem har problemer
med at få nok at spise, og får derfor problemer med fordøjelsen.
Spisesituationer er svære for dem, da det ofte kræver sociale samtaler.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne skal typisk have lov til at forlade klasseværelset
uden kommentarer, hvis de bliver følelsesmæssigt meget påvirkede af en eller
anden grund. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Eleverne på HTX er i puberteten, og som alle andre HTX-
elever ” under ombygning”.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="mso-fareast-language: DA; mso-no-proof: yes;"><img height="176" src="data:image/png;base64,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" v:shapes="Billede_x0020_3" width="179" /></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"> </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"> </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;">Hvad kan vi som underviserne gøre:</span></span></b></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Underviserne kan vælge at forholde
sig til et eller flere af de råd, der her er opstillet og afprøve dem i deres
undervisning for at se, hvad der virker bedst for dem.</span></span></b></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Som underviser er det vigtigt, at man forholder sig meget
konkret og direkte til eleverne.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Som underviser er det vigtigt, at man hjælper eleven med at
skabe rutiner og struktur på for eksempel lektielæsning og noter.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Som underviser er det
vigtigt, at man giver korte, klare beskeder. Beskeder kan gives om at skulle
lave enkeltopgaver eller dele af opgaver, da større opgaver kan være svære
for<span style="mso-spacerun: yes;"> </span>eleverne<span style="mso-spacerun: yes;"> </span>at overskue.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det vigtigt at give forvarsel om ændringer, f.eks. skemaændringer
og lektieændringer. </span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det vigtigt at være styrende og ikke udsætte eleven for
valgsituationer, som kan være uoverskuelige for eleven.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser, kan man lave visuelle hjælpemidler i undervisningen i form af
skemaer, lister, diagrammer og billeder.<span style="mso-spacerun: yes;">
</span>Bruge tavlen til stikord og lave en dagsorden for timen eller
modulet.<span style="mso-spacerun: yes;"> </span></span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviserer det en god ide at gøre brug af elevens særinteresse, og at inddrag
dem i undervisningen.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som underviser
er det vigtigt at tilkendegive overfor eleven, når der er en udvikling i
positiv retning for eksempel ved fremlæggelser og i de skriftlige opgaver.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det en god idé, at tillade eleven at bruge egne metoder til at
løse en opgave, så længe resultaterne er rigtige, gode og tidssvarende.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det vigtigt at inddrage eleven i gruppediskussionerne og
klassediskussioner, og det sker måske kun på opfordring, eller når man kan lade
det gå efter tur.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det vigtigt at få inddraget eleven i gruppe- og projektarbejder,
og det kan være en god ide engang imellem<span style="mso-spacerun: yes;">
</span>at læreren danner grupperne. Årsagen til, at gruppedannelser skal ske på
lærernes initiativ kan være at andre elever groft udnytter elevens
særinteresser, eller at eleven bliver udgrænset på grund af de svage
kompetencer i forhold til overblik og struktur.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det vigtigt at gøre opmærksom på, at det er Ok at lave fejl, at
undervisning netop er stedet, hvor man laver fejl.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviserer er det vigtigt at være tydelig og klar i tilrettevisninger og
instruktioner, og eventuelt at henlede elevens opmærksomhed på, at nu bliver
der givet en instruktion og at gentage instruktionen eller lektien for eleven.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det vigtigt at tage hensyn til elevens læringsstil, der kan
handle om sensibilitet overfor lys, lugte og smage. </span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det en god ide at lave særaftaler med eleven om at forlade
