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	<title>Archives des Fiscalité Suisse - NeoLiance Sàrl</title>
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		<title>Déduction des frais de gestion : une astuce fiscale pour réduire votre charge d&#8217;impôt</title>
		<link>https://www.neoliance.ch/deduction-des-frais-de-gestion-une-astuce-fiscale-pour-reduire-votre-charge-dimpot/</link>
		
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		<pubDate>Mon, 10 Mar 2025 08:00:35 +0000</pubDate>
				<category><![CDATA[Fiscalité]]></category>
		<category><![CDATA[Fiscalité Suisse]]></category>
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					<description><![CDATA[<p>L’article <a href="https://www.neoliance.ch/deduction-des-frais-de-gestion-une-astuce-fiscale-pour-reduire-votre-charge-dimpot/">Déduction des frais de gestion : une astuce fiscale pour réduire votre charge d&rsquo;impôt</a> est apparu en premier sur <a href="https://www.neoliance.ch">NeoLiance Sàrl</a>.</p>
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				<div class="et_pb_text_inner"><p><strong>Déduction des Frais de Gestion pour les Portefeuilles d’Investissement </strong></p>
<p>Dans cet article, nous allons examiner en détail les possibilités de déduction des frais de gestion pour les portefeuilles d’investissement dans le cadre de la déclaration fiscale 2025 (sur la période 2024) dans le canton de Genève.</p>
<p>Nous aborderons les types de frais déductibles, les justificatifs nécessaires, et les étapes pour déclarer ces montants. Enfin, un exemple chiffré illustrera l’impact fiscal potentiel pour un contribuable ayant une tranche marginale d’imposition élevée.</p>
<p><strong> </strong><strong>Les Frais de Gestion Déductibles : Ce que Dit la Loi</strong></p>
<p><strong>Catégories de Frais Déductibles</strong></p>
<p>Selon les directives fiscales en vigueur dans le canton de Genève, plusieurs catégories de frais liés à la gestion des portefeuilles d’investissement sont déductibles. Ces frais incluent principalement :</p>
<ol>
<li><strong>Les droits de garde et frais ordinaires</strong> : ces frais concernent l’administration des titres placés sous dépôt auprès d’un établissement bancaire.</li>
<li><strong>Les frais d’encaissement de coupons et d’affidavit</strong> : ces coûts sont liés à la collecte des revenus des investissements tels que les dividendes ou intérêts.</li>
<li><strong>Les frais de gestion</strong> : ils sont déductibles à hauteur de 50 % des montants facturés par une société de gestion ou une banque pour l’administration active des investissements.</li>
<li><strong>Les frais intégrés (flat fees ou all-in fees)</strong> : ces forfaits globaux couvrant divers services sont déductibles à hauteur de 45 %.</li>
<li><strong>Les frais d’établissement des relevés fiscaux</strong> : ces coûts administratifs sont également admissibles pour la déduction fiscale.</li>
<li><strong>Les frais de location de coffre-fort (safe)</strong> : si vous utilisez un coffre-fort pour conserver vos titres ou autres actifs financiers, ces dépenses peuvent être incluses dans votre déclaration fiscale.</li>
</ol>
<p><strong> </strong><strong>Frais Non Déductibles</strong></p>
<p>En revanche, certains frais ne sont pas éligibles à la déduction fiscale, notamment :</p>
<ol>
<li>Les commissions d’achat et de vente de titres.</li>
<li>Les frais de courtage et taxes sur les transactions.</li>
<li>Les frais liés au travail personnel du contribuable.</li>
<li>Les commissions de performance visant à augmenter la fortune.</li>
<li>Les frais pour l’établissement même de la déclaration fiscale.</li>
</ol>
<p>Ces exclusions visent à limiter les déductions aux dépenses nécessaires à la conservation et à l’administration des actifs, sans inclure les coûts liés aux activités spéculatives ou aux services personnels.</p>
<p><strong> </strong><strong>Justificatifs Nécessaires et Processus Déclaratif</strong></p>
