tag:blogger.com,1999:blog-46575795440385731752024-03-16T02:12:07.492+01:00Banca del RispamioUtili consigli per risparmiare in banca!Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.comBlogger1274125tag:blogger.com,1999:blog-4657579544038573175.post-35569879441821529442024-03-15T08:01:00.031+01:002024-03-15T08:01:00.245+01:00Borsa Indiana Sorpassa Hong Kong: conviene investirci?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbex9RCO0J7xyrUYv4z-cvBXP8cXf_MfTq5L2ZpsHI443Bl6V51IuilS9JjhzNqvLQjYRHjuUGyHIH_tcg3IvXtRLV9HUvwpxp5nwgOqrUBiJ34YoktIojnFfoTfLINod3oVGgTnxqVFhN5ApQ7OtXXEWU1SpVtkX5uAPKMdkwtZ-WniCFALtRiyMf_WdB/s276/investire%20azioni%20india.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="investire azioni india" border="0" data-original-height="183" data-original-width="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbex9RCO0J7xyrUYv4z-cvBXP8cXf_MfTq5L2ZpsHI443Bl6V51IuilS9JjhzNqvLQjYRHjuUGyHIH_tcg3IvXtRLV9HUvwpxp5nwgOqrUBiJ34YoktIojnFfoTfLINod3oVGgTnxqVFhN5ApQ7OtXXEWU1SpVtkX5uAPKMdkwtZ-WniCFALtRiyMf_WdB/s16000/investire%20azioni%20india.jpg" /></a></div><p>Nelle ultime settimane, la Borsa indiana ha superato, per la prima volta, la capitalizzazione di quella di Hong Kong, secondo quanto riportato dai dati dell'agenzia di stampa Bloomberg. Con un valore totale dei titoli quotati a Mumbai che ha raggiunto i 4.330 miliardi di dollari, superando i 4.290 miliardi di Hong Kong, l'India si posiziona ora come la quarta piazza borsistica mondiale, dietro agli Stati Uniti, alla Cina e al Giappone.</p><p> </p><p>
Il sorpasso è giunto in seguito alla recente impennata della Borsa indiana, che il 5 dicembre ha superato la soglia dei 4.000 miliardi di dollari, consolidando il 2023 come un anno di ritorni robusti per gli investitori nel National Stock Exchange (Nse) e nel Bombay Stock Exchange (Bse). Entrambe le borse, con sede nella capitale finanziaria Mumbai, hanno visto un aumento delle quotazioni grazie alla solida crescita economica indiana.</p><p><span></span></p><a name='more'></a><p></p><p>
La forte crescita economica sta influenzando positivamente i bilanci e le quotazioni di numerose grandi società, attirando sia i risparmi dei piccoli investitori locali che flussi significativi di capitali dall'estero. Questi ultimi, alla ricerca di mercati politicamente stabili e con solide prospettive di crescita, sono attratti dagli incentivi fiscali offerti dal governo indiano.</p><p> </p><p>
L'India sta capitalizzando sul fenomeno conosciuto come China Plus One (C+1), che vede le multinazionali ridistribuire parte delle proprie supply chain in paesi con costi del lavoro e competenze simili alla Cina. Grazie agli incentivi fiscali, numerose società tecnologiche, compresi fornitori storici di Apple come Foxconn, stanno aprendo nuovi stabilimenti in Stati indiani favorevoli agli affari.</p><p> </p><p>
Secondo il CEO di Global X Etfs, Evan Metcalf, l'India rappresenta attualmente la migliore "structural growth story" non solo tra i mercati emergenti, ma a livello globale.
Tuttavia, nonostante il boom economico, il mercato azionario indiano mostra ancora margini di miglioramento nella governance, sia dei listini che delle aziende quotate. Recentemente, due episodi hanno evidenziato la necessità di miglioramenti: il cambiamento improvviso del calendario delle sedute borsistiche per celebrare un nuovo tempio, e l'annuncio del ritiro della fusione da parte di Sony con Zee Entertainment, a causa di problemi di governance che hanno fatto crollare il titolo del 30% in una singola seduta.</p><p> </p><p>Se vuoi investire sull'India consiglio di metterci una parte limitata del tuo portafoglio finanziario e di optare sempre per gli Etf. Non rischiare di puntare su singole azioni in un mercato così ancora poco trasparente e conosciuto rispetto ai nostri standard, rischi di fare amare scoperte come chi ha investito su singoli titoli cinesi, si pensi a Alibaba. </p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgho6EU8W7kgxmK5pVKeWS0JpXudj7g-ZBmCYrhgv1gqazXpDSeAcqY89R_T63Kw7abGANCFLeyzYreotJseoRoRnAPQEv1rtbqEWD_D0yaAaDhMS3A7bnmWd2_5KrwfXYqU_jBFIMcxKt3t4VEj2O-2zUUYq8Bgirczg2KVJoD24UluO7v9ritbeqY7xaT/s626/etf%20india.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="etf india" border="0" data-original-height="290" data-original-width="626" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgho6EU8W7kgxmK5pVKeWS0JpXudj7g-ZBmCYrhgv1gqazXpDSeAcqY89R_T63Kw7abGANCFLeyzYreotJseoRoRnAPQEv1rtbqEWD_D0yaAaDhMS3A7bnmWd2_5KrwfXYqU_jBFIMcxKt3t4VEj2O-2zUUYq8Bgirczg2KVJoD24UluO7v9ritbeqY7xaT/w640-h296/etf%20india.png" width="640" /></a></div><br /><p></p><p>In alternativa puoi puntare semplicemente agli Etf emergenti, annacquando però l'investimento su più paesi che oggi hanno sempre meno in comune (un po' come i Brics da cui è nato questo segmento). </p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-16413219426824078542024-03-13T08:23:00.001+01:002024-03-13T08:23:00.139+01:00Carte clonate, come ottenere il rimborso<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYgDgIlr1U8Qe9K8LKpWWAS2xeY_LQhjQTB2CHXqc1Q4zoRQnZJiRAwh4tqI4Tfq8pb4Koxrq4oBN1b4A4BJ2m8cq2-b_YruetdK8B5c6trwTihZq8ogvECjmwUrnzGuVFrgFC1pFoERtfOHRlryH9rtr4BtCW9ADAbzoiHHaYaOBIA7wiMdpcbIAXjm4p/s258/carta%20clonata.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="carta clonata" border="0" data-original-height="195" data-original-width="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYgDgIlr1U8Qe9K8LKpWWAS2xeY_LQhjQTB2CHXqc1Q4zoRQnZJiRAwh4tqI4Tfq8pb4Koxrq4oBN1b4A4BJ2m8cq2-b_YruetdK8B5c6trwTihZq8ogvECjmwUrnzGuVFrgFC1pFoERtfOHRlryH9rtr4BtCW9ADAbzoiHHaYaOBIA7wiMdpcbIAXjm4p/s16000/carta%20clonata.jpg" /></a></div>Uno dei maggiori rischi nell'utilizzo delle carte di credito o di debito (cosidetti Bancomat) è quello di subirne il furto del numero di carta e dei codici. Per questo occorre far attenzione nell'utilizzo delle carte, soprattutto online evitando siti meno noti e affidabili. Non solo, per le clonazioni il vero rischio è inserire la carta in Pos fasulli. Questi sono dispositivi posizionati sopra il Pos ufficiale, possono esser per esempio presso i distributori di carburante dove si paga self service. Non sono esclusi nemmeno gli Atm per i prelievi. In tutti questi casi non riuscirai a far l'operazione ma avrai già inserito carta e codici. In situazioni in cui ti viene rifiutata l'operazione, verifica appunto che non ci siano dispositivi posizionati sopra la fessura per inserire le carte. <p></p><p><br /></p><p>In questo articolo riporto una risposta degli esperti del Sole 24 Ore in merito al rimborso delle spese effettuate tramite carta clonata. </p><p><span></span></p><a name='more'></a><p></p><h2 style="text-align: left;">Clonazione carta <br /></h2><p>Lo scorso mese hanno clonato la mia carta e mi
sono visto addebitare la spesa per una una prenotazione
online in un albergo che non era stata fatta
da me. Il contenzioso con la società che gestisce
la carta di credito non ha avuto esito positivo,
perché mi è stato detto che il pagamento risulta
eseguito da me, e addirittura con un riconoscimento
biometrico. Inoltre, la banca, a sua volta,
si è rifiutata di contestare l'addebito.
Che cosa posso fare per ottenere il rimborso di
quanto mi è stato sottratto?</p><p> </p><h4 style="text-align: left;">Risposta <br /></h4><p>In caso di clonazione di carta di credito, normalmente
la banca è chiamata a rispondere dell'ammanco
del cliente. Ciò in quanto spetta all'istituto di credito,
o comunque all'erogatore del servizio, cui è richiesta
una particolare diligenza di ordine tecnico,
fornire la prova della riconducibilità dell'operazione
in capo al cliente. La ratio di tale principio risiede nel
fatto che gli utenti del servizio devono potersi fidare
del sistema di sicurezza approntato dalla banca, che
dev'essere in grado di riconoscere se le varie operazioni
sono poste in essere dal cliente o da soggetti
che agiscono fraudolentemente. </p><p>Dunque, qualora
si ritenga che la realizzazione dell'operazione fraudolenta
sia riconducibile all'inadeguatezza del sistema
di protezione adottato dall'intermediario,
quest'ultimo dovrà risarcire il malcapitato.
Tale principio è stato recentemente ribadito anche
da Cassazione, con sentenza 13204 del 15
maggio 2023.
Nei casi di pagamenti online sono poi previste specifiche
e ulteriori misure di sicurezza, tra cui quella
che impone un'autenticazione forte del cliente, e
cioè una procedura che prevede il riconoscimento
del titolare dell'operazione tramite due o più elementi
di autenticazione appartenenti ad almeno due
delle seguenti categorie: </p><ol style="text-align: left;"><li>conoscenza (qualcosa che solo l'utente conosce,
come una password o un Pin); </li><li>possesso (qualcosa che solo l'utente possiede,
come un token/chiavetta, o uno smartphone);
- inerenza (qualcosa che caratterizza l'utente, come l'impronta digitale o il riconoscimento facciale). <br /></li></ol><p> </p><p>Si consiglia, quindi, il lettore di approfondire, sia con
la banca che con la società che ha emesso la carta
di credito, quali siano le credenziali forti utilizzate
per consentire l'operazione disconosciuta, al fine di
valutare, quindi, se esista o meno una responsabilità
in capo all'operatore bancario, e di chiedere i tracciati
informatici dell'operazione per valutare la presenza
di anomalie (il cosiddetto log). </p><p>Il log, infatti,
è la registrazione sequenziale e cronologica delle
operazioni effettuate da un sistema informatico,
elemento oltremodo utile alla eventuale vittima di
frode informatica per ogni opportuna disamina, anche
tecnica, e per la ricostruzione delle fasi dell'attacco
informatico subìto.</p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-65785356986214130772024-03-12T08:14:00.000+01:002024-03-12T08:14:00.133+01:00Libro di Beppe Scienza: I nostri soldi e l'inflazione<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilziGAE11FtKxbH82XtD1jqqjHJThTNechxMRr49mdDYpIjf8BMshSxql3EMGCCdnYQSBABf00C0CDXJpF3AHYz4WIOTrfE1-yCHtKKQwC4dYsLqlQlaPtvM-wRgn860S1FFgQmL9NQ1bFCVKFfJu4BYrTh4oUC_VTbp7TmQNbbenrNd5rkDZrMG8izmLe/s466/libro%20beppe%20scienza.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="libro beppe scienza" border="0" data-original-height="466" data-original-width="316" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilziGAE11FtKxbH82XtD1jqqjHJThTNechxMRr49mdDYpIjf8BMshSxql3EMGCCdnYQSBABf00C0CDXJpF3AHYz4WIOTrfE1-yCHtKKQwC4dYsLqlQlaPtvM-wRgn860S1FFgQmL9NQ1bFCVKFfJu4BYrTh4oUC_VTbp7TmQNbbenrNd5rkDZrMG8izmLe/w217-h320/libro%20beppe%20scienza.jpg" width="217" /></a></div>Beppe Scienza è un professore di matematica che da molto tempo scrive articoli sul suo blog con consigli di investimento. Quando è nato Banca del Risparmio, nell'ormai lontano 2009, avevo ripreso un po' il suo modello. Soprattutto all'inizio, più che parlare di investimenti, scrivevo per mettere in guardia i risparmiatori dalle banche italiane, sconsigliando conti correnti costosi e investimenti non ideali come fondi e polizze vendute in massa allo sportello. <p></p><p> </p><p>Recentemente è uscito il suo ultimo libro "<a href="https://amzn.to/42Z5vE7" rel="nofollow" target="_blank">I nostri soldi e l'inflazione</a>" che riprende molti dei temi già da lui trattati in passato, con un focus sull'inflazione e quindi sugli strumenti per proteggersi dall'aumento dei prezzi. </p><p><span></span></p><a name='more'></a><p></p><h2 style="text-align: left;">Descrizione del libro di Beppe Scienza<br /></h2><p>
Il primo capitolo "Trappole delle banche e sproloqui della stampa" riprende appunto uno dei cavalli di battaglia di Scienza, polemizzare con le banche che propongono prodotti costosi e poco efficienti ma anche con la stampa che supporta spesso queste trappole vivendo di pubblicità. </p><p> </p><p>Il libro poi si divide in due parti. Nella prima viene ripercorsa la storia finanziaria degli ultimi 50 anni (partendo dagli anni '70-80 in cui l'inflazione era a livelli molto elevati) spiegando come le diverse forme di investimento abbiano difeso o meno dal rincaro dei prezzi. In questa sezione l'autore punta molto, come suo consueto, sui titoli di Stato indicando come altri strumenti come oro e azioni non abbiano difeso altrettanto il risparmiatore. </p><p> </p><p>Nella seconda parte ci si addentra nella spiegazione e nel confronto dei prodotti utili per difendersi dal carovita. Si parte ovviamente dal Btpi e dal Btp Italia, il primo indicizzato all'inflazione europea e il secondo a quella italiana. Ci sono però anche altre differenze strutturali che vengono spiegate nel libro e che riprenderò in altro articolo come esempio. Vengono illustrati anche alcuni prodotti esteri a partire dagli Oat francesi e i Bund tedeschi ma anche i titoli turchi (immagino perché questo è il paese "europeo" che ha subito un'inflazione altissima negli ultimi anni). Non manca il capitolo dedicato ai buoni postali. E infine un altro argomento tipico, quello sul confronto fra Tfr e fondi pensione.</p><p> </p><h2 style="text-align: left;">La mia opinione</h2><p>Beppe Scienza ha sicuramente il merito di esser stato uno dei primi a scrivere fuori dal coro contro le banche e i loro prodotti di investimento. Attaccando non solo fondi e polizze ma anche i giornalisti che per piaggeria, comodo o incompetenza scrivevano in proposito. Ricordo ancora il suo primo libro con una sfilza di esempi, persino esagerati e ripetitivi, in proposito. Ma lo scopo veniva raggiunto, peccato che come dimostrano gli utili delle banche, questo non abbia ad oggi fornito i risultati sperati anche se chiaramente è stato utile a molti.</p><p>In questo libro non c'è molto di nuovo rispetto al suo pensiero, del resto sarebbe sorprendente pensare al contrario. Ci sono alcuni aspetti delle sue idee che non condivido, avendo lui un approccio molto difensivo e conservativo. Seppur anche io su questo blog parlo poco di azioni e molto di prodotti "tranquilli" come titoli di stato e conti deposito (conoscendo il mio target) ritengo che l'investmento azionario, specie per i giovani, sia più che opportuno. Ovviamente non con il cosiddetto bias domestico, vale a dire investire solo o quasi su azioni italiane perché conosciute. Occorre diversificare, tramite Etf, sull'intero azionario mondiale, con peso rilevante sugli Usa dove la regola per cui le azioni hanno reso di più delle obbligazioni è confermata dai dati. </p><p>Altro punto su cui non mi trovo d'accordo è la sua avversione sui fondi pensione. Posso capire quelli aperti (anche se non del tutto) ma per quelli negoziali, vale a dire quelli proposti per la tua categoria professionale, si hanno tanti vantaggi, oltre a quelli fiscali anche il contributo datoriale. </p><p>Sono invece ovviamente e totalmente d'accordo sul resto, sul fatto di non affidarsi alle banche e ai promotori, di diffidare di certi articoli giornalistici (anche se devo dire che il Sole Plus più volte ha fatto buone inchieste sui prodotti del settore) e di imparare le basi dell'investimento. Nel libro vengono come detto spiegati soprattutto i titoli più prudenti ma utili, in particolare degno di nota la spiegazione sui Btpi e Btp Italia. Consiglio quindi l'acquisto di "<a href="https://amzn.to/42Z5vE7" rel="nofollow" target="_blank">I nostri soldi e l'inflazione</a>", soprattutto se non hai mai letto nulla sull'autore. <br /></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-53415363307943207712024-03-11T07:30:00.000+01:002024-03-11T07:30:00.134+01:00Conti correnti per minori - costi e punti di attenzioneLe banche da sempre propongono libretti di risparmio per i minorenni. Da anni hanno esteso l’offerta anche ai conti correnti alla ricerca di nuovi clienti ma soprattutto di fidelizzare i genitori.<p>
I conti correnti per minori hanno le stesse funzionalità di un prodotto destinato ai maggiorenni con alcuni limiti sui prodotti abbinabili, per es. una carta di credito o un dossier titoli. </p><p><span></span></p><a name='more'></a><p></p><p>
Si può versare denaro, controllare i movimenti, prelevare tramite bancomat, ricevere e fare bonifici (spesso con limiti più stringenti). Il bollo di legge è sempre di 34,2 euro se la giacenza media annua supera i 5.000 euro. </p><p>
Sono prodotti in genere senza canone. Ci potrebbero però esser costi per l’invio dei bonifici o il prelievo bancomat presso altre banche. </p><p> </p><p>
Altro punto di attenzione è il fatto che il conto pur essendo per minori in genere non “scade” con la maggior età e quindi non deve esser chiuso al compimento dei 18 anni. E’ una comodità ma va posta appunto attenzione alle nuove condizioni che possono esser peggiorative diventando quelle di un generico conto. </p><p> </p><p>
La liquidità sui conti solitamente non è remunerata, al pari della maggioranza dei conti per adulti. Con alcune eccezioni. Il Conto Young U18 di Volksbank offre il tasso Euribor 3 mesi +0,18% (l’Euribor è poco sotto il 4% al momento) pertanto un rendimento di tutto rispetto anche se probabilmente scenderà con i prossimi tagli dei tassi e il conseguente calo dell’Euribor. </p><p> </p><p>
Si tratta però di una banca territoriale con poche filiali. Anche Banca Sistema è una piccola banca con poche filiali ma puoi aprire e gestire online Sì Conto! Junior, che ti darà l’1,5% lordo annuo sulla liquidità.
