Ouderbetrokkenheid
Met u als ouder maken wij samen de school. Voor uw kind is het belangrijk dat we samenwerken. Onze ambitie is ‘een vruchtbare samenwerking’ tot stand te brengen tijdens de gehele schoolloopbaan ten behoeve van uw kind. School en ouders, schouder aan schouder. Samen met de leerkracht van uw kind staat u aan de basis van de driehoek leraar-ouder-kind. U als ervaringsdeskundige en wij als onderwijsprofessionals. Uw positieve betrokkenheid doet er werkelijk toe.
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)
Uit wetenschappelijk onderzoek blijkt dat Ouderbetrokkenheid zowel direct als indirect en op lange termijn de schoolontwikkeling van kinderen kan positief beinvloeden. Het is goed voor:
- Schoolprestaties
- Het sociale gedrag
- Het doorzettingsvermogen
- De motivatie
- De houding van uw kind ten opzichte van de leerkracht
Wij werken volgens de methode Glanstechniek.
G staat voor Grondhouding en voor Gesprek.
L staat voor Lijn, door het jaar en door de school.
A staat voor Ambitie, om voor de volle 100% te gaan.
N staat voor Nabij, het actief betrekken en informeren van ouders.
S staat voor Systeem, een oudervolgsysteem.
In de driehoeksrelatie staan de ouder en de leraar onderin, en het kind bovenaan. De leerling rust als het ware op de schouders van de ouder en de leerkracht. Er zijn zoveel driehoeken als leerlingen. Het is de kunst om deze driehoeksrelatie te laten glanzen. Wij werken hier graag aan mee.
Het versterken van ouder-en buurtbetrokkenheid.
Onze visie: ‘wij werken in een sfeer van respect’ Ook willen wij als Alles-in-één-school een zichtbare bijdrage leveren aan het leefklimaat in de wijk. Daarvoor hebben wij voor u en buurtbewoners De huiskamer en Power in school.
In het kader van de Alles-in-een-school zijn er veel activiteiten voor u en zullen wij samen met u nieuwe activiteiten ontwikkelen. Dit vindt allemaal plaats in de huiskamer van onze school. De huiskamer is ook een plek waar men gezellig bij elkaar komt, een kopje koffie kan drinken. Waar men elkaar met allerlei zaken helpt en ondersteunt, uitgaande van eigen kracht en eigen verantwoordelijkheid.
Daarnaast biedt Power Zuid, het activeringscentrum, de gehele week activiteiten voor ouders en buurtbewoners. Organisaties kunnen tevens gebruik maken van de Alles-in-één-school, het aanbod van activiteiten is voor jong en oud in de wijk Het Lang.