Ricerca avanzata

Ciao,
a occhio direi che le ultime due voci, che suppongo siano cronologicamente molto ravvicinate, possano essere invertite, prova un refresh della pagina al prossimo accesso.
Giampaolo

Allegato

Salve,

nuovo su questo forum

Come si evince qui di seguito, ho fatto domanda di pensione di vecchiaia in cumulo nel lontano Settembre 2024 e dopo tanti mesi di silenzio, ho ricevuto il seguente aggiornamento.

Se da un lato sono felice di vedere che le cose si muovono, mi lascia perplesso l'ultimo aggiornamento (In lavorazione (trattazione in via definitiva) In istruttoria).

Cosa vuol dire? Un passo avanti e due indietro?

Grazie

Maurizio


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[/img]

buongiorno anchio mi trovo questa voce per il 2024 e 2025,qualcuno puo darci chiarimenti?

JackBurton ha scritto:

Nel tuo caso il cumulo è disciplinato dal Dlgs 184/1997 ( cumulo per i contributivi ) non dal cumulo del 2012/2017 e puoi andare con il requisito, ad oggi, dei 64 anni e 20 anni di contributi. Ma per l'importo soglia non puoi conteggiare i contributi presso le casse professionali.
 

Grazie della risposta. Al di là dell’importo soglia se vado con il requisito ad oggi dei 64 anni / 20 anni di contributi che fine fanno i contributi inarcassa? Li devo ricongiungere in forma onerosa?

Anche se non rientra nella categoria pensioni la domanda, la risposta é negativa.
Fate nucleo unico, si potrebbe eventualmente dividere solo se ci fosse una divisione catastale all'interno dell'abitazione,abbastanza complesso.
Purtroppo é cosi.

Il 14 marzo 2025 e morta la mia moglie. Fino a questa data eravamo un nucleo familiare costituito da 2 persone, 2 pensionati in regime di comunione dei beni. Conforme al testamento, la meta della casa di abitazione e passata alla nostra figlia. Dopo tutte le procedure notarile, e spazio abitativo permettendo, la mia figlia con il suo nucleo familiare composto da 3 persone si è trasferita nella casa nostra. Adesso, sotto stesso tetto ci siamo trovati una familia anagrafica allargata, composta da due nuclei familiari, il nucleo della mia figlia, ed io, vedovo, come superstite del nostro nucleo familiare. La mia domanda è: posso considerarmi un nucleo familiare ai fini ISEE a parte, e di non confluire nel nucleo familiare della figlia? E se la risposta è affermativa, quale atto normativo lo ammette?

La risposta è affermativa. L'autorizzazione ai contributi volontari è preclusa ai titolari di pensione diretta, ma non a coloro che percepiscono assegno sociale.

Buon pomeriggio, una titolare di assegno sociale, le mancano 74 settimane per raggiungere i 20 anni per la pensione di vecchiaia, puo' versare i contributi volontari per coprirle?
E' compatibile l'assegno sociale con il versamento dei contributi volontari?
Grazie

Nel tuo caso il cumulo è disciplinato dal Dlgs 184/1997 ( cumulo per i contributivi ) non dal cumulo del 2012/2017 e puoi andare con il requisito, ad oggi, dei 64 anni e 20 anni di contributi. Ma per l'importo soglia non puoi conteggiare i contributi presso le casse professionali.

Up

Anche io ero un po’ confuso su come sarebbero cambiate le regole per chi matura il diritto adesso o tra qualche anno. Alla fine mi sto preparando per tempo, controllando anche l’impatto fiscale perché cambia parecchio tra lordo e netto, specie in vista della pensione.

Per curiosità ho simulato il calcolo su calcolo-stipendionetto.it e almeno mi ha dato un’idea di quanto effettivamente resterebbe in tasca. Speriamo davvero che la cristallizzazione del diritto venga rispettata per chi matura entro il 2024 come dite.
Grazie a tutti per le spiegazioni chiarissime!

Il problema potrebbe riguardare altri aspetti, mi sembra strano.

Tranne convenzioni bilaterali particolari, le pensioni da lavoro privato ed autonome sono tassate nel paese di residenza.

Quelle pubbliche nel paese di erogazione.

Ti consiglio di rivolgerti al Patronato che sicuramente è presente in Thai.

Ciao Mario,
mi dispiace davvero per la diagnosi. Per quanto riguarda eventuali indennizzi o benefici, puoi valutare due strade principali:

Riconoscimento dell’invalidità civile — puoi fare domanda all’INPS per il riconoscimento dell’invalidità legata al glaucoma. In base alla gravità del danno visivo, potrebbero riconoscerti una percentuale di invalidità che dà diritto a prestazioni economiche o agevolazioni (esenzioni ticket, agevolazioni fiscali, ecc.).

Legge 104 o handicap — sempre tramite INPS, se la patologia comporta una riduzione significativa dell’autonomia o della vita sociale, puoi chiedere anche l’accertamento per la Legge 104.

Per partire, il consiglio è:

vai dal tuo medico di famiglia, che compilerà il certificato medico introduttivo telematico necessario per fare domanda all’INPS;

dopodiché potrai presentare online (o tramite patronato) la richiesta per la visita di accertamento.

Se vuoi, puoi anche rivolgerti direttamente a un patronato (gratuito) che ti seguirà in tutta la pratica.

Ciao Roby,
sei stato chiarissimo, tranquillo.
Purtroppo la questione è proprio legata al tipo di pensione e al codice gestionale (in questo caso VOCom, che indica pensioni INPS dei lavoratori del settore privato). In generale, l’Italia applica la tassazione alla fonte sulle pensioni erogate dall’INPS, e per molte convenzioni contro la doppia imposizione (compresa quella tra Italia e Thailandia) è previsto che la tassazione resti comunque al Paese che eroga la pensione, quindi l’Italia.

Di solito la possibilità di essere tassati solo nel Paese di residenza estero si applica per pensioni pubbliche, o in certi casi specifici se la convenzione lo prevede. Con le pensioni da lavoro privato (come nel tuo caso) spesso continua a valere la tassazione italiana.

Hai fatto comunque bene a sentire sia il commercialista sia l’INPS per avere conferma. Se vuoi approfondire ulteriormente, puoi rivolgerti anche a un patronato o a un consulente fiscale esperto in pensionati residenti all’estero: magari trovano qualche interpretazione o agevolazione aggiuntiva.

In bocca al lupo e goditi la Thailandia!