Le guide des donations et des successions 2016: donations et testaments. assurance-vie. démembrement. déclaration de succession. indivision et partage. successions internationales. collectif lire le pdf // baysportfishing.net
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Gestion de patrimoine - Page 7 - Droit - Livre, BD.

Le guide des donations et des successions 2016 Donations et testaments. Assurance-vie. Démembrement. Déclaration de succession. Indivision et partage. Successions internationales. Assurance-vie. Démembrement. La déclaration de succession est une étape obligatoire, sanctionnée pécuniairement. La déclaration de succession permet à l'administration de procéder aux calculs des droits de succession et d'enclencher leur recouvrement. Le décès d'un proche entraîne d'autres formalités pour la succession. Donner un bien de votre vivant est un moyen de planifier votre succession, d’éviter des discussions et des mésententes familiales une fois que vous ne serez plus là, d’organiser le partage, partiel ou total, de vos biens, et parfois, de réduire les droits de succession que vos héritiers devront payer à votre décès, ou encore d’assurer une continuité à votre entreprise familiale.

Payer les droits de succession. Lorsque vous héritez, vous devez, après avoir procédé au règlement de la succession, déclarer celle-ci et payer des droits de succession impôt. La transmission des biens du défunt n’est pas gratuite: le barème fiscal varie entre 5 et 60 % selon le degré de. Domicile fiscal et droits de succession. Lorsque le défunt était domicilié fiscalement en France, le bénéficiaire est soumis aux droits de succession sur tous les biens reçus biens meubles et immeubles, qu’ils soient situés en France ou à l’étranger, sauf dans le cas de clauses internationales contraires. Si le défunt était domicilié fiscalement à l’étranger, l.