Infine Intesa Sanpaolo su XME Conto Up!, propone l’1% ma l’offerta è limitata e devi verificare se verrà rinnovata per il 2024. </p><p>
Le condizioni dei conti e soprattutto i rendimenti possono sempre cambiare, quindi controlla. </p><p><br /></p><p>Un’altra valida opzione sono i libretti postali che grazie anche all’abbinamento con i buoni postali per minori possono offrire rendimenti più interessanti. </p><p> </p><p>
Ti lascio in proposito il link ai <a href="https://buonielibretti.poste.it/prodotti/buono-minori.html " target="_blank">buoni postali</a> mentre sotto trovi una tabella di <a href="https://comeinvestirerisparmi.com/altroconsumo" rel="nofollow" target="_blank">Altroconsumo Investi</a> che riepiloga i principali conti per minor. </p><p>Ti segnalo anche l'articolo sui <a href="https://banca-del-risparmio.blogspot.com/2024/02/conti-correnti-zero-spese-nel-2024.html" target="_blank">conti correnti a costo zero</a>.</p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69MvGqSz5rIehy_r1mYrr-vTFg1hgT3Nh2lXyPer7bxEe9uHkswIKfgmCBsSKgCWQmW93jL3dpmNlpmXD9fEsS5fjXhwjWLSOyxd1-3Z8cz3WorTHyLAZ5g5Gs8ctCysHbUXpn3uhRSijWSNy8tiRqg60_vQkAh94R_KhqcNk4Bw8L_9p6H74OICIcTgc/s576/conti%20per%20minorenni.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="conti per minorenni" border="0" data-original-height="173" data-original-width="576" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69MvGqSz5rIehy_r1mYrr-vTFg1hgT3Nh2lXyPer7bxEe9uHkswIKfgmCBsSKgCWQmW93jL3dpmNlpmXD9fEsS5fjXhwjWLSOyxd1-3Z8cz3WorTHyLAZ5g5Gs8ctCysHbUXpn3uhRSijWSNy8tiRqg60_vQkAh94R_KhqcNk4Bw8L_9p6H74OICIcTgc/s16000/conti%20per%20minorenni.jpg" /></a></div> <p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-85526748845562932432024-03-08T08:16:00.000+01:002024-03-08T08:16:00.144+01:00Quali obbligazioni in valuta estera: dollari, sterline e peso messicano<p>Diversi lettori sono interessati alle obbligazioni in valuta estera. C'è chi ha puntato su valute emergenti che però non sono per tutti e presentano alti rischi. Lo sa bene chi ha acquistato bond in lire turche. D'altro canto ha guadagnato bene chi ha preso obbligazioni in pesos messicani. Il peso messicano continua il lento recupero, registrando un aumento del
6,35% nell'ultimo anno. I bond Bei 2028 e Birs 2027 denominati in questa
valuta offrono rendimenti superiori al 9% e le prospettive a 12 mesi,
indicate nella tabella, sono positive.</p><p> </p><p>Diventa però ora più difficile selezionare questi titoli anche perché anche i titoli di stati più solidi offrono rendimenti alti. E' il caso di titoli in dollari americani o sterline britanniche. Con un'economia statunitense in crescita e l'inflazione in aumento, sembra che il taglio dei tassi da parte della Fed non sia imminente. Considerando anche la complessa situazione geopolitica e l'avvicinarsi delle elezioni, è ragionevole aspettarsi notevoli fluttuazioni da parte del dollaro. </p><p><span></span></p><a name='more'></a><p></p><p>Non essendo così vicino il taglio dei tassi, si può anche rimanere su scadenze più brevi. Per esempio il bond Intesa 2030 offre un rendimento del 5,28%, mentre l'emissione sovranazionale Bei 2029 presenta un rendimento del 4,41%: due opzioni interessanti per gli investitori che puntano sulla valorizzazione del dollaro. </p><p><br /></p><p>Nel contesto del Regno Unito, l'incremento dell'inflazione dovrebbe essere temporaneo, e di conseguenza, la BoE potrebbe iniziare a ridurre i tassi, forse prima della Bce. In tal caso, i due Gilt con scadenza nel 2031 e nel 2041, attualmente con rendimenti del 4,04% e del 4,64%, potrebbero registrare solide performance in caso di diminuzione di un punto dei loro rendimenti, tenendo conto anche delle limitate variazioni (entro il 5%) nel cambio Eur/Gbp nell'ultimo anno. </p><p> </p><p>Di seguito riporto una tabella di titoli in valuta estera ripresa da Plus del Sole 24 Ore. Consiglio dove possibile di operare con un conto multicurrency.</p><p><img alt="obbligazioni in valuta dollari sterline" height="277" src="data:image/png;base64,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" width="640" /></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-49806501847871967322024-03-07T07:43:00.002+01:002024-03-07T07:43:00.248+01:00Buono fruttifero postale serie Q - ci sono novità?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOPyuVTPiiwITSG4W1Rh-7LPS24Trqaa0NAD00Hv9nWiC9PANE21Kv4pM5AdKwdvOlOSeVU7XPa-M7hj4tX1tF1L7iQagye-B5ECsbFBICVcf8wZZ_SznZLjwXTjqRpMPVlD-r7Ee1UIHp8E3hOta5L08asRCgC7oNyVD7ObqFIiOoqDUubnyVMJx0Ks1n/s431/buoni_postali_fruttiferi_1986%5B13%5D" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="buono postale serie Q" border="0" data-original-height="213" data-original-width="431" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOPyuVTPiiwITSG4W1Rh-7LPS24Trqaa0NAD00Hv9nWiC9PANE21Kv4pM5AdKwdvOlOSeVU7XPa-M7hj4tX1tF1L7iQagye-B5ECsbFBICVcf8wZZ_SznZLjwXTjqRpMPVlD-r7Ee1UIHp8E3hOta5L08asRCgC7oNyVD7ObqFIiOoqDUubnyVMJx0Ks1n/w320-h158/buoni_postali_fruttiferi_1986%5B13%5D" width="320" /></a></div><p>In questo articolo riporto una risposta del Sole 24 Ore sui <a href="https://banca-del-risparmio.blogspot.com/2023/10/chiarimenti-fiscali-sui-buoni-postali.html" target="_blank">buoni postali serie Q</a>. E’ un tema che ho già affrontato più volte in passato in quanto le Poste hanno liquidato un tasso di interesse inferiore a quanto indicato sul buono, da qui sono partite diverse vicende processuali. </p><p> </p><p>
Qui in realtà non sono segnalate vere novità. Ma prendo spunto dalla vicenda per segnalare come ci siano molte persone che cercano di sfruttare queste vicende facendo illudere le persone. A volte sono semplici articoli clickbait, poi si legge il testo e si capisce che la realtà è diversa. Altre volte invece ci sono società che fanno promesse di recupero ma poi di fatto chiedono un compenso per aderire alla causa. Tutti costi che poi non portano a nulla di più. Vale per questo caso ma anche molti altri in cui viene promesso il recupero dei propri investimenti o degli interessi usurari etc. Fai quindi attenzione a diffidare e usar sempre il buon senso. </p><p><span></span></p><a name='more'></a><p></p><h2 style="text-align: left;">
Domanda sui buoni postali serie Q<br /></h2><p>Sono possessore di un buono postale serie Q che scade dopo 30 anni nel luglio 2024. In precedenza avete trattato l’argomento sul contenzioso tra titolari di buoni e Poste con molte pubblicazioni di cui ho conservato i ritagli di giornale. Secondo i risparmiatori e i loro legali pare che non venga utilizzato il tasso riportato sul retro del buono stesso. Nei giorni scorsi, scorrendo su Internet, ho letto un annuncio che recitava più o meno cosi: «Finalmente risolto l’annoso problema della valutazione dei buoni serie Q». Pare che l’Abf abbia modificato la sua posizione adeguandosi alla sentenza dei giudici della Cassazione, decisione presentata il 26 settembre 2023. Desideravo chiedere se vi risulta che questa notizia sia veritiera, nel qual caso gradirei avere qualche informazione in merito. </p><p> </p><h2 style="text-align: left;">La risposta dell’esperto del Sole </h2><p>
La “notizia” intercettata dal lettore ha descritto l’opposto di quanto accaduto in quanto la novità per i possessori di buoni non è certo positiva. </p><p>
Con la Decisione 9321 del 26 settembre scorso, infatti, il Collegio di Coordinamento dell’Arbitro Bancario Finanziario ha preso atto delle ultime ordinanze della Cassazione in tema di Buoni Fruttiferi Postali della serie Q/P e di tutti gli altri assimilabili ed ha modificato il proprio precedente orientamento (che invece era a favore dei beneficiari. </p><p> </p><p>
La storia è nota ma approfittiamo della lettera per ricordarla. Al momento dell’emissione di Buoni della serie Q, le Poste usavano anche moduli delle serie precedenti apponendovi sul retro un timbro recante i nuovi tassi. Il timbro, però, indicava i nuovi rendimenti relativamente ai soli primi vent’anni, senza aggiornare l’importo bimestrale di interessi relativi all’ultimo decennio stampato in precedenza». </p><p><br /></p><p>Fino ad settembre 2023, l’Abf aveva ritenuto tale importo spettante ai clienti, sul principio sancito dalla sentenza numero 13979/2007 della Cassazione secondo cui vale il tenore letterale del titolo. Da due anni in qua sono però giunti i primi provvedimenti di Cassazione sul caso, tutti favorevoli a Poste Italiane.
</p><p> </p><p>In poche parole, non ci si può attendere il pagamento della cifra stampata in piccolo sotto la tabella originaria quando quest’ultima è sovrascritta da un timbro di grandi dimensioni: ove si consideri che la tabella adotta una modalità di rappresentazione degli interessi promessi che risulta eccentrica rispetto a quella di cui alla precedente tabella, così da rendere evidente l’assenza di continuità tra le diverse previsioni. </p><p> </p><p>
Secondo la decisione «il rimborso dei buoni postali emessi nel vigore del D.M. 13 giugno 1986 deve essere effettuato secondo le condizioni riportate nella tabella allegata al predetto decreto per i buoni della nuova serie ordinaria, anche nel caso in cui siano stati utilizzati i titoli della precedente serie P, con apposizione dei timbri». </p><p> </p><p>
La vicenda non è ancora chiusa, essendo pendenti altre vertenze in Cassazione. Consiglio di attendere, senza dimenticare che la prescrizione di qualsiasi diritto è decennale a partire dal momento dell’incasso. A tale scopo è meglio inviare alle Poste un reclamo, in modo da prolungarne il termine.
