Ogni giorno in Italia 38 ciclisti rimangono coinvolti in incidenti stradali. I casi si concentrano soprattutto in Lombardia (10 incidenti in media al giorno), Emilia Romagna (8) e Veneto (5). Lo afferma un'indagine di Das, compagnia del gruppo Generali specializzata nella tutela legale.
L'Emilia Romagna è pero' la regione italiana con il maggior numero di sinistri con ciclisti coinvolti in rapporto alla popolazione (1 ogni 1.341 abitanti).
Edoardo Galatola, Responsabile Sicurezza FIAB ha dichiarato che il problema dell’incidentalità stradale è sicuramente di attualità e bene fanno gli organi tecnici quali l’ASAPS e gli organi di stampa a darvi la massima rilevanza. A maggior ragione è importante sottolineare che la protezione degli utenti deboli della strada è una delle priorità da affrontare a livello nazionale.
Il tema può però risultare fuorviante se, ribaltando cause con effetti, viene presentato come problema la pericolosità di andare in bicicletta. È bene pertanto partire da qualche dato di fatto. La riduzione dell’incidentalità stradale è stata richiesta a livello comunitario come obiettivo primario per tutti i paesi membri ponendo l’obiettivo di dimezzare morti e incidenti dal 2000 al 2010. In Italia, c’è stata una riduzione degli incidenti, anche se non sufficiente per raggiungere l’obiettivo prefissato.
In particolare il problema principale in Italia sono i centri urbani in cui si concentrano il 44% dei morti ed il 77% degli incidenti (in controtendenza con l’Europa) Inoltre le aree urbane sono quelle caratterizzate dalla minore riduzione di incidentalità
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)
Il leggero aumento di incidentalità ai ciclisti va però analizzato con un significativo incremento dell’utenza ciclistica dello stesso periodo. Se consideriamo i dati ISFORT, si è passati negli ultimi 5 anni da circa 4 miliardi di km/anno percorsi dai ciclisti ai 6 miliardi del 2007. Di conseguenza gli incidenti per km percorso sono in costante diminuzione.
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)
Fuorviante è invece analizzare solo il dato del tasso di mortalità (numero morti per 100 incidenti). Risulta infatti che il valore medio per tutti gli utenti della strada (5131 morti su 230871 incidenti) è pari a 2,2. Anche per i ciclisti il tasso è 2,2 (352 morti su 15700 incidenti registrati); per i pedoni il tasso è pari a 3, mentre per i motociclisti è 2. Risulta evidente che paragonare il tasso di mortalità complessivo di un ciclista (investito da una macchina) con quello dell’automobilista che lo ha investito è poco significativo. Essendo ancora superiore il tasso di mortalità per i pedoni cosa se ne dovrebbe ricavare? Che è più sicuro spostarsi in carro armato?
È bene non dimenticare infatti che è stato calcolato che il numero di anni di vita guadagnati come risultato dell’uso regolare della bicicletta è 20 volte maggiore degli anni perduti dai ciclisti negli incidenti stradali.
Risulta invece interessante confrontare i dati di incidentalità con un altro indicatore, ovvero la composizione modale del traffico.
Infatti c’è una correlazione tra aumento della ciclabilità e riduzione dell’incidentalità. Confrontando le statistiche di mortalità per unità di spostamento di diversi paesi (morti per miliardo di km percorsi) e quelle della composizione modale degli spostamenti (cioè percentuale sul totale degli spostamenti che viene effettuata in bicicletta), si può notare che maggiore è il numero dei ciclisti, maggiore è la sicurezza dei ciclisti stessi.
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)
Questa correlazione è ancora più sorprendente se non la si confronta solo con gli incidenti per i ciclisti, ma con quella di tutti gli utenti della strada. Se si raggiunge la fascia che possiamo chiamare “di transizione” ovvero il 12-15% di composizione modale si registra una diminuzione delle morti sulla strada anche per gli utenti motorizzati. Questa riduzione è però ancora più rilevante in quanto si registra non solo in valore relativo (morti per km percorsi) ma addirittura in valore assoluto (morti per 100000 abitanti).
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Il dato della composizione modale pari al 4% in Italia è dato dall’Isfort. Cosa fare allora per ridurre l’incidentalità? Due interventi su tutti. Il primo lo abbiamo già individuato, ovvero intervenire sulle politiche della mobilità (in Germania si sono posti l’obiettivo di raddoppiare la composizione modale dal 10 al 20%; per noi già il 15% sarebbe un traguardo notevole). Il sistema della mobilità, infatti, non si autoregola. Esistono circoli viziosi e circoli virtuosi. Un circolo vizioso è quello di costruire sistemi urbani sempre più estesi che portano a spostare le residenze sempre più decentrate che obbligano ad usare maggiormente l’auto che riducono l’autonomia di tutti gli utenti, ma soprattutto di giovani e anziani. Un circolo virtuoso è facilitare una multimodalità che permetta di scegliere fra varie opzioni: a piedi, in bicicletta, col trasporto pubblico, con il car sharing e anche con il proprio automezzo, in modo da poter scegliere il mezzo più adeguato a seconda delle esigenze, delle distanze e dell'offerta. Il secondo intervento e forse più importante è desumibile dal seguente grafico, tratto da una pubblicazione comunitaria, “kids on the move”.
