Nous répondons à ces deux questions dans le présent article et nous évoquons également l’intérêt de la SAS à l’IR et les dispositifs d’épargne salariale pour le dirigeant
Cet article, qui est la compilation de posts publiés sur LinkedIn, a été mis à jour le 29 mars 2023 avec le taux des cotisations 2023 et le barème de l’IR 2022.
Quel régime social ? :
TNS sans hésitation.
La formule parfois préconisée du tout dividende (sauf une très faible rémunération permettant de valider 4 trimestres pour la retraite) en SAS n’atteint pas, en général, l’efficacité du tout rémunération en TNS.
En tout état de cause, la formule rémunération TNS avec dividendes optimisés et systématiquement plus favorable que la rémunération AS avec dividendes optimisés.
Rémunération ou dividendes ? :
Dividendes à partir de 120 K€ en général pour un couple à ajuster en fonction de la situation du foyer fiscal.
Faut-il éviter le statut TNS pour pouvoir se verser des dividendes non soumis à charges sociales ? :
Réponse contre intuitive : Surtout pas, compte tenu de la déductibilité des charges sociales et de leur taux limité à 20% à partir du niveau de revenu où la flat tax devient véritablement intéressante.
Ceci sous réserve de gérer correctement la rémunération du dirigeant et la déductibilité des charges sociales sur dividendes, les charges sociales sur dividendes sont mêmes avantageuses.
Au contraire dans certains cas, le taux d’imposition passe de 30% à 26%.
Cet article a pour objet de démontrer, par des exemples, le bienfondé de ces affirmations.
Depuis 2013, l’année de mise en place du dispositif d’assujettissement des dividendes aux charges sociales pour les dirigeants TNS, nous n’avons cessé d’affirmer que cette nouvelle disposition n’était pas systématiquement défavorable. Sur ce point, nous vous renvoyons à notre article ancien mais toujours d’actualité « Charges sociales sur dividendes, la transformation en SAS, fausse bonne idée »
Depuis 2018, la hausse de la CSG compensée par une baisse corrélative de certaines cotisations sociales, renforce de bienfondé de ce point de vue, qui commence à être partagé.
Pourtant aujourd’hui encore, nombre de dirigeants ont le réflexe de recourir à la SAS dans le but de se verser des dividendes sans charges sociales. Ils se privent ainsi du régime favorable TNS en termes de cotisations sociales. Certains préconisent une rémunération exclusive ou quasi exclusive en dividendes (dont une faible rémunération soumise à charges sociales permettant de valider 4 trimestres par an ouvrant droit à la retraite de base). Mais cette solution omet le fait qu’une rémunération représente une charge déductible de l’IS, qu’elle bénéficie de la déduction de 10% jusqu’à environ 130 K€ et est soumise aux tranches d’imposition les plus faibles du barème de l’IR, dont il serait inopportun de se priver.
Les exemples exposés ci-après confirment l’assertion de l’intérêt du choix du statut TNS, en retenant une hypothèse d’un couple marié sans revenu autre que celui du dirigeant, qui détient 100% du capital de sa société. L’étude comparative repose sur différents budgets de rémunération, 100 K€, 200 K€ et 300 K€.
Dans les exemples ci-dessous, nous partons du principe que la société se retrouve avec un net disponible nul après rémunération du dirigeant et versement éventuel de dividendes. Le fait que certaines sociétés conservent une partie du bénéfice pour financer leur croissance ou éviter l’imposition sur les dividendes ne modifie en rien le raisonnement, ce qui compte c’est d’obtenir un net disponible société identique pour la société dans les différentes options, la différence se faisant sur le net disponible après charges sociales et impôt du dirigeant.
Le choix du régime social et le versement de dividendes n’est pas neutre sur les droits futurs à retraite. Dans le régime TNS le dirigeant, pour un revenu équivalent, cotise moins dans le régime de retraite complémentaire que dans le régime AS, en conséquence ses droits à retraite sont plus faibles.
Il en est de même lorsqu’il est substitué des dividendes à une rémunération sauf si les dividendes sont assujettis aux charges sociales.
La première partie de notre étude comparative sur la base d’exemples chiffrés fait abstraction de cette perte de droit à retraite alors que dans le seconde, cette perte est compensée par des versements volontaires dans les régimes facultatifs de type Plan Epargne Retraite PER.