klasserummet, hvis der opstår en eller anden form for ubehag for eleven.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det vigtigt at spørge eleven, hvorfor eleven gør tingene
anderledes, og ikke som forventet, måske kan eleven bidrage til indsigt i nye
læringsstile.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det en god ide at sige til eleven, at man vil tage behørigt
hensyn til elevens læringsstil, men ellers behandle eleven på lige fod med
andre elever i klassen.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Som
underviser er det vigtigt at vide, at eleven har en kontaktperson, som er
tovholder for eleven, og som kan rådgive og inddrages i konfliktsituationer
eller situationer, som man ikke selv vil eller kan klare.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Hvad er diskret åbenhed:</span></span></b></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Elever, der
er i puberteten og har en diagnose, vil oftest gerne ligne alle andre elever,
og vil som udgangspunkt helst ikke tilkendegive, at de har en diagnose eller
har støttebehov. </span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Det kan
derfor være et dilemma for underviseren at sige højt i klassen, at eleven har
en diagnose, og derfor skal have speciel hjælp.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Det er
vigtigt for skolen, kontaktpersonen og underviserne åbent at kunne tage hensyn
og hjælpe eleven med psykisk handicap. Og det er vigtigt at kontaktpersonen
lærer eleven at kende, så det bliver muligt at hjælpe eleven. </span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Et argument
for diskret åbenhed er, at skolen vil sikre sig, at det går eleven godt og
vedkommende får sin ønskede HTX-uddannelse, og derfor har vi en stor interesse
i at følge elevens skolegang.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Dog er det
vigtigt for elevens selvforståelse og selverkendelse, at der bliver gjort
opmærksom på, at vi ønsker at tage hensyn til alle elever, der alle har
forskellige læringsstile. Det er vigtigt derfor at fortælle diskret i klassen,
at nogle elever har specielle behov, og at de har en kontaktperson tilknyttet.
Alle elever får en kontaktperson/mentor via klasseteamet, og alle elever vil
have en mulighed for personlige samtaler, udover at de selvfølgelig altid er
velkomne i studievejledningen.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Skole,
ledelse, administration, studevejledning, klasseteam og underviser i klassen
kan alle delagtiggøres i elevens udvikling gennem mail- kommunikation. </span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Derfor er
det vigtigt, at hele skolens personale er informeret om elevernes handicaps,
for at eleverne kan integreres på skolen og i klassen, som ligeværdige elever.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"> </span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Links og litteratur:</span></span></b></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<a href="http://www.autisme.dk/"><span style="font-size: 12pt; line-height: 115%;"><span style="color: blue;">www.autisme.dk</span></span></a></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<a href="http://www.firkloeverskolen.dk/"><span style="font-size: 12pt; line-height: 115%;"><span style="color: blue;">www.firkloeverskolen.dk</span></span></a></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<a href="http://www.nld-gruppen.dk/"><span style="font-size: 12pt; line-height: 115%;"><span style="color: blue;">www.nld-gruppen.dk</span></span></a></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"> </span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Matt.
Winter: Børn med Aspergers syndrom, Dansk psykologisk Forlag 2008.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Penny
Barratt m.fl. Aspergers syndrom- pædagogisk vejledning, Videnscenter for
autisme.</span></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Tony
Attwood: Aspergers syndrom, Dansk Psykologisk Forlag 2008.</span></span></div>
Anonymoushttp://www.blogger.com/profile/00427308311165597073noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-6180196364214334292015-08-18T17:07:00.000+02:002015-08-18T17:07:05.584+02:00Ny underviser på htx i Sønderborg<br />