Déclaration de succession. Droits d'enregistrement et de timbre. La succession d'une personne s'ouvre à son décès. Si vous acceptez la succession, le dépôt d'une déclaration est obligatoire. Toutefois, une dispense de dépôt est prévue dans certains cas voir aussi les formulaires n° 2705-A, 2705-S, 2705-NOT.</plaintext> Evitez les écueils des successions franco-portugaises. Par Olivier Lecomte, notaire à Carrières-sur-Seine et Guillaume Ciceron, collaborateur, membres du Groupe Monassier. Succession. Lorsqu’une personne décède, il faut aussi régler les questions d'héritage. Vous trouverez ici l’essentiel sur le thème de la succession, à qui vous pouvez vous adresser et à.</p> <p>Droits de succession et de donation entre parents jusqu’au 4e degré inclus au 1er janvier 2019: Abattements: taux: Tranches après abttement À un neveu ou nièce: 7 967 € Autre parent: 1 594 €, uniquement pour les successions Don d’argent: abattement supplémentaire de 31 865 € si le donateur a moins de 80 ans pour un don aux neveux et nièces majeurs ou pour un don aux. Les successions internationales sont de plus en plus fréquentes, et le règlement de la succession peut s’en trouver d’autant plus délicat. Publié le 16/07. Assurance vie: qu’est-ce que la clause bénéficiaire ? Souscripteur d’un contrat d’assurance vie, vous souhaitez désigner les personnes qui percevront son capital à l’occasion de votre décès ? Vous vous interrogez sur.</p> <h2>SuccessionLe guide pratique.</h2> <p>ENR - Mutations à titre gratuit - Successions - Assiette - Déduction du passif. 1. Pour la liquidation et le paiement des droits de mutation par décès, les dettes à la charge du défunt sont déduites de l'actif héréditaire, lorsque leur existence au jour de l'ouverture de la succession est dûment justifiée, par tous modes de preuve compatibles avec la procédure écrite code. L’assurance-vie « hors succession » L'assurance-vie est un contrat garantissant le versement d'un capital ou d'une rente à un bénéficiaire désigné. Lorsque le décès intervient, les capitaux transmis n’entrent pas dans le calcul de la succession. L’actif n’est pas pris en compte pour le calcul des droits de succession dus par. Droits de succession sur l'assurance vie. Les contrats d'assurance-vie ouverts avant le 20 novembre 1991 sont exonérés de droits de succession. Pour les contrats d'assurance-vie postérieurs, seules les primes ayant été versées par la personne décédée après l'âge de 70 ans sont prises en compte dans le calcul de l'impôt à payer. A noter que les prélèvements forfaitaires s. Prise de possession et partage de la succession; Déclaration fiscale de succession; Je planifie ma succession; Droits de succession; Mandat extrajudiciaire et protection judiciaire; Immobilier Immobilier Start. Actualités Questions – réponses FAQ Publications Notaire TV VENTE/ ACHAT: GENERALITES; Le logement, un droit élémentaire; La famille et le logement; ACHETER UN IMMEUBLE; Calc. En cas de donation entre époux ou partenaires de pacs, le donataire celui qui reçoit doit payer des droits de donation si la valeur du patrimoine transmis excède un abattement. Ces droits sont calculés sur la part excédentaire, selon un barème progressif.</p><img 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alt="Le guide des donations et des successions 2016: donations et testaments. assurance-vie. démembrement. déclaration de succession. indivision et partage. successions internationales. collectif lire le pdf" title="Le guide des donations et des successions 2016: donations et testaments. assurance-vie. démembrement. déclaration de succession. indivision et partage. successions internationales. collectif lire le pdf" width="475"/> <p>La déclaration de succession doit être déposée dans le délai maximum de 6 mois du. o Les successions de militaires décédés en opérations extérieures, de sapeurs-pompiers décédés en opérations de secours, de policiers, de gendarmes et d’agents des douanes décédés dans le cadre de leur mission. Une condition doit être respectée: l'actif héréditaire, quel qu'en soit le. effectuer le partage de la succession. Lire aussi:. déclaration de la succession, partage de la succession. L'arrêté du 27 février 2018 fixant les tarifs réglementés des notaires a reconduit ce barème jusqu'au 29 février 2020. Actes. Valeur du bien. Tranche de l'assiette. Coût; Barème des émoluments succession à compter de mai 2016 Acte de notoriété 57,69€ 69,23€ TTC. Qu’il s’agisse de préparer sa succession ou de gérer un héritage suite à un décès, il vaut mieux maîtriser le vocabulaire employé dans ce domaine. Découvrez la signification des. Barème de transmission pour les successions et donations à des membres de la famille jusqu’au 4ème degré neveux, cousins. Barème 2020 pour les successions/donations à des tiers ou au concubin! Barème de transmission pour les successions et donations entre enfant et parent. Le barème fiscal est le même que ce soit pour les donations ou les succession quand on transmet à des.</p> <h3>Hériter en Suisse - ch.ch.</h3> <p>réformes de la fiscalité des donations et des successions. Elle présente, de façon exhaustive et approfondie, toutes les missions que vous êtes susceptible de confier à un notaire, lors d'un achat immobilier, d'une donation, du règlement d'une succession, de la rédaction d'un contrat de mariage, d'un bail ou d'un testament. Pour tous ces actes importants de votre vie, vous disposerez. Alors que c'est le droit du pays de résidence de l'héritier, voici quelles sont les règles qui s'appliquent, en l'absence de testament, au Portugal. Succession et procédure d’héritage. Au décès d’une personne, la dévolution successorale de son patrimoine répond à des règles strictes qu’il est préférable de respecter pour éviter des soucis familiaux ou des difficultés avec le fisc. Le décès, mais également l’absence judiciairement déclarée ou la disparition d’une personne, autorisent l’ouverture de sa succession. III. Portée de l'exonération. 410. L'article 787 B du CGI exonère de droits de mutation à titre gratuit, à concurrence de 75 % de leur valeur, les parts ou actions transmises répondant aux conditions exposées aux I et II § 10 à 400. Par ailleurs, le bénéfice de l’exonération partielle est cumulable sous certaines conditions avec la réduction de droits prévue à l’article 790.</p><p><a href="/les-meilleures-recettes-de-poissons-de-mer-raymonde-charlon-t-l-charger-pour-kindle">Les meilleures recettes de poissons de mer raymonde charlon télécharger pour Kindle</a> <br /><a href="/les-vangiles-les-quatre-matthieu-marc-luc-jean-jeanne-d-arc-lire-ebook-en-ligne">Les évangiles les quatre : matthieu marc luc jean jeanne d'arc lire ebook en ligne</a> <br /><a href="/fabrication-de-l-ameublement---convention-collective-nationale-tendue---17-me-dition---brochure-n-3155---idcc-1411-journaux-officiels-lire-un-manuel">Fabrication de l'ameublement - convention collective nationale étendue - 17ème édition - brochure n°3155 - idcc : 1411 journaux officiels lire un manuel</a> <br /><a href="/long-john-silver-tome-1---lady-vivian-hastings-xavier-dorison-et-mathieu-lauffray-lire-un-livre">Long john silver – tome 1 - lady vivian hastings xavier dorison et mathieu lauffray lire un livre</a> <br /><a href="/la-science-de-la-nutrition-iwan-glain-liens-de-t-l-chargement-direct">La science de la nutrition iwan glain liens de téléchargement direct</a> <br /><a href="/football-2009-jacques-hennaux-et-collectif-lecture-livre-en-ligne-juridique">Football 2009 jacques hennaux et collectif lecture livre en ligne juridique</a> <br /><a href="/conan-le-cimm-rien---chim-res-de-fer-dans-la-clart-lunaire-n-b-dition-sp-ciale-noir-blanc-virginie-augustin-et-robert-e-howard-lire-le-pdf">Conan le cimmérien - 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