EXEMPLES SANS COMPENSER LA PERTE DES DROITS A RETRAITE
Exemple 1 : Budget rémunération de 100 K€
L’exemple ci-dessous se base sur un budget rémunération du dirigeant de 100 K€, correspondant au résultat de la société avant rémunération du dirigeant et IS, ce qui conduit à une rémunération nette de 56 K€ en régime AS contre 68 K€ en TNS.
Les simulations ci-dessous montrent que dans la formule tout rémunération, le taux de prélèvement est de 9 points inférieurs dans le régime TNS comparé au régime AS.
La substitution d’une partie de la rémunération par des dividendes ne s’avère vraiment intéressante qu’en régime AS et d’autant plus s’il est opté pour le barème plutôt que la flat tax.. L’arbitrage optimal étant de verser au dirigeant la rémunération minimum afin de valider 4 trimestres pour la retraite.
Cependant, même cette optimisation ne permet pas de faire mieux que le régime TNS, sans optimisation, c’est-à-dire en tout rémunération, tout en étant moins performante en terme de retraite dès lors que les régimes de retraite complémentaire sont de 0,5 K€ contre 5 K€.
En régime TNS, malgré l’assujettissement des dividendes aux charges sociales, le versement de dividendes est légèrement plus favorable, mais avec l’avantage de ne pas dégrader les droits à retraite.
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)
Exemple 2 : Budget rémunération de 200 K€
Le budget de rémunération de 200 K€ correspond à une rémunération nette de 115 K€ en régime AS et de 144 K€ en régime TNS.
L’avantage est une fois de plus au statut TNS. Le dirigeant perçoit 116 K€ contre 95 K€ en régime AS.
En ce qui concerne l’arbitrage rémunération/dividendes, la distribution de dividendes n’est véritablement intéressante qu’en régime AS
Un second arbitrage est à opérer entre la flat tax et l’option pour le barème progressif de l’IR.
Pour le dirigeant AS, l’option pour le barème s’avère plus intéressante, ce qui peut paraitre surprenant à ce niveau de revenu. Ceci s’explique par le fait qu’afin de limiter les cotisations sociales, il y a lieu de minorer au maximum la rémunération, mais dans ce cas, le revenu imposable sera très faible ce qui ne permet pas de bénéficier des tranches d’imposition les plus faibles (0 et 11%). C’est pour cette raison qu’avec une imposition au PFU, il y a lieu de conserver une rémunération significative, afin de bénéficier des tranches d’imposition les plus faibles, ce qui augmente d’autant les charges sociales.
Au contraire en régime TNS, la différence entre les 2 régimes d’imposition n’est pas significative. La distribution de dividendes n’est, toutefois, intéressante que marginalement à hauteur des bénéfices imposés au taux réduit d’IS de 15%.
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)
Charges sociales sur dividendes
Les simulations ci-dessus démontrent l’intérêt limité du versement de dividendes en régime TNS, mais contrairement à une idée encore trop répandue, cela n’est pas dû à leur assujettissement aux charges sociales.
En effet, à partir de ce niveau de rémunération, cet assujettissement n’est pas problématique.
Les simulations ci-dessous le démontrent, elles retiennent une première hypothèse d’une SARL avec un capital de 1 K€ où la quasi-totalité des dividendes est assujettie aux charges sociales et une seconde hypothèse avec un capital de 1 000 K€ permettant d’éviter cet assujettissement sur la totalité des dividendes.
Il apparait une absence d’écart significatif selon que les dividendes soient ou non assujettis aux charges sociales.
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)
Exemple 3 : Budget rémunération de 300 K€
Partant d’un budget de rémunération à 300 K€, la rémunération nette est de 173 K€ dans le régime AS contre 224 K€ en régime TNS.
A ce niveau de rémunération, l’arbitrage rémunération / dividendes tourne nettement en faveur des dividendes avec une imposition au PFU.
Le versement de dividendes dans le régime AS permet de réaliser un gain significatif en faisant baisser le taux de prélèvement de près de 9 points.
Dans le régime TNS, le gain lié aux dividendes est plus faible (3 points) mais sans perte de droits à retraite et commence à devenir significatif, ce qui n’était pas encore le cas avec un budget rémunération de 200 K€.
Paradoxalement, l’intégration des dividendes dans l’assiette des charges sociales apparait opportune. Ceci s’explique par le fait qu’à ce niveau de rémunération, le taux de charges sociales sur dividendes est de 20%, mais en contrepartie, les prélèvements sociaux de 17,2% ne sont pas dus. Bien que supérieurs à 17,2%, les 20% de cotisations sont déductibles aussi bien de l’assiette des charges sociales que de l’IR, à l’exception de 2,9% de CSG CRDS, alors que les 17,2% de prélèvements sociaux ne le sont pas. L’avantage résulte de cette déductibilité, sous réserve de gérer correctement comptablement la rémunération du dirigeant.