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)
Dato un incidente, la differenza delle conseguenze potenziali (cerotto, stampella, carrozzina e bara) sta tutta in pochi chilometri all’ora di differenza di velocità di impatto! Infatti un impatto a 50 km/h ha il 50% di probabilità di conseguenze mortali, equivalente ad una caduta dal terzo piano di un’abitazione, a 70 km/h c’è praticamente la certezza di morte, come cadere dal quinto piano, mentre se l’impatto avviene fino a 30 km/h le conseguenze diventano trascurabili (equiparabile ad una caduta dal primo piano). La velocità è la prima causa (o concausa) di incidenti gravi. Quindi, tra gli interventi prioritari, le zone 30 devono essere regola e non eccezione; prioritarie anche rispetto alle piste ciclabili. Tra l’altro è un intervento realizzabile rapidamente e con risorse limitate, fermo restando che non basta mettere un cartello di divieto. Man mano occorrerà intervenire con i controlli e quindi anche con la sagomatura della strada (che riduca automaticamente la velocità massima). Non dimenticando che è anche uno dei migliori modi per fluidificare il traffico! In macchina, in città, infatti, generalmente si arriva prima se c’è una zona 30 senza semafori piuttosto che accelerare fino a 70 all’ora, rifermarsi, ripartire e così via, aumentando l’inquinamento, lo stress, il rischio per poi scoprire che la velocità media è stata di 12 km/h!
Altro principio fondamentale è garantire il non superamento dei 50 km/h in città, che è un obbligo, è scritto nel codice della strada, ma è un obbligo che nessuno rispetta! Naturalmente solo sulle direttrici di attraversamento che, anche queste, dovrebbero essere l’eccezione e non la norma per il traffico cittadino.
A queste condizioni la sterile ricerca di chi è la colpa di un incidente (se c’è un incidente ci sarà sempre qualcuno che ha sbagliato qualcosa) diventa irrilevante, dato che a basse velocità di impatto la gravità si annulla.
L'Emilia Romagna è pero' la regione italiana con il maggior numero di sinistri con ciclisti coinvolti in rapporto alla popolazione (1 ogni 1.341 abitanti).
Edoardo Galatola, Responsabile Sicurezza FIAB ha dichiarato che il problema dell’incidentalità stradale è sicuramente di attualità e bene fanno gli organi tecnici quali l’ASAPS e gli organi di stampa a darvi la massima rilevanza. A maggior ragione è importante sottolineare che la protezione degli utenti deboli della strada è una delle priorità da affrontare a livello nazionale.
Il tema può però risultare fuorviante se, ribaltando cause con effetti, viene presentato come problema la pericolosità di andare in bicicletta. È bene pertanto partire da qualche dato di fatto. La riduzione dell’incidentalità stradale è stata richiesta a livello comunitario come obiettivo primario per tutti i paesi membri ponendo l’obiettivo di dimezzare morti e incidenti dal 2000 al 2010. In Italia, c’è stata una riduzione degli incidenti, anche se non sufficiente per raggiungere l’obiettivo prefissato.
In particolare il problema principale in Italia sono i centri urbani in cui si concentrano il 44% dei morti ed il 77% degli incidenti (in controtendenza con l’Europa) Inoltre le aree urbane sono quelle caratterizzate dalla minore riduzione di incidentalità
Il leggero aumento di incidentalità ai ciclisti va però analizzato con un significativo incremento dell’utenza ciclistica dello stesso periodo. Se consideriamo i dati ISFORT, si è passati negli ultimi 5 anni da circa 4 miliardi di km/anno percorsi dai ciclisti ai 6 miliardi del 2007. Di conseguenza gli incidenti per km percorso sono in costante diminuzione.
Fuorviante è invece analizzare solo il dato del tasso di mortalità (numero morti per 100 incidenti). Risulta infatti che il valore medio per tutti gli utenti della strada (5131 morti su 230871 incidenti) è pari a 2,2. Anche per i ciclisti il tasso è 2,2 (352 morti su 15700 incidenti registrati); per i pedoni il tasso è pari a 3, mentre per i motociclisti è 2. Risulta evidente che paragonare il tasso di mortalità complessivo di un ciclista (investito da una macchina) con quello dell’automobilista che lo ha investito è poco significativo. Essendo ancora superiore il tasso di mortalità per i pedoni cosa se ne dovrebbe ricavare? Che è più sicuro spostarsi in carro armato?