</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-70061239997660045092024-03-06T08:32:00.004+01:002024-03-06T08:32:00.135+01:00Btp Italia - tutto quello che c'è da sapere<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjsSRKCRSZ3XuREeaN0AIUc-NWAa6f1REMsq35BZIm-aUblTupSZGffnZcJk2Sk-j0SyQ4QdcBtMLfPf646tDNrP1PjMACxIgHnzQLJEnkS351mgLtFgtzjJsCH9ZrzRGJ_ykY1VK-2VhxxPfrdT2jS-Yqpa8kY-pbNG2d2zlPpf4we5efFvKBwxwJNyWk/s297/obbligazioni%20inflazione.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="obbligazioni indicizzate inflazione" border="0" data-original-height="169" data-original-width="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjsSRKCRSZ3XuREeaN0AIUc-NWAa6f1REMsq35BZIm-aUblTupSZGffnZcJk2Sk-j0SyQ4QdcBtMLfPf646tDNrP1PjMACxIgHnzQLJEnkS351mgLtFgtzjJsCH9ZrzRGJ_ykY1VK-2VhxxPfrdT2jS-Yqpa8kY-pbNG2d2zlPpf4we5efFvKBwxwJNyWk/s16000/obbligazioni%20inflazione.jpg" /></a></div><p>Il Btp Italia è il titolo di stato indicizzato all'inflazione italiana. In realtà ha bisogno di poche presentazioni visto che molti risparmiatori italiani hanno imparato ad apprezzarlo negli ultimi anni, specie nei due anni passati con inflazione alta. Ma se tutti coloro che si dedicano all'investimento più o meno ne hanno sentito parlare, meno noti sono i meccanismi di indicizzazione.</p><p> </p><p>Nel tempo ho scritto vari articoli sull'argomento, questo rappresenta una sorta di raccolta con link a (quasi) tutti questi post.</p><p><span></span></p><a name='more'></a><p></p><h2 style="text-align: left;">Le varie edizioni del Btp Italia <br /></h2><p>Partiamo da una serie di articoli che nel tempo hanno presentato le varie edizioni del Btp Italia. Questi articoli, nella struttura più o meno identici, riportano le caratteristiche e il calcolo di convenienza dei titoli. Soprattutto quest'ultima può esser utile. Non serve pertanto leggere proprio tutti gli articoli di questa sezione, dovrebbero bastarne due o tre:</p><ul style="text-align: left;"><li><a href="https://banca-del-risparmio.blogspot.com/2012/03/arriva-il-btp-italia-acquistare.html" target="_blank">Btp Italia 2012</a> e soprattutto <a href="https://banca-del-risparmio.blogspot.com/2012/03/investire-nel-btp-italia.html" target="_blank">Investire nel Btp Italia?</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2012/09/cedola-interessi-btp-italia-di-settembre.html" target="_blank">Le prime cedole</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2012/10/btp-italia-terza-emissione-ottobre-2012.html" target="_blank">La terza emissione del 2012</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2013/04/btp-italia-aprile-2013-17-rendimenti-e.html" target="_blank">edizione 2013</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2014/04/btp-italia-2014-meno-conveniente.html" target="_blank">Btp Italia 2014 meno conveniente?</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2016/10/btp-italia-ottobre-2016-caratteristiche.html" target="_blank">emissioni 2016</a> e <a href="https://banca-del-risparmio.blogspot.com/2017/05/btp-italia-maggio-2017-convenienza-e.html" target="_blank">2017</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2018/05/btp-italia-maggio-2018-2026-come.html" target="_blank">come valutare il titolo 2018</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2019/10/nuovo-btp-italia-2019-2027-confronto.html" target="_blank">alternative al Btp Italia 2019</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2022/11/conviene-il-nuovo-btp-italia-novembre.html" target="_blank">convenienza titolo 2022</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2023/03/btp-italia-2023-2028-confronti-e.html" target="_blank">confronti edizione 2023</a><br /> </li></ul><p> </p><h2 style="text-align: left;">Altri articoli sul tema</h2><p>In questa sezione altri link a post sui titoli indicizzati all'inflazione:<br /></p><ul style="text-align: left;"><li><a href="https://banca-del-risparmio.blogspot.com/2012/10/come-investire-per-proteggersi.html" target="_blank">Come investire per proteggersi dall'inflazione</a> con confronto con altri strumenti</li><li><a href="https://banca-del-risparmio.blogspot.com/2012/12/confronto-btp-italia-e-buoni.html" target="_blank">Confronto con i buoni postali indicizzati</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2023/07/btp-italia-o-btp-tasso-fisso.html" target="_blank">Btp indicizzato o a tasso fisso?</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2023/10/calcolare-la-cedola-del-btp-italia.html" target="_blank">come calcolare la cedola</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2023/12/btp-italia-mantenere-vendere-o.html" target="_blank">mantenere o vendere i titoli indicizzati all'inflazione?</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2024/01/calcolare-i-rendimenti-del-btp-italia.html">come calcolare il rendimento</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2024/02/tassazione-btp-italia.html" target="_blank">la tassazione</a></li><li><a href="https://banca-del-risparmio.blogspot.com/2023/11/attenzione-investire-in-etf.html" target="_blank">Etf sull'inflazione</a></li></ul>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-30044117534424204832024-03-05T08:39:00.033+01:002024-03-05T08:39:00.134+01:00Migliori conti deposito di marzo 2024<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhujUQnUYWGXlcEC_T7xs6Fz_e1SLilwhVD4CSpFLm5BlITW9U16JVeVErow57T1RSvxiug7C3CVgdjeTzYEzuwMetlA5aud7OsCI7wOOQw6AZBq6V9fKENWrXP3RqGKL_MC4dLzac3apL88yrgsqq3VZWkz6dZ8Iq6geEQicigChpK0I4dlZSUc8IzWLTg/s770/risparmiare%20conto%20corrente.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="miglior conto deposito" border="0" data-original-height="510" data-original-width="770" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhujUQnUYWGXlcEC_T7xs6Fz_e1SLilwhVD4CSpFLm5BlITW9U16JVeVErow57T1RSvxiug7C3CVgdjeTzYEzuwMetlA5aud7OsCI7wOOQw6AZBq6V9fKENWrXP3RqGKL_MC4dLzac3apL88yrgsqq3VZWkz6dZ8Iq6geEQicigChpK0I4dlZSUc8IzWLTg/w320-h212/risparmiare%20conto%20corrente.jpg" width="320" /></a></div>Come ampiamente previsto e scritto anche su Banca del Risparmio, i tassi di interesse dei conti deposito sono scesi da inizio anno. Ormai è impossibile trovare rendimenti superiori al 5%, ci sono però ancora valide proposte in base alla scadenza. Del resto il trend decrescente potrebbe ora fermarsi per qualche mese ma è sicuramente destinato a continuare. Tra qualche mese anche questi rendimenti saranno difficilmente replicabili. <p></p><p><br /></p><p>Vediamo quindi come di consueto la classifica dei migliori conti deposito (anche se c'è sempre la garanzia del FITD, escludo alcune banche che non ritengo sufficientemente affidabili, logica che si è rivelata opportuna anche quando ho escluso Smart Bank ora in amministrazione controllata).</p><p><span></span></p><a name='more'></a><p></p><p>Come sempre divido la classifica tra:</p><ol style="text-align: left;"><li>liberi: sono conti deposito che non prevedono alcun vincolo o penalità per il prelievo, puoi quindi ottenere immediatamente e senza perdite i tuoi soldi. In questa categoria includo anche i cosiddetti semiliberi le cui caratteristiche spiego più sotto;</li><li>vincolati: sono prodotti in cui ci si impegna a mantenere il deposito per un periodo predeterminato. Alcuni non prevedono in nessun caso lo svincolo anticipato. Altri lo permettono ma con penalità, solitamente si perdono gli interessi maturati percependo solo un interesse di base molto basso o nessun rendimento.</li></ol><p> </p><h2 style="text-align: left;">Depositi liberi <br /></h2><p>Sul libero la migliore offerta rimane il 4% lordo di BBVA (leggi l’articolo dove descrivo le<a href="https://banca-del-risparmio.blogspot.com/2023/09/finalmente-un-conto-corrente-con-tasso.html" target="_blank"> caratteristiche e promozioni del conto BBVA</a>) e Banca Aidexa. Il primo è un conto corrente a zero spese, il secondo un conto deposito con vincolo di 1.000 euro (nel senso che se depositi 10.000 potrai prelevare in ogni momento 9.000 euro ma dovrai lasciare i 1.000 restanti che potrai ottenere solo chiudendo definitivamente il deposito).</p><p>
Ci sono poi Banca Popolare del Frusinate e Extra Banca al 3,5% mentre ING e Findomestic si fermano al 3%.</p><p> </p><h3 style="text-align: left;">
Semiliberi</h3><p>
In questa categoria rientrano i depositi senza vincolo ma che ti consentono di ricevere quanto prelevato solo 32-33 giorni dopo la richiesta (nel frattempo maturano comunque gli interessi). </p><p>
Abbiamo Conto Progetto che propone in promozione il 4,25% ai nuovi clienti (3,5% per i già clienti). Cherry Recall al 3,5%.</p><p>
In questa categoria faccio rientrare CA Auto Bank che ha un conto deposito vincolato ma svincolabile. La particolarità è che quando svincoli mantieni gli interessi trimestrali già percepiti, pertanto prenderai il tasso del libero solo dall’ultimo pagamento degli interessi (es. vincoli il 1 marzo a 60 mesi, se il 5 giugno decidi di svincolare nel frattempo hai già preso gli interessi pieni fino al 1 giugno e prenderai i pochi interessi dal libero solo per i pochi giorni di giugno). </p><p>
I tassi vanno dal 4% per la scadenza a 6 mesi al 3,3% per i 60 mesi. Per chi ha la carta di credito di CA, è previsto un aumento dello 0,20%.</p><p><br /></p><h2 style="text-align: left;">Conti deposito vincolati<br /></h2><p>
Ricorda che in questi casi devi mantenere i soldi fino alla scadenza, valuta quindi bene la durata del tuo impegno. </p><p> </p><p>
Per i vincoli sull’anno la migliore soluzione è <a href="https://comeinvestirerisparmi.com/illimity" rel="nofollow" target="_blank">Illimity Premium</a> 4,4%. Seguono a, 4,25% BBVA, Cherry Bank e ViviConto di ViviBanca. Al 4% Aidexa, Rendimax di Banca Ifis e Conto Key di Banca Progetto. Illimity versione non premium al 3,9%</p><p>
A 24 mesi ViviConto offre il 4,75% , Cherry Bank il 4,5%, Illimity Premium e Rendimax il 4,4%</p><p> </p><p>Sui 3 anni offrono il 4,5% Illimity Premium, Cherry e Rendimax, appena dietro al 4,45% Banca Progetto. </p><p>
Sulla durata di 4 anni si alza al 4,65% Banca Progetto, mentre uguali al 4,5% rimangono Illimity Premium, Cherry e Rendimax. </p><p>
Sulla scadenza più lunga dei 60 mesi cambia poco. Sale ancora un poco Banca Progetto al 4,75% e rimangono stazionari al 4,5% sempre <a href="https://comeinvestirerisparmi.com/illimity" rel="nofollow" target="_blank">Illimity Premium</a>, Cherry e Rendimax. </p><p><br /></p><p>Gli interessi sono al lordo della trattenuta fiscale del 26% e ovviamente del bollo dello 0,2% sul saldo annuale. </p><p>
Diversifica tra banche (non superando il limite dei 100.000 euro) e scadenze, valutando per quanto tempo puoi far a meno dei tuoi soldi qualora scegliessi un deposito vincolato.
</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-50992169371359904912024-03-04T08:34:00.079+01:002024-03-09T19:30:26.782+01:00Promozione buoni Amazon con Conto Credit Agricole<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFDk0xADHCIwbFkV7hA_Rg0q8cCVsNgPSuNCitmfYgfbxBVxktFwL_UZr8vVDgQet1hETUGqs5gc68C1oW21jXCfPNgcrMnQifeSabINxrjhyphenhyphenXe9uX1dRn8vfSU74zK52e_-T2_uDn4mbrV9TteCnZbjj66P4UN3XaSEM4qoICbLMyXRWhPmHhJW_8yNHe/s767/buono%20amazon%20conto%20corrente%20zero%20spese.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="buono amazon conto corrente" border="0" data-original-height="356" data-original-width="767" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFDk0xADHCIwbFkV7hA_Rg0q8cCVsNgPSuNCitmfYgfbxBVxktFwL_UZr8vVDgQet1hETUGqs5gc68C1oW21jXCfPNgcrMnQifeSabINxrjhyphenhyphenXe9uX1dRn8vfSU74zK52e_-T2_uDn4mbrV9TteCnZbjj66P4UN3XaSEM4qoICbLMyXRWhPmHhJW_8yNHe/w320-h149/buono%20amazon%20conto%20corrente%20zero%20spese.jpg" width="320" /></a></div><p>Ho già scritto altre volte in merito al conto corrente di Credit Agricole, essendo uno dei pochi conti a zero spese proposte da banche tradizionali, per cui permette di operare anche in filiale anche se è <a href="http://comeinvestirerisparmi.com/contoadesso " rel="nofollow" target="_blank">aperto solo online da questa pagina</a>. </p><p>Ti segnalo in proposito una promozione che ti permette di ottenere Buoni Amazon aprendo il conto, presentando amici e utilizzando la loro carta di debito per le tue spese. <br /></p><p></p><p><br /></p><a name='more'></a><p></p><h2 style="text-align: left;">Buoni amazon fino 250 euro</h2><p>Puoi ottenere fino a 250 euro in buoni Amazon. Apri il conto online <a href="http://comeinvestirerisparmi.com/contoadesso " rel="nofollow" target="_blank">da questa pagina</a> entro il 30 aprile e inserisci il codice promozionale "VISA", sottoscrivendo la Carta Debit Visa puoi ottenere fino a 100€ in Buoni
Regalo Amazon.it utilizzando semplicemente la carta per le tue spese quotidiane. Nello specifico € 50,00 per una spesa totale di almeno €500 entro 60 giorni dall'apertura effettiva del conto, 100 euro per una spesa
superiore ai € 1000. Valgono tutti i pagamenti sia presso Pos fisici che online. <br /></p><p>In più, puoi avere fino a 150€ sempre in buoni Amazon se inviti i tuoi
amici a entrare in Crédit Agricole, ottieni 25 euro per ogni persona presentata (anche il presentato ottiene 25 euro). </p><p><br /></p><h2 style="text-align: left;">Caratteristiche conto </h2><p>La promozione è solo un valido motivo in più per aprire il conto, non dovrebbe esser il motivo principale. Come ho già detto è sempre utile aver almeno un secondo conto corrente di backup in caso di problemi con un Atm bancomat o l'home banking. Inoltre il secondo conto ti permette facilmente di mantenere il saldo sotto i 5.000 euro (non pagando il bollo) o di prelevare gratuitamente sfruttando gli ATM delle due banche in base alla comodità. </p><p> </p><p>Il conto di Credit Agricole ha già di suo molti vantaggi. E' un <a href="https://banca-del-risparmio.blogspot.com/2024/02/conti-correnti-zero-spese-nel-2024.html" target="_blank">conto a canone zero</a>, incluso la carta. L'azzeramento del canone è per chi apre entro il 28 marzo (sulla pagina è rimasta la data 29 febbraio ma è un evidente errore corretto più sotto). Solitamente la data viene prorogata ma meglio non aspettare visto che siamo ancora a inizio mese.</p><p>Altro punto a favore è che puoi poi abbinare il loro conto deposito che ti offre il 3,8%
per 6 mesi. Per ulteriori informazioni visita il <a href="http://comeinvestirerisparmi.com/contoadesso " rel="nofollow" target="_blank">sito della banca</a>. <br /></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-29142521860984200482024-03-02T15:06:00.024+01:002024-03-02T15:06:00.240+01:00Novità sulle obbligazioni convertibili Enertronica Santerno<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm_um6jHlKZ0NrL2zUoZWlm_Tuueef94mgsV7GVxdgvszDcqOKrudldWQ_EWrgB35vNeeddB6j_zOY1bWup_qoGGc9-7YtZQC5_4h3h6qcILuMXn0J7B82pupEWdoJEfkmhEfvpLBnVMa0K_hTDWvoTZrchiJx6b5ETYqeYSYJkJzGyxOuNzHcwhGr2Ssm/s200/enetronica%20santerno%20obbligazione.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="enetronica santerno obbligazione" border="0" data-original-height="200" data-original-width="200" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm_um6jHlKZ0NrL2zUoZWlm_Tuueef94mgsV7GVxdgvszDcqOKrudldWQ_EWrgB35vNeeddB6j_zOY1bWup_qoGGc9-7YtZQC5_4h3h6qcILuMXn0J7B82pupEWdoJEfkmhEfvpLBnVMa0K_hTDWvoTZrchiJx6b5ETYqeYSYJkJzGyxOuNzHcwhGr2Ssm/w200-h200/enetronica%20santerno%20obbligazione.png" width="200" /></a></div><p>Un lettore mi aveva chiesto in passato un giudizio sulla società Enertronica Santerno. Ammetto che ne so ben poco e non ho purtroppo tempo di approfondire. Si tratta di una piccola società però quotata sull'Euronext di Milano, per cui anche se pochi non sono pochissimi gli investitori e i lettori interessati. Per tale motivo, come faccio ormai spesso, riporto a beneficio di tutti una lettera con risposta degli esperti del Sole 24 Ore pubblicata qualche giorno fa. </p><p> </p><p></p><p><span></span></p><a name='more'></a> <p></p><h2 style="text-align: left;">Omologazione obbligazioni convertibili Enertronica</h2><p>Sono titolare di obbligazioni convertibili della società
Enertronica Santerno quotata sull’Euronext Growth Milan.
Volevo avere degli aggiornamenti circa la domanda di
omologazione realizzata. Cosa cambia per noi investitori?</p><p> </p><h3 style="text-align: left;">Risposta <br /></h3><p>Nell’immediato non accade
nulla ed il titolo Enertronica
rimane sospeso dalle
negoziazioni.
