Een prettige leef- en leeromgeving
Groeikracht
Wij vinden het belangrijk dat leerlingen zich prettig en veilig voelen op school. Het welbevinden van elke leerling staat bij ons voorop.
Op onze school werken wij met een eigen leerlijn op het gebied van geluk, voelen, denken, varen en leren. Deze leerlijn is uniek en speciaal opgezet voor onze school en onze kinderen. Deze leerlijn heet Groeikracht en gaat verder dan alleen de sociaal-emotionele ontwikkeling.
Groeikracht is een totaal aanbod samengesteld uit een aantal verschillende onderdelen en methodieken, zoals o.a. onze schoolregels en kernwaarden, een schoolbrede aanpak vanuit Leer- & Veerkracht, GroepsGeluk, het aanleren van executieve vaardigheden én activiteiten gericht op Groeimindset en het leren-leren.
Op deze manier werken we aan een inclusief aanbod, doen we allemaal dezelfde dingen, is er een mooie rode draad en spreken we allemaal dezelfde taal. Dit zien we ook terug binnen de hele school. Daar zijn we trots op.
Groeikracht bestaat uit de volgende 5 krachten:
- Gelukskracht: Schoolregels, Groepsgeluk, Glunderketting, Welbevinden, Optimisme & dankbaarheid, Verbindende communicatie
- Voelkracht: Gevoelsverkenner & Schatgravers, Gevoelswijzer, Sterke kanten & kwaliteiten
- Denkkracht: Groeimindset, Leerkuil, Gedachtenonderzoek
- Vaarkracht: Executieve vaardigheden
- Leerkracht: De 8 leer-krachten, Aandacht rust & ruimte, Adembubbel
Schoolregels en kernwaarden
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)
Wij hechten veel waarde aan onze kernwaarden. Wij zijn van mening dat onze gedragsregels die hieraan gekoppeld zijn bijdragen tot een veilige en prettige leef- en leeromgeving.
Onze schoolregels/afspraken zijn:
- Wij tonen respect
- Wij zorgen voor veiligheid
- Wij ontmoeten elkaar
- Wij doen het samen
- Wij zijn (samen) verantwoordelijk.
Leer- en Veerkracht
![](/portals/291/images/images.png?ver=2020-12-02-101555-030)
Onze school heeft een schoolbrede aanpak op het gebied van sociaal-emotionele ontwikkeling en sociale vaardigheden vanuit de positieve psychologie van Leer- en Veerkracht. Het doel hiervan is het duurzaam versterken van de mentale veerkracht en het welbevinden van teamleden en leerlingen zodat iedereen op school gelukkig kan zijn en optimaal kan spelen, leren en werken.
Uit onderzoek blijkt dat een hogere mate van welbevinden niet alleen zorgt voor een toename in hoop, doorzettingsvermogen en eigenwaarde, maar ook in positief verband staat met leerprestaties. Kinderen die beter in hun vel zitten nemen meer initiatief tot leren, zijn meer gemotiveerd om te leren, zijn effectiever in het leerproces, hebben meer plezier en voelen zich meer betrokken op school waardoor ze betere leerprestaties behalen.
Prettige emoties zoals rust, tevredenheid en blijdschap zorgen voor een verbetering in cognitief functioneren en maken ons denken creatiever, flexibeler en meer oplossingsgericht. Daarnaast zorgen bepaalde specifieke onderdelen van de positieve psychologie zoals aandachttraining voor een vergroting van het werkgeheugen en concentratievermogen. Kortom; je goed voelen zorgt voor een optimaal leervermogen.
Leer & Veerkracht is geen methode maar een manier van omgaan met elkaar. Dat uit zich niet in het volgen van standaard lessen maar is geïntegreerd in onze hele dag. Leer & Veerkracht is een geïntegreerde aanpak. Geen losse elementen, maar geluk inpassen in onze school, in de omgang met elkaar, en in de bestaande lesstof. We kijken naar onszelf. We kijken met een open blik naar de ander, die zoeken we op en vervolgens doen we het samen. Als de kinderen goed in hun vel zitten, zichzelf kennen, de ander waarderen en geluk ervaren, vinden ze het leuker om samen te leren en leren ze beter.
GroepsGeluk
![](/portals/291/images/Groepsgeluk-footer-logo.png?ver=2022-03-11-121644-467)
Met GroepsGeluk – systemisch werken in de klas – maken wij de dynamiek van de groep zichtbaar middels houten poppetjes, picto’s, symbolen en ander klein materiaal op tafel. Hierdoor krijgen zowel de leerkracht als de leerlingen inzicht in de processen die spelen in de groep. Wanneer wij deze dynamiek zichtbaar maken, hebben wij een effectieve tool in handen om een fijn pedagogisch klimaat te creëren. In lastige situaties kunnen wij direct de balans herstellen. Zo blijft elke groep gelukkig en in een gelukkige groep kan iedereen zich optimaal ontwikkelen.
Met GroepsGeluk bieden wij een aanbod gericht op:
- Rust in je groep en/of team
- Een fijn pedagogisch klimaat
- Kijken achter gedrag
- Zicht op onzichtbare knelpunten
- Grip op de groepsdynamiek
- De balans herstellen
- Nieuwe verbindingen
Wanneer je de dynamiek zichtbaar maakt van een klas of groep, heb je als leerkracht direct handvatten om in lastige situaties snel de balans te herstellen. Met een groepsopstelling maken leerlingen hun interne proces en beleving extern. Hierdoor krijgen zowel de leerkracht als de leerlingen inzicht in de processen die spelen in de groep. Je kunt daarbij denken aan pestsituaties, ruzies, groepsdruk, onderlinge irritaties, maar ook vriendschappen.
Executieve vaardigheden, Autometafoor
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Naast bovenstaande competenties, besteden we ook veel aandacht aan het aanleren van de zogenaamde executieve vaardigheden. Ze hebben te maken met het leren omgaan met je eigen emotie en gedrag. Hoe regel je jouw eigen emotie, reactie, aandacht en/of concentratie? Hoe onthoud je iets? Hoe blijf je bij een taak of opdracht? Hoe plan je iets? Wat is belangrijk? Deze vaardigheden vormen de basis voor een goede werkhouding waardoor een leerling tot leren kan komen. Wij gebruiken de autometafoor om deze vaardigheden eigen te maken en zichtbaar te maken.
Leer-krachten om te leren 'leren'
Binnen Groeikracht helpen wij onze leerlingen ook bij het ontwikkelen van hun meta-cognitieve vaardigheden. Het betreft de kennis en vaardigheden om het eigen denken, handelen en leren te organiseren, te sturen en te controleren. De volgende 8 leer-krachten komen aan bod:
- Concentreren
- Doorzetten
- Samenwerken
- Nieuwsgierig zijn
- Proberen
- Fantasie gebruiken
- Jezelf blijven verbeteren (controleren)
- Genieten van het leren.