Benvolgudes famílies avui us invitem a una reflexió, de vegades la mateixa història contada per diferents persones és diferent però no sempre vol dir que algú diu mentides...
Us recomanem mirar els vídeos en l'ordre següent: versió del cavaller, versió del drac i versió de la princesa.Són una mica llargs, així que pot ser mirar-los en espais de temps diferents.El dilluns, a la videoconferència comentarem que en pensem de les veritats, les mentides i els punts de vista. Parleu-ne amb els vostres fills i filles i busqueu d'altres situacions semblants, segur que i tenen molt a dir.Gràcies pel vostre esforç, esperem que us agradi.dijous, 23 d’abril del 2020
dilluns, 6 d’abril del 2020
Celebrem la pasqua matemàticament
Hola, aquí us deixem una proposta per divertir-nos amb els ous de pasqua i on també haurem de calcular una mica!
Material necessari:
-12 ous bullits
-pintura
Passos a seguir:
-Decoreu els ous com vulgueu però heu de repartir els següents números en els ous, 0,1,2,3,4,5,5,6,7,8,9,10, si necessitem dos vegades el 5!
-Els adults amagueu els ous per la casa.
-Els petits han de buscar els ous, però atenció, a la mà tan sols en poden portar un fins que trobin la seva parella. Qui serà la seva parella? El que els dos junts, sumin 10. Per exemple el 8 anirà amb el 2.
Han d'entregar als adults els ous de 2 en 2, per parelles. Si la parella d'ous suma 10, pot deixar-los a la cistelleta i anar a buscar-ne 2 més, si no suma 10 només en podrà anar a buscar un, que serà la parella del que falta.
Mireu, els ous s'han d'aparellar així:
0-10
1-9
2-8
3-7
4-6
5-5
Abans de fer aquest joc repasseu les parelles que sumin 10.
Podeu jugar tantes vegades com vulgueu, amagar i trobar coses els hi encanta.
**Variació, si algú ho vol fer més difícil, només cal canviar els números, buscar les parelles que sumen 12, 15, 20 o 100.
Exemple del 15:
3-12
10-5
9-6
...
![Taller: Ous de Pasqua! - ESCOLA PIA 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)
Esperem que us ho passeu molt bé!
Material necessari:
-12 ous bullits
-pintura
Passos a seguir:
-Decoreu els ous com vulgueu però heu de repartir els següents números en els ous, 0,1,2,3,4,5,5,6,7,8,9,10, si necessitem dos vegades el 5!
-Els adults amagueu els ous per la casa.
-Els petits han de buscar els ous, però atenció, a la mà tan sols en poden portar un fins que trobin la seva parella. Qui serà la seva parella? El que els dos junts, sumin 10. Per exemple el 8 anirà amb el 2.
Han d'entregar als adults els ous de 2 en 2, per parelles. Si la parella d'ous suma 10, pot deixar-los a la cistelleta i anar a buscar-ne 2 més, si no suma 10 només en podrà anar a buscar un, que serà la parella del que falta.
Mireu, els ous s'han d'aparellar així:
0-10
1-9
2-8
3-7
4-6
5-5
Abans de fer aquest joc repasseu les parelles que sumin 10.
Podeu jugar tantes vegades com vulgueu, amagar i trobar coses els hi encanta.
**Variació, si algú ho vol fer més difícil, només cal canviar els números, buscar les parelles que sumen 12, 15, 20 o 100.
Exemple del 15:
3-12
10-5
9-6
...
Esperem que us ho passeu molt bé!
dijous, 2 d’abril del 2020
Propostes Francesco Tonucci
En Francesco Tonucci és un gran pensador, psicopedagog i dibuixant italià, és autor de nombrosos llibres sobre el paper dels infants en l'ecosistema urbà i d'articles d'investigació sobre els infants.
És una persona molt interessant i agradable d'escoltar.
Ara ell, també està confinat a casa seva i ens envia un vídeo amb propostes per fer amb els vostres fills i filles. La última proposta és la més interessant, no us la pergueu!
Espero que sigue del vostre interès. Cliqueu a l'enllaç.
https://vimeo.com/401287108
És una persona molt interessant i agradable d'escoltar.
Ara ell, també està confinat a casa seva i ens envia un vídeo amb propostes per fer amb els vostres fills i filles. La última proposta és la més interessant, no us la pergueu!
Espero que sigue del vostre interès. Cliqueu a l'enllaç.
https://vimeo.com/401287108
![Francesco.tonucci.jpg](https://upload.wikimedia.org/wikipedia/commons/thumb/7/78/Francesco.tonucci.jpg/220px-Francesco.tonucci.jpg)
![La ciudad de los niños”, de Francesco Tonucci | G+A Arquitectura](https://gmasaarquitectura.files.wordpress.com/2012/12/tonucci-e1354539352760.png)
S'anul·la la roda de teatre
Des del CRP ens han comunicat que s'ha anul·lat la roda de teatre, així doncs, definitivament aquest curs no representarem l'obra La rateta que llegia a l'escaleta. No us preocupeu, el curs vinent tindrem oportunitat de fer tot allò que vulguem.
![XXXIV RODA DE TEATRE INFANTIL I JUVENIL DEL PRIORAT - SE Priorat](https://sites.google.com/a/xtec.cat/se-priorat/_/rsrc/1551352382801/home/xxxivrodadeteatreinfantilijuvenildelpriorat/CARTELL%20TEATRE%20A%20LESCOLA%202019_blanc.jpg)
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