Tuttavia l’omologa degli
accordi di ristrutturazione del
debito ottenuta dal Tribunale
di Bologna il 15 febbraio 2024
consente di dare immediato
avvio al piano di risanamento
della società che prevede, tra
l’altro, la conversione in equity
del credito vantato dai soci
Carraro e N.T.S. per 6,7
milioni, un aumento di
capitale in opzione ai soci da 8
milioni mediante emissione di
16 milioni di nuove azioni a 0,5
euro ciascuna, nonché la
conversione del prestito
obbligazionario convertibile in
azioni speciali cum warrant. </p><p> </p><p>Per l’aumento di capitale in
opzione e la conversione delle
obbligazioni in azioni speciali
cum warrant il termine finale
fissato dall’assemblea
straordinaria del 13 dicembre
2023 è ora il 31 gennaio 2025; è
presumibile che tali operazioni
avranno luogo prima di tale
data, ma l’effettiva tempistica
sarà decisa e comunicata dalla
società in base all’andamento
del piano di risanamento che
prevede in primo luogo la
riattivazione degli
approvvigionamenti e del
ciclo produttivo e lo sviluppo e
commercializzazione di
servizi e prodotti sia già
esistenti sia nuovi.</p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-21683371344828165512024-03-01T08:10:00.001+01:002024-03-01T08:10:00.149+01:00Detrazione fiscale del mutuo e separazione coniugi<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiTSnIn_XN8AMoIbORLudFYpGx8knWBg1m4vtxGCcbbtm9e2ef-7SovATFcJOhm_erTT1L1X8QYNoFWub3gY0UmgrO1CT-SIrILCgmRLofl_DSarAMTbm-R-ogN7nSKDWbMOELDez1PLJlPpArCKSDHZvSE8ZKHNgMXQUhLuboyosjfbrHxzU3_S398s9u/s261/mutui%20plafond%20casa%20cdp%5B63%5D" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="mutuo tasso fisso variabile" border="0" data-original-height="219" data-original-width="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiTSnIn_XN8AMoIbORLudFYpGx8knWBg1m4vtxGCcbbtm9e2ef-7SovATFcJOhm_erTT1L1X8QYNoFWub3gY0UmgrO1CT-SIrILCgmRLofl_DSarAMTbm-R-ogN7nSKDWbMOELDez1PLJlPpArCKSDHZvSE8ZKHNgMXQUhLuboyosjfbrHxzU3_S398s9u/s16000/mutui%20plafond%20casa%20cdp%5B63%5D" /></a></div><p>Quando ci si separa, una delle situazioni da sistemare oltre al diritto di abitazione nella casa coniugale è l'eventuale mutuo. Tra le operazioni possibili c'è l'accollo, solitamente però sconsigliato soprattutto se non è liberatorio (entrambi i coniugi quindi restano obbligati e quello che ha trasferito la sua quota di proprietà riuscirà difficilmente ad accedere a nuovi finanziamenti). La cosa più semplice è in genere vendere e far un mutuo ex novo, chiaramente se ci sono i requisiti creditizi. Per valutare le migliori offerte attualmente sul mercato (inizio 2024 alcune banche hanno spinto i tassi al ribasso) ti rinvio a <a href="https://comeinvestirerisparmi.com/mutuionline" rel="nofollow" target="_blank">questo simulatore online</a>.</p><p> </p><p>Un altro tema è quello della detrazione fiscale degli interessi passivi del mutuo. Ti ricordo che per saper tutto del finanziamento casa, incluso le detrazioni fiscali a cui hai diritto, c'è la <a href="https://amzn.to/3duQpgE" rel="nofollow" target="_blank">guida al Mutuo Casa</a>. In tema di detrazioni fiscali invece riporto il caso di un lettore del Sole 24 Ore con relativa risposta dell'esperto del Sole, risposta che può esser utile a altre persone. </p><p><span></span></p><a name='more'></a><p></p><h2 style="text-align: left;">Detrazioni fiscali coniugi separati<br /></h2><p>Nel caso di separazione tra coniugi che siano
comproprietari di un immobile (50% ciascuno) e
cointestatari del mutuo, gli interessi passivi di tale
mutuo possono essere portati in detrazione
dall'ex coniuge, che risiede in un altro comune, se
questo paga una parte degli interessi sul mutuo?
In caso di risposta positiva, quanto questo soggetto
può portare eventualmente in detrazione,
considerato che paga il 70% del mutuo ed è proprietario
del 50% dell'unità abitativa?</p><p> </p><h4 style="text-align: left;">Risposta <br /></h4><p>La risposta alla prima domanda è affermativa, in
quanto, nel caso di separazione legale, rientra tra i
familiari anche il coniuge separato, finché non intervenga
l’annotazione della sentenza di divorzio (circolare
5/E/2001, risposta 1.3.3). Dopo il divorzio,
invece, considerato che l’ex coniuge non può più essere
considerato un familiare, il beneficio spetta solo
qualora nell’immobile, gravato da mutuo, risiedano
familiari diversi dall’ex coniuge, quali, per esempio,
i figli (circolare 7/E/2001, risposta 2.2). </p><p><br /></p><p>Nell'evidenziare che, per fruire della detrazione, è
necessario che il contribuente sia contemporaneamente
intestatario del mutuo e proprietario dell’unità
immobiliare, anche se non deve esserci corrispondenza
tra la quota di proprietà e la quota di
detrazione spettante per gli interessi passivi (circolare
7/E/2001, risposte 2.3 e 2.5), si segnala
che, in merito all'entità della detrazione, trattandosi
di mutuo cointestato, il limite massimo di interessi
ammessi alla detrazione dev'essere ripartito
tra i mutuatari in parti uguali o in base alle diverse
percentuali ricavabili dal contratto di mutuo
medesimo.</p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-88558512995772303212024-02-29T08:36:00.002+01:002024-02-29T08:36:00.248+01:00Investire sul Bitcoin in attesa dell’halving?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4pVhiFI0QO6A5loDHeG2OYBRw9e5JG68n_ZixsGGS3mfEtPVPXV0PcnM2ovzpJt2BMgYOSnfXMP-KauudfIv9dykeA0JGcDKy7q8vYPAI3LQnNCgUtEi6Olx6ziYIzeprulPmnFVrqqxiAjqC8JB4GLA7omlrmLU9VJ0LV2xhc_W1gvW-xWfTAP3iH2YD/s225/investire%20bitcoin.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="tassazione bitcoin" border="0" data-original-height="225" data-original-width="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4pVhiFI0QO6A5loDHeG2OYBRw9e5JG68n_ZixsGGS3mfEtPVPXV0PcnM2ovzpJt2BMgYOSnfXMP-KauudfIv9dykeA0JGcDKy7q8vYPAI3LQnNCgUtEi6Olx6ziYIzeprulPmnFVrqqxiAjqC8JB4GLA7omlrmLU9VJ0LV2xhc_W1gvW-xWfTAP3iH2YD/s16000/investire%20bitcoin.png" /></a></div><p>Il 17 aprile 2024 è il giorno dell’halving dei bitcoin. In inglese “dimezzamento”, da quel giorno infatti il numero di Bitcoin emessi ogni 10 minuti (aggregati in un blocco che viene aggiunto alla blockchain) passerà da 6,25 a 3,125. Di conseguenza l’emissione giornaliera passerà da 900 a 450 unità e quella annua da 328.500 a 164.250. </p><p> </p><p>
Lo scopo è di render più scarso il Bitcoin. L’halving è il processo, stabilito all’origine, con cui una volta ogni 210.000 blocchi emessi (circa ogni quattro anni) il flusso di nuovi Bitcoin si dimezza. Il meccanismo è studiato appositamente per rendere la criptovaluta un bene ad inflazione programmata decrescente. In contrasto con le valute fiat (dollaro ed euro), che hanno l’obiettivo statutario (delle rispettive banche centrali) di avere un’inflazione stabile intorno al 2% annuo, il tasso di inflazione annuo di Bitcoin si attesta all’1,73% e scenderà allo 0,86% fra qualche settimana, dopo l’halving appunto. <span></span></p><a name='more'></a><p></p><p>
Da qui anche il paragone con l’oro, visto da sempre come riserva di valore e bene scarso. </p><p></p><p> </p><p>C’è un sistema per calcolare questo effetto rarità denominato “stock to flow”. Come dice la parola si confronta la quantità esistente di un bene (in inglese stock) con il flusso di nuova produzione in un dato periodo, solitamente l’anno(flow). </p><p><br /></p><p>Questo rapporto è utilizzato per esempio per l’oro e l’argento, che hanno un’offerta limitata e sono visti come riserve di valore. Oggi viene utilizzato anche per il Bitcoin. </p><p><br /></p><p>L’oro ha un rapporto di circa 56,45 (dividendo 197.576 tonnellate che si suppone siano state finora estratte nella storia per le 3.500 tonnellate estratte nell’ultimo anno). In pratica occorrerebbero circa 56 anni per produrre la quantità di oro oggi esistente al mondo. </p><p>
Per il Bitcoin, dopo l’halving del 17 aprile, questo rapporto sarà del 118 (ottenuto dividendo i 19,5 milioni di Bitcoin finora estratti per le 164.250 unità annue), quindi ben più alto e raro del metallo giallo. </p><p> </p><p>Chi crede nelle cripto punta molto sull’halving e su questo valore che però ha solo il pregio della sua semplicità ma somiglia poi molto a certi indicatori di analisi tecnica che non hanno alcun effettivo impatto sul valore del sottostante. Attenzione quindi a farsi trascinare da certi discorsi. </p><p><br /></p><p>Attenzione anche all’halving che è diventato uno straordinario strumento di marketing. In passato l’halving ha coinciso con cicli rialzisti, ciclo che per il Bitcoin è ripartito nel 2023. E’ però probabile che prevalga l’effetto notizia, come per gli Etf sul Bitcoin, per cui la salita avverrà prima dell’evento, sulle aspettative. Per poi subire uno storno. </p><p> </p><p>Per investire in cripto oggi ci sono ETN o puoi acquistarli direttamente tramite <a href="http://comeinvestirerisparmi.com/binance" rel="nofollow noopener sponsored noreferrer" target="_blank">Binance</a> e <a href="https://comeinvestirerisparmi.com/coinbase" rel="nofollow noopener sponsored noreferrer" target="_blank">Coinbase</a>. Ti ricordo che le criptovalute vanno dichiarate nel modello RW e devi pagar le tasse sugli eventuali guadagni oltre che l'Ivafe (il bollo). Alcuni intermediari come <a href="http://comeinvestirerisparmi.com/binance" rel="nofollow noopener sponsored noreferrer" target="_blank">Binance</a> stanno facendo una parte del lavoro e probabilmente presto agiranno totalmente come sostituti di imposta. Altrimenti dovrai provveder tu alla dichiarazione e al pagamento, vedi la guida sulla <a href="https://amzn.to/4273Nyv" rel="nofollow" target="_blank">tassazione delle criptovalute</a>. </p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-58948584414716028052024-02-28T08:53:00.061+01:002024-02-28T13:22:38.025+01:00Alternative al Btp Valore: Spagna, EU, Romania e corporate<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMZmgb9BEjAU588kmscSpvVwl5s_X9hUttYq3KcU8jC9qe_8CAzhyKs2Pug2HYqZwmKlc6mwgIP3CqQ2DtvgQxjyeooTRrQLl01cAykmWNyxMAGZAf-NsTipOXBEvpWzsTW-y9IAgO4Ovoc374gUHvMG2V5A7LDx-r3t5DeQSaKNrLK6H9BPgWHKOKFyQ5/s299/tassi%20btp%20valore.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="tassi btp valore" border="0" data-original-height="168" data-original-width="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMZmgb9BEjAU588kmscSpvVwl5s_X9hUttYq3KcU8jC9qe_8CAzhyKs2Pug2HYqZwmKlc6mwgIP3CqQ2DtvgQxjyeooTRrQLl01cAykmWNyxMAGZAf-NsTipOXBEvpWzsTW-y9IAgO4Ovoc374gUHvMG2V5A7LDx-r3t5DeQSaKNrLK6H9BPgWHKOKFyQ5/s16000/tassi%20btp%20valore.png" /></a></div>Mi è stato chiesto quali alternative ci sono al <a href="https://banca-del-risparmio.blogspot.com/2024/02/btp-valore-febbraio-2024-30-opinioni-e.html" target="_blank">Btp Valore</a> attualmente in collocamento (fino al 1 marzo 2024 salvo anticipi). Nell'analisi di convenienza abbiamo già paragonato il nuovo titolo al Btp marzo 2030 vedendo come attualmente sia preferibile la nuova emissione che offre un rendimento superiorie anche senza considerare il premio fedeltà e le commissioni azzerate. <p></p><p> </p><p>Altri titoli confrontabili sono i Btp indicizzati all'inflazione europea o italiana: Btpi e Btp Italia. Qui la scelta però dipende dalle proprie previsioni sulla crescita dei prezzi. Ho già spiegato che ritengo opportuno aver titoli indicizzati in portafoglio, in genere sulle scadenze 2030 per esser pari al nuovo Btp Valore ci dovrà esser un'inflazione media intorno al 2%.</p><p> <span></span></p><a name='more'></a><p></p><p>
Si può confrontare il Btp Valore anche con strumenti diversi dai titoli di stato italiani. La scelta dipende naturalmente dall'obiettivo dell'investimento, sia in termini di tempo sia di motivazione. Per coloro che cercano un'alternativa prudente al Btp Valore, potrebbero essere prese in considerazione le obbligazioni spagnole o quelle degli enti sovranazionali, come i bond dell'Unione Europea. Entrambi offrono rendimenti superiori al 3% per durate a medio termine e godono di un rating elevato in termini di solidità dell'emittente. </p><p> </p><p>Per chi ha un profilo più aggressivo, potrebbero essere considerate le obbligazioni corporate investment grade, di qualità più elevata, che sul medio termine pagano circa il 3,8%. Tuttavia, selezionarle individualmente potrebbe non essere semplice, pertanto è consigliabile diversificare attraverso un ETF specializzato in questo tipo di titoli.</p><p><br /></p><p>Anche perché il mercato delle obbligazioni corporate accessibili ai risparmiatori, con un taglio minimo di 1.000 euro, non è molto ampio. Pochi emittenti offrono bond per gli investitori al dettaglio, tra cui Volkswagen, Bayer, Commerzbank, Goldman Sachs e Rci Bank (banca di Renault). Queste emissioni hanno scadenze fino a 7-8 anni e offrono rendimenti più elevati rispetto al Btp (ma con tassazione sfavorevole), mantenendo un rating equivalente. Ad esempio, un'obbligazione di Bayer, con scadenza nel 2033, rende il 4,4%, ovvero 60 punti base (0,6%) in più rispetto al Btp con durata simile.</p><p> </p><p>
Ci sono infine i titoli di Stato dei Paesi dell'Est Europa oggi di moda fra gli investitori più speculativi in obbligazioni. I titoli rumeni, ad esempio, offrono un rendimento del 5,7% con scadenza a ottobre 2035, mentre quelli bulgari rendono il 4,2% con scadenza a maggio 2036. Sebbene ci sia un rischio di instabilità politica in Romania, questo è già scontato nei prezzi. </p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-29056614581293463902024-02-27T07:47:00.001+01:002024-02-28T13:20:45.037+01:00Conti correnti a zero spese nel 2024<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5sDn5jTYmQkFv4dC9IhBNO9xYuU_XtAIck3oI-XXy-bkyWldZ8XxEOQEBrV0mb7EJlcnL71HHnnB4YC0DKM7zLEZdtvcJV3UFsyCl6zjW0TVTDTw3uKgQb6verax_X2u82EUZN3JNbcvFf6aWZMrFF2O-DFO11ldF_hoPyPQVgkkW9k2qDj_VzhT2QCCG/s310/conto%20zero%20spese%202024.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="conto zero spese 2024" border="0" data-original-height="163" data-original-width="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5sDn5jTYmQkFv4dC9IhBNO9xYuU_XtAIck3oI-XXy-bkyWldZ8XxEOQEBrV0mb7EJlcnL71HHnnB4YC0DKM7zLEZdtvcJV3UFsyCl6zjW0TVTDTw3uKgQb6verax_X2u82EUZN3JNbcvFf6aWZMrFF2O-DFO11ldF_hoPyPQVgkkW9k2qDj_VzhT2QCCG/s16000/conto%20zero%20spese%202024.jpg" /></a></div>Qualche settimana fa ho riportato i dati di Banca d’Italia relativi ai costi dei conti correnti. Costi in sensibile aumento nonostante ora i tassi di interesse rendano già da soli profittevole il prodotto per le banche. <p></p><p> </p><p>
I dati di Banca d’Italia erano riferiti al 2022, ci vuole tempo infatti per l’elaborazione completa essendo un dato ufficiale. Oggi riporto i dati del 2023 pubblicati dal comparatore ConfrontaConti che pur basandosi su una rilevazione meno scrupolosa e completa, consente di farsi un’idea, o meglio confermare quanto già detto. </p><p><span></span></p><a name='more'></a><p></p><h2 style="text-align: left;">