Vi har i dag ansat en vikar i stedet for Benjamin Hansen, som har søgt orlov i dette skoleår. <span style="font-family: Calibri, sans-serif; font-size: 11pt;">Det drejer sig om Allan Skovbjerg, som er Cand. Mag i historie med sidefag i dansk. Allan er bosiddende nær Vejen sammen med kæreste og tre piger. </span><span style="font-family: Calibri, sans-serif; font-size: 11pt;">Allan har første arbejdsdag på mandag den 24.8 og skal undervise i dansk i 1.g/Pre-IB og teknologihistorie i 2.g.</span><br />
<div class="MsoNormal" style="font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0.0001pt;">
<o:p></o:p></div>
<div class="MsoNormal" style="font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0.0001pt;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-2999249946345928272015-08-18T17:01:00.000+02:002015-08-18T17:01:30.180+02:00Besøg af Minister for børn, undervisning og ligestilling<br /><table class="enNyhed" style="background-color: white; border-bottom-style: solid; border-bottom-width: 1px; border-collapse: collapse; border-spacing: 0px; color: #84898e; font-family: Verdana, Geneva, sans-serif; font-size: 12px; line-height: 20px; margin-bottom: 10px; max-width: 100%; overflow: visible; padding-bottom: 50px; padding-top: 10px; width: 615px;"><tbody>
<tr><td class="nyhedBody" style="padding-bottom: 40px; padding-top: 10px; vertical-align: top;"><img src="http://www.eucsyd.dk/handlers/BilledResizer.ashx?path=/Uploads/Nyheder/Thumbnail&width=200&id=206.jpg" style="border: 0px; float: left; height: auto; margin: 10px 20px 10px 0px; max-width: 100%; padding-right: 10px; vertical-align: middle;" /><div style="margin-bottom: 10px;">
Vi har på EUC Syd i det seneste år arbejdet på at blive klar til første skoleår med erhvervsuddannelsesreformen, der netop er trådt i kraft. I den anledning besøgte Ellen Trane Nørby, minister for børn, undervisning og ligestilling, i går EUC Syd.</div>
<div style="margin-bottom: 10px;">
Direktionen tog imod Ellen Trane Nørby, der fik en rundvisning i uddannelsesområderne, kantinen og de mere sociale områder med sofagrupper og bl.a. bordtennis og bordfodbold. Efter en snak med nystartede elever på erhvervsuddannelserne samt underviserne, ville Ellen Trane Nørby høre, hvordan vi på EUC Syd har grebet reformen <img alt="" src="http://www.eucsyd.dk/uploads/Nyheder/2015/EUD/1508_Ministerbes%C3%B8g/1508_Ministerbesoeg.jpg" style="border: 0px; float: right; height: 218px; margin: 10px 0px 10px 20px; max-width: 100%; vertical-align: middle; width: 310px;" />an og hvilke erfaringer vi har gjort os med bl.a. nye adgangskrav og optagelsesprøver.</div>
<div style="margin-bottom: 10px;">
Hensigten med erhvervsuddannelsesreformen er at løfte kvaliteten af uddannelserne med flere timer, talentforløb samt give mulighed for at kombinere svendebrev og studenterhue.</div>
</td></tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-37580675619555083942015-08-18T16:58:00.001+02:002015-08-18T17:12:22.762+02:00Fokus på matematikundervisningen<span style="font-family: Times, Times New Roman, serif;">Mange af vores elever har svært ved matematik - både når de starter på vores gymnasium og i løbet af deres uddannelse. Det skaber ikke kun udfordringer i matematik, men også i de øvrige naturvidenskabelige fag, hvor matematik er et vigtigt redskab.</span><br />
<span style="font-family: Times, Times New Roman, serif;"><br /></span>
<span style="font-family: Times, Times New Roman, serif;">Derfor har skolen besluttet at sætte særligt fokus matematikundervisningen i de kommende skoleår. Der har allerede været afholdt en matematikdag (den 4. august i Tønder) med deltagelse af lærere fra alle htx-afdelinger, IB og hhx Tønder. Den 26. august afholdes matematik temadag i Aabenraa med fokus på programmet Maple og hvordan det kan bruges til at forbedre elevernes matematiske færdigheder. Den 4. september gennemføres en matematikkonference i Sønderborg, hvor lærere fra folkeskolen og ungdomsuddannelserne mødes for at drøfte udfordringen med elevernes matematikkundskaber. </span>Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-13590980790789705022015-08-17T13:34:00.003+02:002015-08-17T13:34:37.076+02:00Vores elev skal besøge folkeskoler I SønderborgUU Sønderborg gennemfører i uge 35 - 41 undervisning i Uddannelse og Job på de elleve folkeskoler i kommunen, som har overbygning/udskoling. I forløbet indgår bl.a., at folkeskoleelever skal møde elever fra ungdomsuddannelserne, herunder fra htx og IB. Vi håber at arrangementet vil medvirke til at øge folkeskoleelevernes kendskab til vores gymnasium yderligere.Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-26100014321756825382015-08-17T13:22:00.000+02:002015-08-17T13:22:43.034+02:00Undervisningsmateriale om affald og genbrug<div style="margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">I 2014 søgte Sønderborg Kommune, Sønderborg Forsyning og