È bene non dimenticare infatti che è stato calcolato che il numero di anni di vita guadagnati come risultato dell’uso regolare della bicicletta è 20 volte maggiore degli anni perduti dai ciclisti negli incidenti stradali.
Risulta invece interessante confrontare i dati di incidentalità con un altro indicatore, ovvero la composizione modale del traffico.
Infatti c’è una correlazione tra aumento della ciclabilità e riduzione dell’incidentalità. Confrontando le statistiche di mortalità per unità di spostamento di diversi paesi (morti per miliardo di km percorsi) e quelle della composizione modale degli spostamenti (cioè percentuale sul totale degli spostamenti che viene effettuata in bicicletta), si può notare che maggiore è il numero dei ciclisti, maggiore è la sicurezza dei ciclisti stessi.
Questa correlazione è ancora più sorprendente se non la si confronta solo con gli incidenti per i ciclisti, ma con quella di tutti gli utenti della strada. Se si raggiunge la fascia che possiamo chiamare “di transizione” ovvero il 12-15% di composizione modale si registra una diminuzione delle morti sulla strada anche per gli utenti motorizzati. Questa riduzione è però ancora più rilevante in quanto si registra non solo in valore relativo (morti per km percorsi) ma addirittura in valore assoluto (morti per 100000 abitanti).
Il dato della composizione modale pari al 4% in Italia è dato dall’Isfort. Cosa fare allora per ridurre l’incidentalità? Due interventi su tutti. Il primo lo abbiamo già individuato, ovvero intervenire sulle politiche della mobilità (in Germania si sono posti l’obiettivo di raddoppiare la composizione modale dal 10 al 20%; per noi già il 15% sarebbe un traguardo notevole). Il sistema della mobilità, infatti, non si autoregola. Esistono circoli viziosi e circoli virtuosi. Un circolo vizioso è quello di costruire sistemi urbani sempre più estesi che portano a spostare le residenze sempre più decentrate che obbligano ad usare maggiormente l’auto che riducono l’autonomia di tutti gli utenti, ma soprattutto di giovani e anziani. Un circolo virtuoso è facilitare una multimodalità che permetta di scegliere fra varie opzioni: a piedi, in bicicletta, col trasporto pubblico, con il car sharing e anche con il proprio automezzo, in modo da poter scegliere il mezzo più adeguato a seconda delle esigenze, delle distanze e dell'offerta. Il secondo intervento e forse più importante è desumibile dal seguente grafico, tratto da una pubblicazione comunitaria, “kids on the move”.
Dato un incidente, la differenza delle conseguenze potenziali (cerotto, stampella, carrozzina e bara) sta tutta in pochi chilometri all’ora di differenza di velocità di impatto! Infatti un impatto a 50 km/h ha il 50% di probabilità di conseguenze mortali, equivalente ad una caduta dal terzo piano di un’abitazione, a 70 km/h c’è praticamente la certezza di morte, come cadere dal quinto piano, mentre se l’impatto avviene fino a 30 km/h le conseguenze diventano trascurabili (equiparabile ad una caduta dal primo piano). La velocità è la prima causa (o concausa) di incidenti gravi. Quindi, tra gli interventi prioritari, le zone 30 devono essere regola e non eccezione; prioritarie anche rispetto alle piste ciclabili. Tra l’altro è un intervento realizzabile rapidamente e con risorse limitate, fermo restando che non basta mettere un cartello di divieto. Man mano occorrerà intervenire con i controlli e quindi anche con la sagomatura della strada (che riduca automaticamente la velocità massima). Non dimenticando che è anche uno dei migliori modi per fluidificare il traffico! In macchina, in città, infatti, generalmente si arriva prima se c’è una zona 30 senza semafori piuttosto che accelerare fino a 70 all’ora, rifermarsi, ripartire e così via, aumentando l’inquinamento, lo stress, il rischio per poi scoprire che la velocità media è stata di 12 km/h!
Altro principio fondamentale è garantire il non superamento dei 50 km/h in città, che è un obbligo, è scritto nel codice della strada, ma è un obbligo che nessuno rispetta! Naturalmente solo sulle direttrici di attraversamento che, anche queste, dovrebbero essere l’eccezione e non la norma per il traffico cittadino.
A queste condizioni la sterile ricerca di chi è la colpa di un incidente (se c’è un incidente ci sarà sempre qualcuno che ha sbagliato qualcosa) diventa irrilevante, dato che a basse velocità di impatto la gravità si annulla.
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