Canone conto e carta di debito 2023</h2><p>
Anche per questo Osservatorio nel confronto tra gennaio 2023 e gennaio 2024, si rilevano aumenti, a partire dal +5,5% del canone annuo dei conti correnti per i consumatori. In media, la spesa per il canone del conto sfiora i 45 euro all’anno. L’aumento è più significativo per le banche tradizionali, con un canone vicino ai 60 euro all’anno, con una crescita del +7,2% su base annua. Mentre per i conti online il canone è in leggero calo (-1,6%) con una media di circa 29 euro. </p><p> </p><p>
Per la carta di debito, invece, si registra un aumento del costo annuo (pari a 4,25 euro) con molti istituti che hanno introdotto un canone per il mantenimento della carta, in passato inclusa nel canone. Aumentano poi del +4,6% le commissioni per il prelievo da altra banca, in media a 1,63 euro per operazione (la commissione a volte è azzerabile superando un certo importo o sono inclusi tot prelievi gratuiti). </p><p> </p><p>
In questo caso l’aumento è legato esclusivamente ai conti online per cui la commissione media (pari a 1,37 euro per transazione) è cresciuta del +10% rispetto allo scorso anno. In calo, invece, la commissione per il prelievo richiesta dalle banche tradizionali. In media, il prelievo da uno sportello automatico di un altro istituto è pari a 1,93 euro (-2,5%). Da segnalare anche un aumento dei costi delle operazioni allo sportello (+8% per il prelievo e +6% per i bonifici). </p><p> </p><h2 style="text-align: left;">
Costo complessivo dei conti</h2><p>
Considerando tutti i costi (escluso il bollo di legge), la spesa annuale di un conto corrente è di 134 euro, in crescita (+2,4%) rispetto allo scorso anno. </p><p>
Con notevoli differenze per le banche tradizionali dove la spesa annuale è pari mediamente a 161 euro, con un incremento del 3,3%. L’aumento è più significativo (+6%) per i risparmiatori che adottano un utilizzo “solo online” del conto aperto con una banca tradizionale. In questo caso, l’esborso annuale medio è di 125 euro. Per chi ha un conto tradizionale senza utilizzo online gli aumenti sono ridotti all’1,3% ma il conto è il più costoso in assoluto, arrivando a 200 euro all’anno. </p><p> </p><p>
Per i chi scegli un conto online si registra un ulteriore calo della spesa annuale (-5,6%), la spesa media cala fino a 51 euro all’anno. Di fatto quindi è possibile risparmiare oltre 100 euro l’anno. </p><p> </p><h2 style="text-align: left;">Alcuni conti a zero spese <br /></h2><p>
Ti segnalo in proposito conti online a costo zero come <a href="https://banca-del-risparmio.blogspot.com/2023/09/finalmente-un-conto-corrente-con-tasso.html" target="_blank">BBVA</a> con tasso al 4%, <a href="https://comeinvestirerisparmi.com/credem" rel="nofollow" target="_blank">Credem Link</a> (con conto deposito abbinabile con tasso in promozione), <a href="https://comeinvestirerisparmi.com/bpm" target="_blank">Conto Corrente You</a> di BPM e il conto di <a href="https://comeinvestirerisparmi.com/contoadesso" rel="nofollow" target="_blank">Credit Agricole</a>. Con gli ultimi tre puoi disporre anche di un conto corrente con servizio in filiale all'occorrenza. </p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-67362920114009686462024-02-26T07:38:00.007+01:002024-02-28T13:21:41.064+01:00Btp Valore febbraio 2024-30 - opinioni e calcoli di convenienza<p>Sono stati annunciati i tassi di interesse del nuovo Btp Valore il cui collocamento inizierà oggi lunedì 26 febbraio fino a venerdì 1° marzo (ore 13.00), salvo chiusura anticipata.</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWrOKonSmn2C-FUHcEhZJ0dBz-oSzrL6Vzv49SxML8TEWMlVGyaHVCpDq4bKrrqYgZP4bx8kM9C76Ef419ns4iwmMCC6N1Z73foDUn8-ETxGfPQGCckY_L0P1RBjTQTCs7nM24eTg_IJ5GyXL0mF4ooeiY_3f4PWa0gh1HNosaesbeXoGC4Jq5tOYGQYre/s600/btp%20valore%20febbraio%202024.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="btp valore febbraio 2024" border="0" data-original-height="301" data-original-width="600" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWrOKonSmn2C-FUHcEhZJ0dBz-oSzrL6Vzv49SxML8TEWMlVGyaHVCpDq4bKrrqYgZP4bx8kM9C76Ef419ns4iwmMCC6N1Z73foDUn8-ETxGfPQGCckY_L0P1RBjTQTCs7nM24eTg_IJ5GyXL0mF4ooeiY_3f4PWa0gh1HNosaesbeXoGC4Jq5tOYGQYre/w400-h201/btp%20valore%20febbraio%202024.jpg" width="400" /></a></div><br /> <p></p><h2 style="text-align: left;">
Tassi e caratteristiche del Btp Valore</h2><p>
Come già preannunciato la terza edizione di questo titolo dedicato ai risparmiatori retail avrà una durata di 6 anni, con solito meccanismo di step up per cui i tassi avranno uno scatto in alto a metà durata. Nello specifico i tassi sono: <span></span></p><a name='more'></a><p></p><ul style="text-align: left;"><li>
3,25% per il primo, secondo e terzo anno. </li><li>4% per il quarto, quinto e sesto anno.
</li></ul><p>
Come di consueto al termine del collocamento tali rendimenti potranno essere confermati o rivisti ma solo al rialzo.
</p><p><br /></p><p>Viene confermata la periodicità trimestrale della cedola così come il premio fedeltà pagato a chi acquista durante i giorni di collocamento e lo detiene fino alla scadenza, che sarà dello 0,7%. Tassazione agevolata al 12,5% tipica dei titoli di Stato. </p><p> </p><p>Dal 26 febbraio al 1 marzo potrai acquistare il titolo direttamente dall’home banking della tua banca o recandoti in filiale o allo sportello postale dove hai un dossier titoli. Non ci sono commissioni, taglio minimo acquistabile: 1.000 euro e multipli. Il codice Isin durante il collocamento è IT0005583478, il titolo sarà poi quotato e negoziabile sul Mot (il mercato telematico delle obbligazioni e titoli di Stato di Borsa Italiana).
</p><p><br /></p><h2 style="text-align: left;">Rendimento e convenienza del titolo
</h2><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwgkzTxHozHFc_J6e24BT-h6SZrhtzZq0qd9blPZbwIqylLpGNW6TPj2y97Rg69ofGHBNPs_CIYhMabE3KNpeCBm9xN_hy5GVcAu8Dzwa0qHnuJWY2dAbgM6Mj935YGtFn8RuvJG-CGPEyx5UD_lRQ4D33KW93jOy1NGl7j8WS03jFwIYr2V1txNtV-N-3/s299/tassi%20btp%20valore.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="tassi btp valore 2024" border="0" data-original-height="168" data-original-width="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwgkzTxHozHFc_J6e24BT-h6SZrhtzZq0qd9blPZbwIqylLpGNW6TPj2y97Rg69ofGHBNPs_CIYhMabE3KNpeCBm9xN_hy5GVcAu8Dzwa0qHnuJWY2dAbgM6Mj935YGtFn8RuvJG-CGPEyx5UD_lRQ4D33KW93jOy1NGl7j8WS03jFwIYr2V1txNtV-N-3/s16000/tassi%20btp%20valore.png" /></a></div>Sulla base dei tassi di interesse precedentemente riportati il nuovo Btp Valore ha un rendimento pari al 3,76% includendo il premio fedeltà (senza quest’ultimo il rendimento lordo è pari a 3,625%). <p></p><p>
Come al solito il calcolo di convenienza va fatto con titoli di pari durata e al momento il miglior confronto può esser fatto con il Btp Tf 3,50% Mz30. Alla quotazione pari a 100,71 di venerdì 23 febbraio, il titolo dà un rendimento lordo del 3,40%.</p><p> </p><p>
E’ subito chiaro che il Btp Valore offre un differenziale positivo notevole, superiore anche a quello delle due precedenti edizioni in cui la differenza era di circa lo 0,15%. Bisognerà monitorare l’andamento del mercato e di questo titolo nella prossima settimana per capire se il nuovo Btp manterrà questo vantaggio. </p><p><br /></p><p>Il nuovo Btp Valore è quindi al momento un buon titolo che potrà offrire soddisfazioni a chi lo sottoscrive come nelle due precedenti edizioni, a maggior ragione se poi i tassi di mercato scenderanno nel corso del 2024 come ampiamente previsto, anche se in finanza nulla è certo. Anche il meccanismo a step up per cui il titolo avrà un tasso notevolmente superiore negli ultimi 3 anni gioca a favore di una rivalutazione del titolo man mano passa il tempo. </p><p> </p><p>
Ovviamente devono esser fatte scelte a monte. La prima è la differenziazione del proprio portafoglio valutando se c’è spazio per un altro titolo di stato italiano. La seconda sull’orizzonte temporale di 6 anni: considerato anche il premio fedeltà si tratta di un titolo che va sottoscritto per esser mantenuto fino a scadenza, anche se ovviamente potrà esser venduto in ogni momento in caso di necessità o per opportunità qualora il suo valore salga molto oltre 100.
</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-78967418084089192092024-02-22T07:53:00.000+01:002024-02-22T07:53:00.131+01:00Quanto ti costa la protezione dei certificates? Con questo articolo concludo una serie sui certificati di investimento. Nel primo articolo abbiamo visto i motivi del <a href="https://banca-del-risparmio.blogspot.com/2024/02/perche-gli-italiani-investono-nei.html" target="_blank">boom di questi prodotti</a>, nel secondo i <a href="https://banca-del-risparmio.blogspot.com/2024/02/i-certificates-capitale-protetto-ci.html" target="_blank">rischi</a>. <p>
Ho già indicato come i costi siano uno dei fattori penalizzanti di questi prodotti, costi di cui spesso il sottoscrittore è ignaro. Come è possibile? </p><p> </p><p>
I certificates si possono acquistare in collocamento sul mercato primario (in genere la banca o il promotore) o in autonomia sul secondario. In quest’ultimo caso si acquisterà come un’azione o un Etf pagando una commissione di negoziazione. Nel primo caso si pagherà invece una commissione implicita. <span></span></p><a name='more'></a><p></p><p><br /></p><p>Ripeto l’esempio già utilizzato per spiegare cosa si intende con implicita. . Invece di farti acquistare a 100 e pagare un costo di 4, ti fanno acquistare a 100 qualcosa che ne vale 96. Ma tu non sei in grado di calcolarne il valore perché non sei esperto di finanza</p><p> </p><h2 style="text-align: left;">I costi dei certificati di investimento<br /></h2><p>
Una recente ricerca di Acepi ha analizzato i costi di ben 863 collocati nel 2021 e nel 2022. La ricerca ha confermato come i costi legati ai certificati siano tutti una tantum in fase di sottoscrizione e sono inclusi nel prezzo di emissione. </p><p><br /></p><p>Dalla ricerca è emerso che la media ponderata del costo totale iniziale sui certificati, sia per il 2021 sia per il 2022 è del 4,08%, con durata media di 3,4 anni nel 2021 e 3,9 anni nel 2022 per un costo medio spalmato negli anni dell’1,20% nel 2021 e 1,05% nel 2022. </p><p> </p><p>In particolare per quanto riguarda quelli a capitale protetto la media ponderata dei costi è passata dal 3,61% nel 2021 al 3,83% nel 2022 (il costo medio annualizzato è passato dallo 0,61% allo 0,74%). Mentre per ciò che riguarda i certificati a capitale condizionatamente protetto la media ponderata per il 2021 si attestava al 4,29% per salire al 4,51% nel 2022 (mentre il costo medio annualizzato è sceso dall’1,38% all’1,29%). </p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKJtrFb8FTv2P9qrrCPEGR-D5EVB_2W8crFCf45KpB_hG8NqCUr3xzLwPSUSygbnuNSk1csYM_CjF8S3rZlXxWXm-Id0vr4RyPRt2Jt1hQ2D9p63WYNju3T_BZsRHXb3sfS05QU8aIiBHAHMnM6vu2abpeE7TdyyahX8o5OW6PWmNitXC7aa_4nZ15HMwz/s573/costi%20certificato%20di%20investimento.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="costi certificato di investimento" border="0" data-original-height="248" data-original-width="573" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKJtrFb8FTv2P9qrrCPEGR-D5EVB_2W8crFCf45KpB_hG8NqCUr3xzLwPSUSygbnuNSk1csYM_CjF8S3rZlXxWXm-Id0vr4RyPRt2Jt1hQ2D9p63WYNju3T_BZsRHXb3sfS05QU8aIiBHAHMnM6vu2abpeE7TdyyahX8o5OW6PWmNitXC7aa_4nZ15HMwz/w640-h276/costi%20certificato%20di%20investimento.jpg" width="640" /></a></div><br /><p></p><p>Attenzione poi al fatto che magari ti spingono a vender un prodotto perché in perdita o in guadagno per collocartene uno nuovo. Siccome i costi li paghi tutti all’inizio significa pagare i costi di un secondo certificates quando ancora non hai scontato tutti i costi del primo. </p><p><br /></p><h4 style="text-align: left;">Qualche esempio</h4><p>
Il certificato d’investimento emesso da Unicredit e distribuiti da Mediolanum: il MedPlus Certificate Express Opportunity 2024 avrà un’incidenza dei costi del 10% su 10mila euro investiti qualora il prodotto sarà richiamato alla prima data disponibile (28-2-2025). Se il certificato arriverà a scadenza il costo sarà pari all’1,5% annuo. </p><p>
Il certificate si chiama Twin Long Barrier Certificates emesso da Intesa Sanpaolo ha un costo una tantum del 6,68%. </p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJiVrMZbHPiPQSXTZzIVjAB6Wx7EcfyRUSYl_vxbLL-Dph3AYH2KVOYJPyF2D7zJPSoKDAqAhjD8h7XALgOAe25CXGdOJcHiz5I9jHhe8LnpZMJ-pEI_1baXDNWfqp5m46sKo-Sx1YCc4phdBIWX59HUJE3f4Kiu4oMkPydIUZckHxwAho3O5Hy3r7nsnl/s425/libro%20investire%20in%20certificati.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="libro sui certificati" border="0" data-original-height="425" data-original-width="266" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJiVrMZbHPiPQSXTZzIVjAB6Wx7EcfyRUSYl_vxbLL-Dph3AYH2KVOYJPyF2D7zJPSoKDAqAhjD8h7XALgOAe25CXGdOJcHiz5I9jHhe8LnpZMJ-pEI_1baXDNWfqp5m46sKo-Sx1YCc4phdBIWX59HUJE3f4Kiu4oMkPydIUZckHxwAho3O5Hy3r7nsnl/w125-h200/libro%20investire%20in%20certificati.jpg" width="125" /></a></div>
Il costo del certificates collocato da CheBanca! ed ideato da Mediobanca (Phoenix legato all’Eurostoxx50 e Eurostoxx Banks scadenza 14 agosto 2028) è pari al 5,2%, che se spalmato sull’intera vita dello strumento genera costi annui pari all’1,1 per cento.<p></p><p> </p><p></p><div></div><p></p><ol style="text-align: left;"><li>
<a href="https://amzn.to/3Racmqq" rel="nofollow" target="_blank">I certificati di investimento</a>. Come Giovanni Borsi sceglie i migliori - Giovanni è sicuramente il maggior esperto italiano in questo ambito </li><li><a href="https://amzn.to/3PsSMod " rel="nofollow" target="_blank">Investire con i certificati</a>
di Gabriele Belelli. Gabriele è un consulente finanziario, molto noto
per la sua presenza online e spesso parla anche di certificati <br /></li></ol><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-56172696011361890712024-02-20T07:54:00.020+01:002024-02-20T07:54:00.141+01:00Banco BPM torna a offrire un conto corrente senza speseIn un recente articolo riportavo come dai dati di Banca d’Italia i <a href="https://banca-del-risparmio.blogspot.com/2024/02/aumenta-il-costo-dei-conti-correnti.html" target="_blank">costi dei conti correnti</a> siano ancora in aumento nonostante il rialzo dei tassi che rende già di suo profittevole, per la banca, il prodotto. <p>
Negli anni passati infatti le banche hanno alzato i costi dei canoni e delle carte proprio con il pretesto dei tassi a zero o sotto zero che rendevano onerosi anche i depositi sul conto. Ora che lo scenario è cambiato, poche banche hanno ritirato questi aumenti. </p><p><span></span></p><a name='more'></a><p></p><p>
Tra questi ricordo BPM che ha cancellato gli aumenti del canone su YouBanking, un conto online che in passato avevo anche consigliato.
