Cinque modelli bocciati dal test TCS dei seggiolini auto
Nell’ultimo test TCS dei seggiolini auto sono stati esaminati 29 modelli di tutte le classi d’età dal profilo della sicurezza, della maneggevolezza, dell’ergonomia e del contenuto di sostanze nocive. Dei seggiolini auto testati, 21 hanno ottenuto la menzione “molto consigliato”, mentre tre modelli sono “consigliati ”. Al termine di questo test comparativo, cinque prodotti sono stati dichiarati “non consigliati”. Uno di loro a causa di gravi lacune in fatto di sicurezza.
25 maggio 2021
I 24 seggiolini auto con la menzione “molto consigliato” (21) o “consigliato” superano le esigenze legali, talvolta chiaramente. Al momento del loro sviluppo, si è tenuto conto delle esigenze più elevate dei test di protezione dei consumatori.
Il seggiolino “non consigliato” a causa delle carenze in fatto di sicurezza è l’ovetto per bimbi “Chicco Kiros i-Size + Kiros i-Size Base“. Nella prova di collisione frontale, si è staccato dalla sua base Isofix ed è stato scaraventato in avanti attraverso l’abitacolo. In caso di incidente grave, il bambino è di conseguenza esposto ad un rischio di ferimento molto elevato.
Altri quattro modelli di seggiolini auto non hanno adempiuto i severi criteri del test per quanto riguarda le sostanze nocive e sono dunque stati valutati “non consigliati”.
• I tessuti che ricoprono il “Besafe iZi Go Modular X1 i-Size“ (con o senza la base Modular i-Size) e lo “Swandoo Marie 2“ contengono naftalina, sospettata di avere un effetto cancerogeno.
• Il campione testato di “Osann Oreo 360°“ contiene il plastificante DPHP, suscettibile di danneggiare la tiroide e l’ipofisi.
Consigli per un utilizzo sicuro
- Il seggiolino auto
dev’essere installato nel veicolo nel modo più fisso e stabile possibile. Soprattutto
nelle vetture vecchie, per esempio, può capitare che le lunghe fibbie della
cintura di sicurezza impediscano di allacciare in modo stabile determinati
modelli di seggiolini.
- Per
garantire una ritenzione ottimale, le cinture devono essere ben tese, scorrere
in modo rettilineo, senza fare pieghe
- In particolare
per i gusci per bebè, bisogna verificare la lunghezza della cintura per
garantire un ancoraggio sicuro. Se la cintura è troppo corta per un guscio bebè
usuale, si potrà eventualmente installare un modello con base separata.
- Nel caso di
rialzi muniti di supporti dorsali, può capitare che la cintura non si arrotoli
automaticamente quando il bambino è piegato in avanti. In tal caso, si dovrebbe
provare un altro seggiolino sul quale la posizione della guida della cintura,
all’altezza della spalla, sia meglio adattata alla configurazione della cintura
dell’auto.
- I modelli di
seggiolini con un’omologazione semi-universale (per esempio, tutti i seggiolini
con piede di supporto) non possono essere installati in tutte le vetture.
Questi prodotti allegano un elenco di auto appropriate, sulla base del quale si
può controllare se il seggiolino può essere usato nel proprio veicolo.
- A
causa del minor peso e delle dimensioni ridotte, i seggiolini auto in due componenti
(ovetto + base Isofix) sono spesso più facili da montare, ma di solito non
possono essere girati di lato per facilitare il sollevamento e l’ancoraggio dei
bambini più piccoli. A seconda del veicolo e dell'uso, può essere più adatto un
seggiolino girevole intero (pezzo unico) oppure uno a due componenti.
- Il manuale del
veicolo contiene informazioni e istruzioni su quali seggiolini auto possono
essere utilizzati e in che modo.
- Dopo l’acquisto,
occorre familiarizzarsi con la maneggevolezza del seggiolino. È assolutamente
necessario prestare attenzione alle istruzioni di utilizzo del seggiolino e del
veicolo. Affinché il seggiolino, in caso di incidente, possa proteggere il
bambino in modo ottimale, è indispensabile che venga installato correttamente. In
particolare, le cinture devono sempre essere ben tese. Le giacche vanno tolte
per non passare sotto la cintura addominale, affinché la stessa scorra il più
vicino possibile al corpo del bambino. Inoltre, la regolazione delle cinture e
il supporto dorsale vanno regolarmente adattati alla taglia del bambino. Non si
deve passare troppo presto alla taglia di
seggiolino superiore.
TABELLA RIASSUNTIVA
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