uddannelsesnetværket House of Science penge til at udvikle et
undervisningsmateriale til ungdomsuddannelserne. Visionen er at gøre de unge
mennesker på ungdomsuddannelserne mere bevidste om deres produktion af affald
og betydningen heraf, så de bliver motiveret til at sortere deres
genanvendelige affald fra, handle mere bevidst ind og bortskaffe miljøfarligt
affald korrekt. Formålet er at forberede dem til et grønt voksenliv. </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">Undervisningsmaterialet er udviklet i samarbejde med en
række lærere og elever for at sikre, at opgaverne tilbyder begge parter et let
tilgængeligt, interessant og lærerigt indhold. Derfor er der i workshops og
arbejdsgrupper arbejdet grundigt med de behov og ønsker, der ofte opstår i et
klasselokale. For at sikre det faglige indhold har der igennem hele processen
også deltaget affaldskonsulenter, affaldsøkonomer og kommunikationsrådgivere. </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span style="font-family: Calibri;">Materialet er gratis og kan tilgås fra hjemmesiden </span><a href="http://findskjulteskatte.dk/"><span style="color: #0563c1; font-family: Calibri;">http://findskjulteskatte.dk/</span></a></div>
<br />Anonymoushttp://www.blogger.com/profile/10904137588089093275noreply@blogger.com0tag:blogger.com,1999:blog-8636730827110041158.post-13226826980554949972015-08-14T14:45:00.000+02:002015-08-18T17:13:51.689+02:00Officiel indvielse af Campus Tønder<span style="font-family: "Calibri",sans-serif; font-size: 11pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><span style="font-family: VAGRoundedStd-Thin; font-size: xx-small;"><span style="font-family: VAGRoundedStd-Thin; font-size: xx-small;"></span></span></span><br />
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<span style="font-family: "Calibri",sans-serif; font-size: 11pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><span style="font-family: VAGRoundedStd-Thin; font-size: xx-small;"><span style="font-family: VAGRoundedStd-Thin; font-size: xx-small;"><img 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" 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<span style="font-family: "Calibri",sans-serif; font-size: 11pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><span style="font-family: VAGRoundedStd-Thin; font-size: xx-small;"><span style="font-family: VAGRoundedStd-Thin; font-size: xx-small;">
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<span style="font-family: "Calibri",sans-serif; font-size: 11pt; mso-ansi-language: DA; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><span style="font-family: VAGRoundedStd-Thin; font-size: xx-small;"><span style="font-family: Times, Times New Roman, serif; font-size: xx-small;">Byggeriet i forbindelse med Campus Tønder, som vil samles EUC Syd, Tønder Handelsgymnasium & Handelsskole, VUC Syd, 10-klasse og vejledningscenter, er ved at være afsluttet. Lørdag den 29. august 2015 kl. 10-11 vil der være officiel indvielse ved Ministeren for børn, undervisning og ligestilling Ellen Trane Nørby. Herefter vil være taler af VUC Syds bestyrelsesformand H. P. Geil, Tønder Handelsgymnasium & Handelsskoles formand Peter Norman, EUC Syds formand Thorkild Jacobsen samt Tønders borgmester Laurids Rudebeck og direktør Per Jørgensen, 5E Byg.</span></span></span></div>
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H.K.H. Prinsesse Marie vil overvære den officielle indvielse. Efter den officielle åbning er der åbent hus hos alle tre uddannelsesinstitutioner, hvor vi vil byde på foredrag, musik, rundvisninger, snacks og drikkevarer. Programmet annonceres forinden i dagspressen og kan også ses på skolernes respektive hjemmesider.</span></span></span><br />
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