Purtroppo però pur avendo fatto retromarcia sul costi del conto, la banca non permetteva più l’apertura di questo prodotto. </p><p>
Segnalo che ora proprio BPM è invece ritornata a offrire un conto online a zero spese. </p><p> </p><h2 style="text-align: left;">Conto Corrente YOU <br /></h2><p>
Come ben evidente dalla loro pubblicità, il <a href="https://comeinvestirerisparmi.com/bpm" target="_blank">Conto Corrente You</a> non ha costi: zero canone, zero costi di carta di debito (inteso sia come costo di emissione sia canone annuale) e zero commissioni sui bonifici. </p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwoX5QfCKFD1LIbtvdmEOXn57v3d0u-J0q5bfpxrvEZPHK2bRCV6JDx7xp8KSAocOKx5kzp96pNGH8riDCsGjlXSTuQcEzZ3cqBQsx3xCAWbdmgh3nQAxzbtGB8AMBju4pLkQ6zKk3VASYLQ0J-EXAteu_iinYoXD2THS6QkMlL0KCBPM6bmvv1OvM_eeg/s230/conto%20corrente%20you%20BPM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="conto corrente you BPM" border="0" data-original-height="176" data-original-width="230" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwoX5QfCKFD1LIbtvdmEOXn57v3d0u-J0q5bfpxrvEZPHK2bRCV6JDx7xp8KSAocOKx5kzp96pNGH8riDCsGjlXSTuQcEzZ3cqBQsx3xCAWbdmgh3nQAxzbtGB8AMBju4pLkQ6zKk3VASYLQ0J-EXAteu_iinYoXD2THS6QkMlL0KCBPM6bmvv1OvM_eeg/w320-h245/conto%20corrente%20you%20BPM.jpg" width="320" /></a></div><br /> <p></p><p>
Si tratta di un conto completo che permette di aver anche una carta di credito (per l’occasione carta credito Cartimpronta se richiesta entro il 29.03.2024 ha un canone annuo ridotto da 50 a 35 euro) e il servizio di trading di base che permette di operare in titoli di stato, etf e azioni. I prelievi sono senza commissioni agli ATM del Gruppo BPM. </p><p><br /></p><h4 style="text-align: left;">Condizioni</h4><p>
Le condizioni indicate sono una promozione dedicata a chi richiede online l’apertura del conto <a href="https://comeinvestirerisparmi.com/bpm" rel="nofollow" target="_blank">da questa pagina</a> entro il 5 marzo 2024. Solo per i nuovi correntisti, vale a dire chi non è già correntista BPM o non lo è stato mai nel 2024. </p><p>
Il conto può esser aperto anche in filiale ma in questo caso il canone è gratuito solo fino al 30 settembre 2025. Se lo apri online invece il costo zero è garantito, almeno fino a prossima proposta di modifica. </p><p> </p><p>
Segnalo questo conto perché al pari di <a href="https://comeinvestirerisparmi.com/credem" rel="nofollow" target="_blank">Credem Link</a> indica come anche le banche tradizionali con gli attuali tassi di mercato stiano tornando a offrire conti a zero spese. Un’opportunità per chi cerca un secondo conto, con anche la possibilità di un eventuale supporto in filiale, ma anche per chi ha un conto troppo oneroso o supera i 5.000 euro che fanno scattare il bollo di legge.
</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-57630553644059932752024-02-19T08:18:00.000+01:002024-02-19T08:18:00.132+01:00Investire in fondi – il caso disastroso di EurizonOggi prendo spunto da una mail inviata da un lettore al Sole 24 Ore, lettore che si lamenta dell'andamento di un fondo Eurizon che dopo oltre 20 anni è ancora in perdita.
Il caso infatti è esemplare di come funziona il settore dei fondi in Italia. Come già ripetutto abbondantemente, dati alla mano, costano di più dei fondi passivi (Etf) ma rendono meno. In questi anni in cui soprattutto gli azionari sono andati bene, è facile nasconder questi problemi. Ma la realtà è che anche quando sei in utile, guadagni meno del mercato.<p><br /></p><p>Questo caso è emblematico soprattutto di quei fondi particolari, di tipo bilanciato o flessibile, che vengono proposti per le loro caratteristiche innovative e specialistiche. Nella realtà dei fatti si dimostrano puro marketing, prodotti costruiti per raccontare una bella storia che ne faciliti la vendita. Ma soprattutto per questi i risultati sono pure più disastrosi. </p><p><span></span></p><a name='more'></a> <p></p><h2 style="text-align: left;">
Il caso del Fondo Eurizon Team 4 </h2><p>
Vorrei porre l’attenzione su un fondo comune Eurizon Team 4, nato nel 2000 con quota iniziale a 5 euro. Dopo 23 anni il valore della quota è a 4,56 euro, valore di chiusura di venerdì 4 gennaio 2024. L’ esempio riportato da questo fondo dimostra che col tempo si crea valore per la società di gestione e non per il sottoscrittore. Dopo 23 anni non è possibile che il valore di una quota sia inferiore al valore iniziale. Ho scritto diverse volte ad Eurizon nel corso degli anni. Le risposte ovviamente non mi hanno soddisfatto. L’evidenza è sotto agli occhi di tutti. </p><p> </p><h4 style="text-align: left;">Risposta <br /></h4><p></p><p>Il lettore ha sottoscritto un fondo risultato estremamente sfortunato Eurizon Team 4 A (IT0001468781) – spiega Marcello Rubiu, amministratore unico di Norisk Scf. La perdita complessiva da agosto 2000 è dell’8,7%. </p><p>È classificato da Morningstar come Bilanciato Moderato in euro – Globali e la parte azionaria può variare tra il 20% e il 70%, mentre le obbligazioni sono principalmente investment grade. Il fondo a sua volta investe principalmente in altri fondi dichiaratamente gestiti da società del gruppo Intesa San Paolo. È esposto al rischio di cambio e può impiegare leva finanziaria fino a 1,3 volte il patrimonio netto. Le spese correnti sono dell’1,79%, le commissioni di entrata dell’1,5% ed è prevista la commissione di performance pari al 20% dell’incremento registrato dal fondo a partire dal 30 dicembre 2010. </p><p> </p><p>Anche il rating di Morningstar è pari ad una stella e non lascia dubbi sul giudizio del prodotto. Mentre Cfs rating gli attribuisce due stelle. Il periodo di investimento è davvero ampio e questo complica la possibilità di effettuare comparazioni con diverse case, in quanto se i risultati non sono brillanti, sono solite liquidare i fondi e trasferire risorse finanziarie e quotisti ad un altro prodotto, spesso di nuova emissione, rendendo difficile l’interpretazione dei risultati. Nello stesso periodo Carmignac Patrimoine A (FR0010135103), che persegue la medesima strategia, ha reso il 161%, comunque leggermente al di sotto del benchmark di categoria (+163%).</p><p> </p><p>L’analisi dei fondi peggiori degli ultimi 10 anni appartenenti a questa categoria estesa alla partenza del fondo di Eurizon evidenzia che nessuno di questi esisteva in tale data. Negli ultimi 10 anni vi sono stati fondi che hanno registrato performance decisamente peggiori del Team4 (che nel decennio è in positivo per il 3,4%): Franklin Global Fundamental Strategies N (-17,9%, LU0360500044), Fidelity Funds Global Multi Asset Growth & Income (-12,3%, LU0365263192), Schroder ISF Global Multi-Asset Income B (-6,1%, LU0757361182).</p><p>Se andiamo ad ipotizzare una commissione di gestione come l’attuale (1,55%) per l’intero periodo considerato, la società di gestione, appartenente alla stessa banca di cui è cliente il lettore, ha incamerato negli ultimi 23 anni in totale 1,6 euro per singola quota.</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQIQNFccHvlWMiwraPbtWmtn9Jb-AhVkOoou8KR4Q3Ek9W76xFy734FVZ039DpUUovyfeORC1wnaNcMJ9nhibSHsSAFjytSj8xSyoQyM24lkVX88nYyVQVzyfqXOmSRbzrfZrKkhKRoWsqF0WGhHM6jnnNjqaIF5szdedA0z7EGDgHGoXyTXNnUbf6VnoJ/s524/fondo%20eurizon%20perdita.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="fondo eurizon perdita" border="0" data-original-height="353" data-original-width="524" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQIQNFccHvlWMiwraPbtWmtn9Jb-AhVkOoou8KR4Q3Ek9W76xFy734FVZ039DpUUovyfeORC1wnaNcMJ9nhibSHsSAFjytSj8xSyoQyM24lkVX88nYyVQVzyfqXOmSRbzrfZrKkhKRoWsqF0WGhHM6jnnNjqaIF5szdedA0z7EGDgHGoXyTXNnUbf6VnoJ/w400-h270/fondo%20eurizon%20perdita.jpg" width="400" /></a></div><br /> <p></p><p>Non abbiamo compreso se il fondo sia stato sottoscritto, ma soprattutto mantenuto negli anni, su iniziativa del lettore oppure sia stato seguito da un consulente bancario. Per l’ennesima volta è necessario notare come remunerare la banca e i relativi consulenti attraverso le commissioni implicite nei prodotti può portare a risultati insoddisfacenti per i risparmiatori e non si tratta unicamente di oneri elevati (peraltro nella media) ma di mantenere nei dossier dei clienti soluzioni di investimento vantaggiose solamente per l’intermediario. È opportuno segnalare come non tutti i fondi gestiti da Eurizon abbiano evidenziato dinamiche così infelici e, come già sottolineato in precedenza, vi sono diversi prodotti deludenti gestiti da altre case, anche emessi da players internazionali blasonati. </p><p> </p><p>Il consiglio operativo è che se la dinamica del fondo sottoscritto diverge in modo significativo da quella della categoria di appartenenza è sempre meglio cambiare. Sul mercato sono attualmente disponibili Etf bilanciati che possono costituire una valida alternativa per i piccoli risparmiatori che non possono sostenere i costi di un consulente indipendente. Dalla fine del 2020 l’Etf Vanguard LifeStrategy 40% Equity (IE00BMVB5M21) si è incrementato dell’1,2%, mentre il “Team4” ha perso il 7,8%.
</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-70094658267392123992024-02-15T08:36:00.001+01:002024-02-15T08:36:00.138+01:00TAN e TAEG del Mutuo<p>Il TAEG (Tasso Annuo Effettivo Globale) misura l’onere complessivamente sostenuto dal cliente per accedere al finanziamento. A differenza del TAN (Tasso Annuo Nominale), che esprime il solo costo per interessi, il TAEG comprende anche le spese di istruttoria, le spese per l’incasso delle rate (per esempio, tramite procedura RID), l’eventuale compenso per l’attività di mediazione svolta da terzi (qualora tale interposizione sia necessaria), nonché il costo della polizza assicurativa o delle garanzie imposte dal creditore per accordare il prestito. </p><p>Il TAEG è quindi un indicatore migliore per valutare il costo complessivo dei mutui. Fu infatti introdotto proprio per evitare il trucco di pubblicizzare un tasso (TAN) inferiore facendo però pagare alte spese di istruttoria o incasso rata. <br /></p><p> </p><p>
Il TAEG può essere definito come il tasso su base annua che rende uguale il valore attuale di tutti gli importi che compongono il finanziamento a quello di tutti gli esborsi sostenuti dal debitore:</p><p><span></span></p><a name='more'></a><span></span><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYkkPGncoVDjEfSafPoCTCMEUrH0lvoRKLhcvIiUGfvrTXQUnMAxAyAhGbo4RmaeOrwxpzdRazCRUGz1NfTiC-RDG8IGqWtx_r8TjnpVG6UFq7GFOcrgIbUmGkraFehkcWIrIkBYSnYalzJ82j6bDGGmVwztFeWG1GMhlEL8uyiZHAEsUIBRxSqHif6_Zr/s362/formula%20calcolo%20taeg%20mutuo.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="formula calcolo taeg mutuo" border="0" data-original-height="101" data-original-width="362" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYkkPGncoVDjEfSafPoCTCMEUrH0lvoRKLhcvIiUGfvrTXQUnMAxAyAhGbo4RmaeOrwxpzdRazCRUGz1NfTiC-RDG8IGqWtx_r8TjnpVG6UFq7GFOcrgIbUmGkraFehkcWIrIkBYSnYalzJ82j6bDGGmVwztFeWG1GMhlEL8uyiZHAEsUIBRxSqHif6_Zr/w400-h111/formula%20calcolo%20taeg%20mutuo.jpg" width="400" /></a></div>
<p></p><p>Dove: </p><ul style="text-align: left;"><li>k è il numero d’ordine di un prestito; </li><li>m è il numero d’ordine dell’ultimo prestito; è l’importo del prestito numero k; </li><li>Ak è il tasso globale effettivo; </li><li>i è l’intervallo, espresso in anni e frazioni di anni, tra la data del prestito numero 1 e le date degli ulteriori prestiti da 2 a m; </li><li>tk è il numero d’ordine di una rata di rimborso o di pagamento di oneri; </li><li>k’ è il numero d’ordine dell’ultimo rimborso o dell’ultimo pagamento degli oneri; </li><li>m’ è l’importo del rimborso o del pagamento di oneri numero k’; </li><li>A’k è l’intervallo, espresso in anni e frazioni di anni, tra la data del prestito numero 1 e le date dei rimborsi o pagamenti di oneri da 1 a m’. </li></ul><p> </p><p>Maggiori informazioni sui costi del mutuo casa li trovi nella <a href="https://amzn.to/3duQpgE" rel="nofollow" target="_blank">guida al Mutuo Casa</a>. Per un confronto dele varie offerte, che puoi anche ordinare per TAEG, puoi utilizzare <a href="https://comeinvestirerisparmi.com/mutuionline" rel="nofollow" target="_blank">questo simulatore online</a> (troverai condizioni anche migliori rispetto alla filiale in quanto le banche sanno che su Internet il cliente è più attento al confronto). <br /></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-86996214800409944032024-02-14T07:50:00.011+01:002024-02-14T07:50:00.133+01:00I certificates a capitale protetto: ci sono rischi?<p>In un precedente articolo ti ho spiegato come i <a href="https://banca-del-risparmio.blogspot.com/2024/02/perche-gli-italiani-investono-nei.html" target="_blank">certificati di investimento</a>, soprattutto quelli a capitale protetto, siano esplosi negli ultimi anni grazie alla spinta delle banche che riescono a limitare la concorrenza dei titoli di stato su cui guadagnano ben poco.</p><p> </p><p>
In questo articolo ti illustro i punti a cui prestare attenzione, in un prossimo articolo vedremo il problema dei costi, che come già spiegato, rappresentano il forte limite di questi prodotti (se acquistati in collocamento in banca o dal promotore). </p><p><span></span></p><a name='more'></a> <p></p><p>
Questi certificates uniscono due caratteristiche molto appetibili per il piccolo risparmiatore: la protezione del capitale e il pagamento di cedole periodiche.</p><p> </p><h2 style="text-align: left;">Rischi e punti di attenzione sui certificates <br /></h2><p>
Conoscere questi strumenti è comunque importante, premesso che spesso i tecnicismi non sono semplici.