Le régime TNS sans optimisation s’avère une nouvelle fois plus intéressant que le régime AS optimisé.
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)
EXEMPLES AVEC DES VERSEMENTS DANS UN PER POUR COMPENSER LA PERTE DES DROITS A RETRAITE
Les exemples précédents ne prenaient pas en compte que dans le régime AS, les droits à retraite acquis par le dirigeant sont supérieurs à ceux du régime TNS. Il en est de même des dividendes qui n’ouvrent pas de droits à retraite.
Une comparaison non biaisée entre les deux régimes ne peut faire l’impasse des droits à la retraite, même si l’exercice n’est pas aisé. Elle requiert une estimation des droits à la retraite futurs en fonction du montant de la rémunération et du nombre d’année d’activité jusqu’à la retraite. Mais ceci parait difficile compte tenu de l’incertitude quant au montant des retraites par répartition et du rendement du capital investi dans le régime par capitalisation.
Raisonner en termes de montant de cotisations versées dans les régimes de retraite complémentaire, présente une certaine pertinence, quand on sait que les règles sont identiques en termes de retraite de base entre le régime AS et TNS. Ainsi, dans chacune de nos simulations, les moindres cotisations de retraite complémentaire dans le régime TNS par rapport au régime AS sont compensées par des cotisations facultatives dans des Plans d’Epargne Retraite (PER), dont les versements sont déductibles fiscalement du revenu professionnel, dans une certaine limite, mais restent toutefois à réintégrer dans l’assiette des cotisations TNS.
C’est ce même raisonnement qui est appliqué pour les arbitrages rémunération / dividendes. L’absence de cotisations de retraite complémentaire liées aux dividendes est compensée par des cotisations dans des PER déductibles du revenu global pour les dirigeants relevant du régime AS, sous une certaine limite liée au montant de la rémunération ; ce qui peut imposer de conserver une part de rémunération plus ou moins importante, afin d’obtenir une enveloppe de déduction suffisante.
Pour plus de précisons sur les conséquences du choix entre les régimes TNS et AS sur la retraite et la prévoyance nous vous invitons à vous reporter à notre article « Les aspects retraite et prévoyance sur le choix du régime social du dirigeant » rédigé en réponse à des commentaires à des posts publiés sur Linkedin.
Analysons à présent les hypothèses d’un budget de rémunération de 100 K€, 200 K€ et 300 K€, dans lesquelles est compensé le moindre versement en cotisations de retraite complémentaire résultant du versement de dividendes et de l’adoption du régime TNS.
Exemple 4 : Budget rémunération de 100 K€
En régime AS, avec un budget rémunération de 100 K€, le versement de dividendes ne permet pas d’augmenter significativement le net disponible dirigeant, si le moindre versement de cotisations de retraite complémentaire lié à la distribution de dividendes est compensé par une cotisation du même montant dans un PER dont seule une partie sera déductible en raison du faible salaire du dirigeant.
En TNS, l’avantage est marginal.
Dans le cadre de l’arbitrage AS / TNS, ce dernier régime reste toujours plus favorable même en compensant le moindre versement de cotisation de retraite.
En effet, la cotisation Agirc Arcco s’élève à 9 K€ dans le régime AS, tandis que la cotisation de retraite complémentaire Sécurité Sociale des Indépendants (SSI) est de 5 K€ pour le dirigeant TNS, qui sera amené, en vue de la compensation des moindres cotisations, à verser dans un PER, 4 K€ déductible de son revenu.
Il est ainsi possible de procéder à une véritable comparaison des deux régimes, bien que celle-ci ne soit pas parfaite dans la mesure où, les cotisations du dirigeant AS sont versées exclusivement dans des régimes de répartition tandis qu’une partie des cotisations est versée dans des régimes de capitalisation individuelle en régime TNS.
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)
Exemple 5 : Budget rémunération de 200 K€
Prenons le cas d’un budget de 200 K€, avec compensation de la perte des droits à retraite par des cotisation dans des PER. Le versement de dividendes commence à devenir intéressant mais de façon marginale aussi bien en régime AS que TNS.
L’on observe comme toujours que le statut TNS demeure le plus favorable, même avec le versement de 13 K€ en PER.
En ce qui concerne l’arbitrage rémunération / dividendes, il y a lieu de verser des dividendes à hauteur des bénéfices imposés à l’IS au taux de 15%, les gains étant toutefois modestes.
