Hieronder leest u de algemene overgangsregeling. Deze overgangsregeling hebben we ook vertaald in een tabel. Klik hier om de overgangstabel te openen.
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Algemeen
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1.
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Leerlingen kunnen in een ononderbroken leerlijn in vier jaar hun diploma behalen.
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2.
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Een ‘voorwaardelijk overgaan’ kennen we niet. Als een ‘bespreekgeval’ toch overgaat, is dat altijd met een ‘leerovereenkomst’, waarin de school, ouders en leerling bindende afspraken maken voor het nieuwe schooljaar.
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3.
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Gedurende het schooljaar wordt de voortgang, inzet en keuze van de leerling tijdens (tussentijdse) rapportvergaderingen bekeken. De mentor is verantwoordelijk voor het bewaken van de vorderingen van de leerling en zorgt ervoor dat de ouders vroegtijdig geïnformeerd worden. Aan het einde van het vierde leerjaar van de schoolcarrière wordt er afgesloten met een diploma of certificaten
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4.
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Wanneer de leerling een cijfer mist door ziekte of afwezigheid, moet binnen 10 dagen na terugkomst op school door de leerling zelf een afspraak bij de betreffende docent worden gemaakt om de toets in te halen (binnen 4 weken na het maken van de afspraak). Zolang het werk niet is ingehaald, staat er INH.
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5.
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Een leerling kan om pedagogische of didactische redenen worden overgeplaatst naar een andere leerweg/afdeling of de leerweg afsluiten met deelcertificaten.
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6.
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Gedurende het schooljaar kunnen cijfers in tienden gegeven worden.
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7.
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Voor de profielen geldt: Het eindcijfer van het leerjaar is het gemiddelde van alle cijfers van dat betreffende leerjaar.
Voor de theorievakken geldt: Het eindcijfer van het leerjaar is het gemiddelde van het gemiddelde cijfer rapport 1 + gemiddelde cijfer rapport 2 + gemiddelde cijfer rapport 3.
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8.
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In leerjaar 1 en 2 is het eindcijfer een heel getal. Voor leerjaar 3 wordt het eindcijfer in verband met de afspraken in het Programma van Toetsing en Afsluiting (PTA) niet afgerond.
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9.
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Theorievakken
Bij de theorievakken telt het niet afgeronde cijfer van leerjaar 3 mee als een extra periode cijfer in leerjaar 4.
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10.
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Basis- en kaderberoepsgerichte leerweg
Voor de profielen geldt voor de basis- en kaderberoepsgerichte leerweg dat leerlingen gedurende leerjaar 3 en 4, 4 profielvakken en 4 beroepsgerichte keuzevakken volgen. Het gemiddelde van de cijfers van de 4 profielvakken telt in de examenregeling voor 50% mee. Het CSPE vormt de andere 50% van het eindcijfer van de profielvakken. De eindcijfers voor de vier gevolgde beroepsgerichte keuzevakken worden ook gecombineerd. Dit combinatiecijfer telt als één eindcijfer mee in de uitslagbepaling. Zo leveren beide vakken (profielvak en beroepsgerichte keuzevakken) elk één eindcijfer op dat meetelt in de uitslagbepaling. Dit ziet er als volgt uit:
![](data:image/png;base64,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)
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11.
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Gemengde leerweg
Voor de gemengde leerweg kent het profielvak een beperktere omvang dan in de basis- en de kaderberoepsgerichte leerweg. De leerlingen volgen 2 profielvakken en 2 beroepsgerichte keuzevakken. Het combinatiecijfer bestaat daarom in deze leerweg uit een combinatie van zowel het eindcijfer profielvak als het eindcijfer beroepsgerichte keuzevakken. Dit eindcijfer telt één keer mee in de uitslagbepaling.
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12.
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De afronding van cijfers is steeds als volgt: 0,49 of lager wordt naar beneden afgerond en 0,50 of hoger naar boven.
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13.
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Een 5 geldt als één getelde onvoldoende (g.o.) een 4 als twee g.o.’s en een 3 of lager als drie g.o.’s.
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14.
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Op rapporten wordt in leerjaar 1 en 2 geen cijfer lager dan een 3 gegeven. In leerjaar 3 geldt geen bodemcijfer.
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15.
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Voor leerjaar 3 en 4 staat de berekening van de cijfers in het verplichte PTA. In leerjaar 1 en 2 is die te vinden in het Programma van Toetsing en Overgang (PTO), zie onze schoolsite.
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16.
|
Het vak CKV telt niet mee in de overgangsregeling. Voor dit vak gelden andere normen/regelingen (over CKV en het sectorwerkstuk zijn afspraken gemaakt in de examenregeling).
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17.
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Indien de leerling niet voldoet aan de overgangscriteria dan wordt hij of zij een ‘bespreekgeval’.
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