Controllare attentamente l’ammontare della protezione del capitale che non è sempre totale e pari al 100%. Occorre poi ricordare che la protezione avviene solo al momento della scadenza mentre durante la vita del certificato la sua quotazione può deprezzarsi anche in modo sensibile.</p><p> </p><p>Per questo è importante verificare che la scadenza sia compatibile con il proprio orizzonte temporale. Sotto questo aspetto occorre valutare anche la liquidità sul secondario. Questi strumenti sono molto meno scambiati rispetto ai Btp pertanto può esser più lungo e difficile vendere, dovendo magari svender forzatamente pur di trovar una acquirente in caso di urgenza. </p><p><br /></p><p>Altro rischio da valutare è l’emittente. E lo si è visto recentemente con i problemi di Cirdan. Ricorda che l’emittente non è sempre la banca che ti colloca il prodotto. In generale poi vale la regola della diversificazione del rischio. </p><p> </p><p>La maggioranza di questi strumenti a capitale protetto è di tipo “digital”: possono pagare delle cedole periodiche al verificarsi di determinate condizioni. Non sono quindi cedole certe come per i Btp (cosa spesso non chiara) e in virtù di questo non si può stabilire a priori il loro rendimento: dipende dall’evoluzione dei sottostanti a cui sono agganciati (azioni, indici, etc).</p><p><br /></p><p>Un tema molto importante è quello dei costi che come già spiegato sono impliciti e quindi nascosti. Ma soprattutto alti visto che superano l’1% annuo ma sono pagati tutti in fase di sottoscrizione (es. un certificato di 4 anni avrà commissioni implicite mediamente superiori al 4%). </p><p><br /></p><p>Il rischio principale dei costi impliciti è di pagare allo sportello 100 per poi ritrovarsi poco dopo il titolo sul mercato secondario ben sotto questo valore. Da ciò deriva anche l’opportunità di poter acquistare dopo sul mercato secondario a condizioni interessanti.</p><p> </p><p></p><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJiVrMZbHPiPQSXTZzIVjAB6Wx7EcfyRUSYl_vxbLL-Dph3AYH2KVOYJPyF2D7zJPSoKDAqAhjD8h7XALgOAe25CXGdOJcHiz5I9jHhe8LnpZMJ-pEI_1baXDNWfqp5m46sKo-Sx1YCc4phdBIWX59HUJE3f4Kiu4oMkPydIUZckHxwAho3O5Hy3r7nsnl/s425/libro%20investire%20in%20certificati.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="rischi certificati" border="0" data-original-height="425" data-original-width="266" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJiVrMZbHPiPQSXTZzIVjAB6Wx7EcfyRUSYl_vxbLL-Dph3AYH2KVOYJPyF2D7zJPSoKDAqAhjD8h7XALgOAe25CXGdOJcHiz5I9jHhe8LnpZMJ-pEI_1baXDNWfqp5m46sKo-Sx1YCc4phdBIWX59HUJE3f4Kiu4oMkPydIUZckHxwAho3O5Hy3r7nsnl/w125-h200/libro%20investire%20in%20certificati.jpg" width="125" /></a></div><p>
In un prossimo articolo spiegherò il tema dei costi. Ti invito a non acquistare prodotti che non comprendi. Se sei interessato leggi un libro,<br /></p><ol style="text-align: left;"><li>
<a href="https://amzn.to/3Racmqq" rel="nofollow" target="_blank">I certificati di investimento</a>. Come Giovanni Borsi sceglie i migliori - Giovanni è sicuramente il maggior esperto italiano in questo ambito </li><li><a href="https://amzn.to/3PsSMod " rel="nofollow" target="_blank">Investire con i certificati</a>
di Gabriele Belelli. Gabriele è un consulente finanziario, molto noto
per la sua presenza online e spesso parla anche di certificati </li></ol><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p></div><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-86674065171375886152024-02-13T08:20:00.001+01:002024-02-13T08:20:00.133+01:00Etf green e settoriali, perché meglio evitare<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwv4oexsyA60ydyt_emv7KwIoI1LJkHrerqmZ8PzpXKAk0vD-VIJ_WO1wsvRFy5CwoGIeV4d7g8C3fa9fLNsztkg5tFWLQor20REPZnpKQEpc3GuX6S-miF6ZY3z7sxRLOPXfWF6LDuo2dxGdt-jW7wdqd9u-7Kdq2xFuORoCsPPS1Ki-1E9EZupSiChcZ/s225/etf%20green.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="etf green" border="0" data-original-height="225" data-original-width="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwv4oexsyA60ydyt_emv7KwIoI1LJkHrerqmZ8PzpXKAk0vD-VIJ_WO1wsvRFy5CwoGIeV4d7g8C3fa9fLNsztkg5tFWLQor20REPZnpKQEpc3GuX6S-miF6ZY3z7sxRLOPXfWF6LDuo2dxGdt-jW7wdqd9u-7Kdq2xFuORoCsPPS1Ki-1E9EZupSiChcZ/s16000/etf%20green.jpg" /></a></div>Riporto un altro quesito posto agli esperti del Sole 24 Ore relativo all’andamento di alcuni Etf collegati a temi Green come Energia pulita e idrogeno. Lo ritengo un caso molto interessante, al termine dell’articolo le mie considerazioni. <p>
Circa un anno fa ho investito 30mila euro su tre Etf: Wisdomtree Tin (Codice Isin Je00b2qy0h68) ; Ishares Global Clean Energy Ucits Etf (Codice Isin Ie00b1xnhc34); L&G Hydrogen Economy Ucits Etf (Ie00bmydm794). Le perdite, al momento in cui vi scrivo, vanno dal 19 al 31 per cento. Ritenete ci siano possibilità di recupero? Come mai con le Borse in forte recupero nel 2023 tali prodotti hanno performato negativamente? La mia scelta è stata anche etica (energia pulita, idrogeno) e sono doppiamente deluso. Eventuali minus sugli Etf con cosa possono essere compensate? <span></span></p><a name='more'></a><p></p><h2 style="text-align: left;">
Risposta</h2><p>
Il 2023 è passato alla cronaca come un anno di rialzi “inaspettati”. L’indice Msci World è salito del 24,4%, gli indici americani rispettivamente lo S&P500 del 21,9% e il Nasdaq addirittura del 18,5%, mentre l’Europa del 13,9 per cento. </p><p>
Ma oltre all’andamento dei principali indici diversificati, in questo caso è necessario entrare nel dettaglio delle performance settoriali e dei mercati considerati. Tra i settori, abbiamo assistito alla strepitosa performance dei settori maggiormente ciclici, come tecnologico (+53,6%) e consumi discrezionali (35,5%), mentre le difficoltà sono state avvertite maggiormente tra i difensivi, come utilities (+0,9%) ed energy (-0,8%). </p><p>
Mentre sul mercato delle materie prime il 2023 è stato un anno in chiaro scuro con metalli preziosi e soft commodities uniche in territorio positivo. I metalli industriali e le materie prime energetiche sono stati messi sotto pressione dalle difficoltà economiche globali e dall’incertezza sulle prospettive di crescita della Cina. I prodotti in questione hanno risentito di questo contesto e della bassa diversificazione; infatti, l’Etc sullo stagno ha registrato una performance positiva dello 0,8%, con un andamento piuttosto laterale nel corso dell’anno, gravato fortemente dai problemi relativi all’offerta derivante dal mercato cinese. </p><p>
Riguardo gli Etf, che sono due Etf tematici, rappresentativi di nicchie di mercato è possibile riscontrare performance anche piuttosto distanti da quelle dei mercati e dei settori, specie se i panieri risultano molto concentrati, come nell’Etf sull’idrogeno (26 titoli). Proprio questo, fonte di energie pulita, che ricopre un ruolo importante nel processo di decarbonizzazione e transizione energetica, ha registrato una perdita del 6,8% nell’ultimo anno, pagando la lentezza dello sviluppo del mercato e i problemi legati alla difficoltà dello stoccaggio della materia prima. </p><p>
Infine, l’Etf sull’energia pulita ha invece registrato una perdita del -22,9 per cento. Oltre agli effetti negativi legati all’andamento dei comparti, gli Etf sono stati influenzati negativamente delle dinamiche dell’andamento del dollaro e anche dei costi legati ai prodotti, che vanno dallo 0,49% allo 0,65%, piuttosto alti per il comparto Etf/Etc. </p><p>
Le prospettive per il 2024 sembrano sulla falsa linea di quanto visto per il 2023, con la prosecuzione degli squilibri geopolitici, con conflitti destinati a durare a lungo, con l’ombra della stagnazione economica che potrebbero riflettersi sulla produzione industriale e sul settore energetico. </p><p>
Vista anche l’esperienza varrebbe la pena riconsiderare l’asset allocation complessiva di portafoglio per ottenere una maggiore diversificazione. Per quanto riguarda l’aspetto della compensazione fiscale, le minus generate dagli Etf (Redditi Diversi), non sono compensabili tramite la realizzazione di plusvalenze, dividendi e interessi da Etf (redditi di capitale), ma tramite redditi della stessa tipologia, quindi plusvalenze di azioni, obbligazioni, certificati ed Etc. </p><p> </p><h2 style="text-align: left;">Meglio Etf generico o settoriale? <br /></h2><p>
Trovo la questione interessante e istruttiva. Generalmente sconsiglio i fondi settoriali (inclusi gli Etf), salvo si abbiano veramente portafogli ben strutturati e corposi e si desideri fare una puntatina su qualche settore. Ma si tratta appunto di cercar un extra-rendimento da un portafoglio che già garantisce buoni ritorni. </p><p>
Purtroppo i giornali e le stesse società che emettono e collocano i fondi spingono queste tematiche, anzi ne costruiscono ad hoc sapendo che sarà più semplice venderli sfruttando i temi trendy come il green, la robotica, l’intelligenza artificiale. </p><p>
Ci sono però diversi problemi nel sottoscrivere questi prodotti specifici. Anzitutto non è detto che il fondo replichi veramente questo settore. Caso tipico è la presenza di grandi società che hanno più business, ma immesse in questi settori con tante piccole società ne annacquano la specificità. Si immagini un’Apple inserita in un settore di nicchia, per quante società ci siano nell’Etf, Apple avrà sempre un peso rilevante e determinante. </p><p>
Poi c’è il banale fatto che quando qualcosa è di moda, vale a dire già noto al grande pubblico, in genere è già troppo tardi. Tali prodotti poi siccome sono più specialistici hanno anche costi maggiori oltre a una volatilità più accentuata.</p><p>
Il problema principale è però che un piccolo risparmiatore dovrebbe costituire un portafoglio diversificato selezionando Etf che puntino ai mercati azionari mondiali e obbligazionari, non puntar su specifici settori che è come scommettere su singoli titoli.
</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-31663563150688675602024-02-12T08:15:00.003+01:002024-03-09T17:33:30.467+01:00Investire in oro fisico: novità 2024 sulla tassazione<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim-dYFwzg6igeMiln0DsbsZGRX_eEye5d5QKxB9X5iKF5x93kmvNxT4D626noUWLAA-o3_5gsXQG8RlWKyOKIB8ULy-iVxgKjuqtVvdmHUBm87c87dPyltZ31LhKkpVS-10gr5DukXoD_nnVTJPScDed4Bd6Ahb19zup5tSZyRPx9ERaAHYCtxtiN86NtH/s445/tassazione%20oro%20fisico.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="tassazione oro fisico" border="0" data-original-height="445" data-original-width="285" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim-dYFwzg6igeMiln0DsbsZGRX_eEye5d5QKxB9X5iKF5x93kmvNxT4D626noUWLAA-o3_5gsXQG8RlWKyOKIB8ULy-iVxgKjuqtVvdmHUBm87c87dPyltZ31LhKkpVS-10gr5DukXoD_nnVTJPScDed4Bd6Ahb19zup5tSZyRPx9ERaAHYCtxtiN86NtH/w205-h320/tassazione%20oro%20fisico.jpg" width="205" /></a></div><p>Nel 2024 sono scattate importanti novità sul fronte fiscale per la compravendita di oro fisico da investimento in Italia. La manovra di bilancio approvata alla fine del 2023 ha infatti introdotto una stretta sulla tassazione. </p><p> </p><p>Ricordo anzitutto che per oro di investimento viene intesa la materia prima sotto forma di lingotti, placchette, monete, gettoni, piastre ecc. (di titolo pari o maggiore al 900 millesimi) esclusa l’oreficeria usata. Quindi sono esclusi gli oggetti di possesso quotidiano come anelli, bracciali, etc. </p><p> </p><a name='more'></a><p></p><p>
Fino al 31 dicembre scorso in mancanza di documenti che attestavano il costo di acquisto, gli eventuali guadagni erano calcolati prendendo in considerazione solo il 25% del prezzo di vendita dell’oro o dell’argento e applicando un’aliquota del 26 per cento. In sostanza la tassazione era pari al 6,5% visto che colpiva solo un quarto della plusvalenza. </p><p> </p><p>
Il disegno di legge di bilancio ha cambiato le regole del gioco: dal primo gennaio la tassazione del 26% viene applicata sul 100% della differenza tra prezzo di acquisto e vendita. Un cambiamento radicale che va ad impattare in maniera profonda sul sistema di tassazione. </p><p>
Del resto negli ultimi decenni il prezzo del metallo giallo è lievitato e quindi le plusvalenze che si possono realizzare sono diventate considerevoli anche su quantitativi di oro limitati. </p><p><br /></p><p>Il tema della conservazione dei documenti di acquisto è un tasto dolente. Approfittando anche di una tassazione agevolata la cura e la tutela dei questi atti in passato non sempre è stata puntuale e oggi chi si ritrova a dover realizzare una cospicua plusvalenza, in assenza dei documenti originali di acquisto, rischia di subire un contraccolpo maggiore. </p><p> </p><p>Con l’entrata in vigore della legge n. 7 del 17 gennaio 2000 è stato liberalizzato il possesso di oro anche per il privato. Fino ad allora il commercio di oro era assoggettato ad un regime di monopolio riservato solo all’industria manifatturiera. La tassazione più onerosa delle plusvalenze realizzate dalle cessioni di oro potrebbe spostare l’attenzione ad esempio verso l’investimento in oro finanziario (Etf). Anche se spesso chi investe in oro fisico lo fa per passione e soprattutto perché lo considera un’assicurazione in caso di gravi tracolli finanziari ove anche gli Etf potrebbero subire le conseguenze. </p><p> </p><p>
Per tutti i dettagli sull’argomento, ti rimando alla guida sulla <a href="https://amzn.to/43vhh90" rel="nofollow" target="_blank">tassazione dell'oro fisico</a>.</p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-67048153651791886452024-02-09T08:41:00.027+01:002024-02-28T13:23:47.164+01:00Tassazione Btp Italia<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh715wpU2EdBSXmiYKMsT84KZwNHHYGXSdi3MmSetGjtmnVET-r8HD7o5oPLqiOX8DM87PBEP5CuL5PPdmIR8SePjZ-nFxX6T4xdhs2HhQCUyHov77SA2dYi9yjUt1GcWJOduzRlnh-9m6li3AxCFdDkS9in2AxD-_wDoSSk990t0rMBXHIcpke_g9yNdph/s265/tasse%20btp%20italia.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="tasse btp italia" border="0" data-original-height="190" data-original-width="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh715wpU2EdBSXmiYKMsT84KZwNHHYGXSdi3MmSetGjtmnVET-r8HD7o5oPLqiOX8DM87PBEP5CuL5PPdmIR8SePjZ-nFxX6T4xdhs2HhQCUyHov77SA2dYi9yjUt1GcWJOduzRlnh-9m6li3AxCFdDkS9in2AxD-_wDoSSk990t0rMBXHIcpke_g9yNdph/s16000/tasse%20btp%20italia.jpg" /></a></div>Dopo l'articolo su come calcolare i <a href="https://banca-del-risparmio.blogspot.com/2024/01/calcolare-i-rendimenti-del-btp-italia.html" target="_blank">rendimenti del Btp Italia</a>, prendo come di consueto a riferimento alcune risposte degli esperti del Sole 24 Ore di qualche settimana fa su tematiche che possono esser utili ai lettori del blog. Oggi riporto un quesito sul tema della tassazione fiscale dei Btp Italia, i titoli di stato indicizzati all’inflazione.<p></p><p> </p><p>
Vorrei un chiarimento sul Btpi Tf 0,1% maggio 2033 (codice Isin IT0005482994). Ho acquistato 22mila euro di BTp il 26 giugno 2022 con regolamento 30 giugno 2022 al prezzo unitario di 85,51 euro con l’idea di portali a termine a scadenza. Quale può essere il rendimento del mio investimento nell’ipotesi di rivalutazione per indicizzazione del valore suddetto sia nel caso che aspettassi la scadenza sia se vendessi qualche giorno prima della pubblicazione dei dati</p><p>
<span></span></p><a name='more'></a> <p></p><p>La caratteristica principale dei BTp indicizzati all’inflazione europea, che li distingue dai BTp Italia indicizzati all’inflazione italiana, è la metodologia di rivalutazione del capitale. Nel caso del BTp Italia la rivalutazione per l’inflazione calcolata relativamente al semestre di osservazione è distribuita al detentore del titolo in occasione della cedola semestrale. Il BTp indicizzato all’inflazione europea corrisponde, invece, la rivalutazione del capitale sulla base dell’inflazione osservata in tutta la vita del titolo alla scadenza dello stesso. </p><p> </p><p>In termini fiscali la logica sottostante è la medesima, tuttavia nel caso del BTp indicizzato all’inflazione europea il ragionamento è semplificato dalla presenza di un’unica data rilevante, ovvero quella in cui avviene la pubblicazione del dato utile a conoscere l’inflazione finale corrisposta a scadenza. Di conseguenza, la rivalutazione del capitale sarà, nel caso del BTp indicizzato all’inflazione europea posseduto dal lettore, sempre reddito diverso fino alla data di pubblicazione del dato Eurostat relativo, nel caso specifico del lettore, a marzo 2033. </p><p> </p><p>Superata quella data la componente di rivalutazione diviene reddito da capitale. Ricordiamo che la tassazione resta sempre la stessa e pari al 12,5% essendo titolo di Stato; tuttavia, nel caso di redditi diversi, è possibile compensare eventuali minusvalenze pregresse. Per semplificare l’esempio, l’investitore percepirebbe unicamente la rivalutazione del capitale. Tale provento rappresenterebbe reddito diverso, quindi compensabile con minusvalenze pregresse.