<p>Pour justifier les déductions fiscales liées aux frais de gestion, il est essentiel de conserver et soumettre les documents suivants :</p>
<ol>
<li><strong>Relevés bancaires détaillés</strong> : Ces relevés doivent indiquer clairement les droits de garde, les frais d’encaissement, et autres charges admissibles.</li>
<li><strong>Factures trimestrielles ou annuelles</strong> : Elles doivent provenir directement des banques ou sociétés de gestion et détailler les montants facturés pour chaque type de service (gestion active, droits de garde, etc.).</li>
<li><strong>Relevés fiscaux spécifiques</strong> : Ces documents fournis par votre banque regroupent toutes les informations nécessaires sur vos revenus imposables et vos charges déductibles.</li>
</ol>
<p>Il est crucial de noter que le relevé fiscal envoyé par votre banque ne mentionne pas toujours automatiquement les frais de gestion. Par conséquent, il revient au contribuable d’effectuer ce calcul manuellement en se basant sur ses relevés trimestriels ou annuels.</p>
<p><strong> </strong><strong>Étapes pour Déclarer les Montants</strong></p>
<ol>
<li><strong>Identification des Frais Déductibles</strong> : Analysez vos relevés bancaires pour identifier les montants admissibles selon les critères mentionnés ci-dessus.</li>
<li><strong>Calcul des Proportions Applicables</strong> : Appliquez les taux spécifiques (50 % pour les frais de gestion, 45 % pour les flat fees) afin d’obtenir le montant réellement déductible.</li>
<li><strong>Report dans la Déclaration Fiscale</strong> :</li>
</ol>
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alt="" /></p>
<ol>
<ul>
<li>Dans le formulaire fiscal genevois (disponible sur <a href="https://www.getax.ch">GeTax</a>), reportez ces montants dans la section dédiée à « <a href="https://www.getax.ch/support/guide/declaration2024/F4-Relevesfiscaux.html">Etat des titres et demande d&rsquo;imputations / F4 &#8211; Relevés fiscaux</a>« .</li>
<li>Indiquez également le nom de l’établissement bancaire et le numéro du dépôt correspondant comme requis par le formulaire.</li>
</ul>
</ol>
<p><strong> </strong><strong>Exemple Pratique : Impact Fiscal pour un Contribuable à Tranche Marginale Élevée</strong></p>
<p>Prenons l’exemple d’un contribuable ayant une tranche marginale d’imposition élevée (40 %) avec un portefeuille géré par une banque facturant 10 000 CHF par an en frais totaux.</p>
<ol>
<li><strong>Frais Totaux Facturés</strong> : 10 000 CHF.</li>
<li><strong>Frais Déductibles Calculés</strong> :</li>
<ul>
<li>Frais de gestion (50 %) = 5 000 CHF.</li>
<li>Économie fiscale = 40%×5000 = 2 000 CHF.</li>
</ul>
</ol>
<p>Ainsi, ce contribuable pourrait économiser jusqu’à 2 000 CHF sur son impôt annuel grâce à cette déduction.</p>
<p><strong> </strong></p>
<p><strong>Conclusion </strong></p>
<p>La déduction des frais liés à la gestion des portefeuilles d’investissement représente une opportunité significative pour réduire votre charge fiscale annuelle, surtout si vous êtes dans une tranche marginale élevée.</p>
<p>Cependant, cela nécessite une compréhension claire des règles fiscales et une préparation minutieuse. Nous travaillons en partenariat avec des fiscalistes pour maximiser vos économies fiscales tout en garantissant votre conformité légale.</p>
<p>Si vous souhaitez optimiser votre déclaration fiscale ou avez besoin d’un accompagnement personnalisé, n’hésitez pas à nous <a href="https://www.neoliance.ch/#contact">contacter</a> dès aujourd’hui.</p>
<p>&nbsp;</p></div>
			</div>
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			</div>
<p>L’article <a href="https://www.neoliance.ch/deduction-des-frais-de-gestion-une-astuce-fiscale-pour-reduire-votre-charge-dimpot/">Déduction des frais de gestion : une astuce fiscale pour réduire votre charge d&rsquo;impôt</a> est apparu en premier sur <a href="https://www.neoliance.ch">NeoLiance Sàrl</a>.</p>
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