</p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-91930556458458490002024-02-08T07:44:00.043+01:002024-02-08T07:44:00.131+01:00I titoli di Stato italiani: caratteristiche e tipologie<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLkxlgl6D8r22GryqtY_g5xp30hvni1RtFmy3ENaB2qUKAyvLv6t-Cc6iaNocjIv6DrXNwXfnWVQ1KJofoWEus7ta_7F6-CaI4B3XDQnnXExDXaKl3suZZhz6aEjWJt2q817YxRzFP3cda36H4xLu3jCbN45viRKWGdxatQ0or59-tVe8S0r3l_LAYeQF5/s425/Investire%20in%20obbligazioni%20libro.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Investire in obbligazioni libro" border="0" data-original-height="425" data-original-width="335" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLkxlgl6D8r22GryqtY_g5xp30hvni1RtFmy3ENaB2qUKAyvLv6t-Cc6iaNocjIv6DrXNwXfnWVQ1KJofoWEus7ta_7F6-CaI4B3XDQnnXExDXaKl3suZZhz6aEjWJt2q817YxRzFP3cda36H4xLu3jCbN45viRKWGdxatQ0or59-tVe8S0r3l_LAYeQF5/w252-h320/Investire%20in%20obbligazioni%20libro.jpg" width="252" /></a></div><p>Con questo articolo inizio una serie educational sulle obbligazioni. Molti spunti sono presi dal libro “<a href="https://amzn.to/40tfVdY" rel="nofollow" target="_blank">Investire in obbligazioni for Dummies</a>” scritto da Matteo Farci, che consiglio per aver un quadro esaustivo e completo dell'argomento. Per quanto utili i miei articoli possono chiaramente spiegare solo uno o più aspetti dei bond. </p><p> </p><p>L’emissione da parte dello Stato di obbligazioni risponde all’esigenza di finanziare il debito pubblico e avviene mediante collocamento tramite aste alle quali possono partecipare solo intermediari autorizzati. Se sono aste aperte al pubblico dei risparmiatori (retail) si può però partecipare indirettamente prenotando i titoli in banca o alle Poste (solitamente è possibile farlo online in autonomia). <span></span></p><a name='more'></a><p></p><p> </p><p>Una volta collocati in asta i titoli vengono negoziati sui mercati secondari, nello specifico sul MOT (Mercato Obbligazionario Telematico). </p><p> </p><h2 style="text-align: left;">Tipologie di titoli di Stato <br /></h2><p>Le tipologie di titoli emessi a oggi dallo Stato italiano sono otto: </p><ol style="text-align: left;"><li> i BOT (Buoni Ordinari del Tesoro), </li><li>i CTZ (Certificati del Tesoro Zero-coupon), </li><li>i BTP (Buoni del Tesoro Poliennali), </li><li>i BTPItalia (Buoni del Tesoro Poliennali indicizzati all’inflazione Italiana), </li><li>i BTP€i (Buoni del Tesoro Poliennali indicizzati all’inflazione europea), </li><li>i BTP Futura, </li><li> i Btp Valore</li><li> CCT (Certificati di Credito del Tesoro) e i CCTeu (Certificati di Credito del Tesoro indicizzati all’EUribor)
</li></ol><p>A essi è applicata una tassazione agevolata sugli interessi pari al 12,50%. Analizziamo i titoli principali. </p><p> </p><h2 style="text-align: left;">BOT (Buoni Ordinari del Tesoro) </h2><p>
I BOT sono titoli privi di cedola, con durate, stabilite in giorni nei decreti di emissione, all’incirca di 3, 6 e 12 mesi. Sono emessi sotto la pari, a un prezzo inferiore al valore nominale, e il collocamento si effettua due volte al mese mediante il meccanismo dell’asta competitiva (significa che il prezzo viene fissato in asta in base alle migliori offerte). </p><p> </p><p>
Gli investitori possono acquistare i BOT, per un taglio minimo di 1000 euro (o multipli), rivolgendosi agli intermediari autorizzati a partecipare alle aste e pagando una commissione per il servizio reso. Il prezzo a cui i risparmiatori acquistano i BOT, avendo proceduto alla prenotazione dei titoli entro il giorno prima dell’emissione, è pari al prezzo medio ponderato d’asta. A questo prezzo devono essere sommate la commissione di negoziazione, alla quale il Ministero del Tesoro ha stabilito un tetto massimo in relazione alla durata residua dei Buoni, e l’imposta di bollo. </p><p> </p><h2 style="text-align: left;">
I CCT (Certificati di Credito del Tesoro) </h2><p>
I CCT sono titoli obbligazionari a medio-lungo termine (durata pari a 7 anni), con cedole variabili, semestrali, indicizzate al rendimento dei BOT a 6 mesi. Il meccanismo di indicizzazione prevede che il tasso cedolare sia determinato considerando il rendimento lordo semplice annuo registrato dai BOT a 6 mesi nell’ultima asta che precede l’inizio della maturazione della cedola del CCT; a questo valore è aggiunto uno spread (attualmente pari allo 0,15%, ovvero 15 punti base) che premia il rischio dovuto alla durata maggiore dell’investimento. </p><p> </p><p>
Il titolo è negli ultimi tempi sostituito dal CCTeu in cui l’indicizzazione è legata all’indice Euribor. </p><p> </p><h2 style="text-align: left;">I BTP (Buoni del Tesoro Poliennali) </h2><p>
I BTP sono titoli di debito a lungo termine, con durate di 3, 5, 10, 15 e 30 anni, che pagano cedole semestrali a un tasso cedolare fisso, il quale viene stabilito al momento dell’emissione e rimane invariato fino alla scadenza contrattuale. Nell’asta di metà mese sono offerti solitamente i titoli a scadenza quinquennale, mentre nell’asta di fine mese quelli a scadenze triennale e decennale. È possibile che in fase d’asta siano riproposti BTP già offerti in aste precedenti: in questi casi si parla tecnicamente di “riaperture” e lo scopo è quello di rendere più liquido il mercato, immettendo in circolazione maggiori quantità di titoli con identiche caratteristiche e scadenze. </p><p> </p><p>I BTP sono titoli che rispondono alle esigenze di investimento di risparmiatori con bassa propensione al rischio e un ampio orizzonte temporale di riferimento; garantiscono flussi cedolari certi e di ammontare predeterminato e, inoltre, il livello di liquidità del mercato consente agevolmente la loro negoziazione prima della scadenza, restando inteso che in tal caso il risparmiatore si espone agli effetti di una eventuale variazione dei tassi di interesse che si riflette sul prezzo di vendita/acquisto del titolo. </p><p> </p><h2 style="text-align: left;">
I BTP€i (Buoni del Tesoro Poliennali indicizzati all’inflazione europea) </h2><p>
Il BTP indicizzato all’inflazione europea è un titolo di Stato con scadenze di 5, 10, 15 e 30 anni, con cedole variabili posticipate, semestrali, indicizzate all’Indice Armonizzato dei Prezzi al Consumo, calcolato dall’Eurostat (escluso il tabacco). Esso fornisce all’investitore una protezione contro l’aumento del livello dei prezzi, essendo sia il capitale rimborsato a scadenza sia le cedole pagate semestralmente, rivalutati sulla base dell’inflazione dell’area euro. </p><p> </p><h2 style="text-align: left;">
Il BTP€Italia (Buoni del Tesoro Poliennali indicizzati all’inflazione Italiana) </h2><p>
Il BTP€Italia si caratterizza per il fatto che sia le cedole, pagate semestralmente, sia il capitale, la cui rivalutazione viene anch’essa corrisposta semestralmente, sono rivalutati in base all’inflazione italiana, misurata dall’ISTAT attraverso l’indice nazionale dei prezzi al consumo per famiglie di operai e impiegati (FOI) con esclusione dei tabacchi. Il titolo di Stato in questione mira a fornire all’investitore una protezione contro l’aumento del livello dei prezzi italiani. </p><p> </p><p>
Il meccanismo di indicizzazione utilizzato è il seguente: ogni 6 mesi è riconosciuto al detentore il recupero della perdita del potere di acquisto realizzatasi in quel periodo, attraverso il pagamento della rivalutazione semestrale del capitale sottoscritto. Inoltre, le cedole, anch’esse pagate semestralmente, garantiscono un rendimento minimo costante in termini reali. Infatti, l’ammontare di ciascuna cedola è calcolato moltiplicando la metà del tasso di interesse reale cedolare annuale fisso, stabilito all’emissione, per il capitale sottoscritto rivalutato sulla base dell’inflazione verificatasi su base semestrale. </p><p><br /></p><p>Per saperne di più sull'investimento in titoli di stato e obbligazioni in genere, ti rimando appunto a “<a href="https://amzn.to/40tfVdY" rel="nofollow" target="_blank">Investire in obbligazioni for Dummies</a>”.</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0tag:blogger.com,1999:blog-4657579544038573175.post-26975683929043518342024-02-07T08:41:00.031+01:002024-02-07T08:41:00.291+01:00Perché gli italiani investono nei certificates?<p>Con questo articolo si apre una serie dedicata ai certificates o certificati di investimento, prodotti derivati che negli ultimi due anni hanno avuto un boom anche presso i piccoli risparmiatori, una categoria che difficilmente è in grado di comprendere appieno le caratteristiche di questi prodotti. In questo articolo introduttivo spiegherò le ragioni di questo successo, nei prossimi mi dedicherò ai rischi e ai costi di questi strumenti finanziari.</p><p><br /></p><p>Nel 2023 sono stati collocati sul mercato certificati d’investimento per un controvalore di 25,7 miliardi di euro. Si è superato ampiamente il record storico di 17,1 miliardi nel 2019, con un crescita del +59% rispetto al 2022. In percentuale è aumentato meno il numero di prodotti. +21% rispetto al 2022, segno che i collocamenti sono stati più massicci. <span></span></p><a name='more'></a><p></p><p>
Quali sono le ragioni di questo trend? E soprattutto: chi è che lo spinge? </p><p> </p><h2 style="text-align: left;">Cosa sono i certificati di investimento<br /></h2><p>
I certificati di investimento sono strumenti derivati non semplici da capire per il piccolo risparmiatore. Come è possibile quindi che li abbiano acquistati in massa?</p><p> </p><p>
Analizziamo meglio il trend in corso. I certificates si suddividono in 4 categorie: capitale protetto, condizionatamente protetto, non protetto e a leva. </p><p>
I primi due sono collocati da banche e promotori ai loro clienti, gli altri due invece direttamente sul secondario, sottoscritti quindi da investitori consapevoli che agiscono spesso autonomamente. </p><p><br /></p><p>Il trend di crescita di questi strumenti ha riguardato soprattutto l’emissione di certificati a capitale protetto (70% del totale) e in seconda battuta quelli a capitale condizionatamente protetto (25%): una situazione capovolta rispetto ad appena due anni fa. Quasi tutto il mercato quindi è fatto tramite la presenza di un intermediario che colloca il prodotto. </p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg2Wedjss0S6AUBeKePYj8oIb89IcrQCuILVyUFY1wP2ELIrHnp3Z7t87armM5MyYmE0vdsq1gjogilhlg2qceDwBb822k1tu2z69HVtFu8LfjmS7dpdOPkKcrCPOgQSviPBH7rxC7exZVKy7rKxId78WCutR6Y48a3fDawN-dK2-PNpB_ripz2waLX8qO/s573/opinioni%20investimento%20certificati.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="opiniomi certificati di investimento" border="0" data-original-height="310" data-original-width="573" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg2Wedjss0S6AUBeKePYj8oIb89IcrQCuILVyUFY1wP2ELIrHnp3Z7t87armM5MyYmE0vdsq1gjogilhlg2qceDwBb822k1tu2z69HVtFu8LfjmS7dpdOPkKcrCPOgQSviPBH7rxC7exZVKy7rKxId78WCutR6Y48a3fDawN-dK2-PNpB_ripz2waLX8qO/w400-h216/opinioni%20investimento%20certificati.jpg" width="400" /></a></div><br /> <p></p><p>
In particolare il collocamento dei capitale protetto avviene prevalentemente attraverso il canale bancario mentre quelli a capitale condizionatamente protetto soprattutto grazie a consulenti finanziari e private banker e sono rivolti a quegli investitori che, accettando un grado di rischio un po’ superiore. </p><p> </p><p>Ma perché gli intermediari spingono ora questi prodotti? Se andiamo a veder meglio i trend macro vediamo come il 2023 sia stato un anno negativo per il risparmio gestito (fondi di investimento). Con la risalita dei tassi il risparmiatore italiano ha abbandonato i fondi ed è tornato sui Btp e i Bot. </p><p> </p><p>Come si sono difese le banche? Offrendo uno strumento che unisse alla parola protezione del capitale la possibilità di ottenere delle cedole. </p><p><br /></p><p>Nei prossimi articoli spiegherò come però questa formula presenti sia dei rischi che non vengono spiegati o colti dal risparmiatore medio sia soprattutto costi elevati. Nel momento in cui sottoscrivi un certificato allo sportello stai pagando una commissione. Il problema è che questa è implicita per cui non la paghi direttamente e se non guardi bene i documenti (come purtroppo fa la maggioranza dei risparmiatori che si fidano ancora della banca) non te ne accorgi. </p><p><br /></p><p>Cosa significa costo implicito. Che invece di farti acquistare a 100 e pagare un costo di 4, ti fanno acquistare a 100 qualcosa che ne vale 96. Ma tu non sei in grado di saperne il valore perché non sei esperto di finanza. </p><p><br /></p><p>Nei prossimi articoli vedremo meglio caratteristiche, rischi e costi dei certificates. Il mio consiglio è di evitarli se non li conosci, se sei invece interessato leggi un libro che ti dà un quadro completo. </p><p>
Ti invito a leggere:</p><ol style="text-align: left;"><li>
<a href="https://amzn.to/3Racmqq" rel="nofollow" target="_blank">I certificati di investimento</a>. Come Giovanni Borsi sceglie i migliori - Giovanni è sicuramente il maggior esperto italiano in questo ambito </li><li><a href="https://amzn.to/3PsSMod " rel="nofollow" target="_blank">Investire con i certificati</a>
di Gabriele Belelli. Gabriele è un consulente finanziario, molto noto
per la sua presenza online e spesso parla anche di certificati </li></ol><p> </p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p>Luca di Banca del Risparmiohttp://www.blogger.com/profile/17515837130323030515noreply@blogger.com0