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)
Exemple 6 : Budget rémunération de 300 K€
Avec un budget de rémunération de 300 K€, dans l’hypothèse d’un maintien des cotisations de retraite complémentaire, l’arbitrage rémunération / dividendes devient intéressant même en versant dans des régimes facultatifs de retraite, afin de compenser les moindres cotisations dans les régimes de retraite complémentaire.
Une fois de plus, le régime TNS l’emporte sur le régime AS même en versant 27 K€, soit près de 10% du budget rémunération, dans un PER.
Elément intéressant, l’assujettissement aux charges sociales des dividendes s’avère légèrement favorable dans le régime TNS.
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)
Comment bénéficier du régime TNS et de la flat tax pour un dirigeant de SAS, qui ne détient pas la totalité de son capital ?
Il apparait clairement que le régime TNS s’avère plus intéressant que le régime AS et qu’il ne s’oppose pas au bénéfice de la flat tax, dès lors que l’assujettissement des dividendes aux charges sociales n’entraine pas de surcoût.
Certains dirigeants n’ont pas les coudées franches dans le choix de la forme juridique de leur société qui leur ouvrirait le statut de TNS, en raison notamment de la présence d’associés tels que des fonds d’investissement, qui imposent la SAS.
De plus, même lorsqu’ils ont la latitude de se rémunérer à travers une SARL, ils ne peuvent pas substituer une partie de leur rémunération par des dividendes en présence d’associés externes, car une partie des dividendes profiterait à ces associés.
Pour autant, ces dirigeants ne sont pas condamnés à se rémunérer sous une forme non optimisée.
Ils peuvent en effet créer une SARL, dont ils détiennent la totalité du capital, qui facturera à la société d’exploitation le montant de leur rémunération brute majorée des charges sociales employeur.
Mais attention, il y a lieu d’éviter, une erreur que l’on voit encore trop souvent, consistant à ce que la même personne soit dirigeante de la société d’exploitation et de la société qui lui facture les prestations de direction générale.
Dans cette situation, le bien-fondé même des redevances versées à cette dernière pourrait être remis en cause tant d’un point de vue du droit civil pour absence de contrepartie réelle que du droit fiscal, par leur réintégration au résultat imposable sur le fondement de l'acte anormal de gestion et le refus du droit à la déduction de la TVA y afférente.
La solution pour éviter cet écueil consiste à nommer Présidente de la SAS d’exploitation, la société personnelle du dirigeant, qui percevra une rémunération à ce titre qu’appréhendera le dirigeant sous forme de rémunération TNS et de dividendes. Ainsi, il pourra bénéficier d’une rémunération TNS et de l’arbitrage rémunération / dividendes.
Pour certains, ce schéma pourrait être remis en cause sur le fondement de l’abus de droit social. Pour notre part, nous considérons qu’un tel risque est faible, dès lors que le dirigeant relevant du régime TNS est dans une situation différente de celle du dirigeant relevant du régime AS en termes de prévoyance et de retraite. Nous ne sommes donc pas dans une situation identique avec coûts sociaux différents.
Le dirigeant pourra apporter tout ou partie de ses titres dans la société d’exploitation, en fonction de ses perspectives d’emploi du produit d’une future cession, au-delà du délai de 3 ans de l’art 150 0 B ter, ce qui renforcera le schéma.
L’épargne salariale : Puissant outil d’optimisation de la rémunération du dirigeant.
Les dispositifs d’épargne salariale sont des outils puissants d’optimisation de la rémunération du dirigeant en permettant de réaliser des gains significatifs en termes de cotisations sociales et d’impôt sur le revenu.
Ces dispositifs sont la participation et l’intéressement associés à un PEE et un PERECO. Ils permettent de bénéficier de versements déductibles de l’IS, sans charges sociales et impôt, à l’exception de 9,7% de CSG et CRDS, dans le cas d’entreprises de moins de 50 salariés.
Il est possible sous certaines conditions pour le dirigeant de bénéficier des avantages sociaux et fiscaux de l’épargne salariale indépendamment des dispositifs mis en place pour les salariés.
La simulation ci-dessous est effectuée sur la base d’un budget rémunération de 200 K€.
L’utilisation de l’ensemble des outils disponibles (Participation, intéressement et abondement dans un PEE et PERECO) permet d’augmenter le net disponible pour le couple de près de 20 K€, soit une augmentation de près de 16% par rapport à la meilleure optimisation rémunération / dividendes.
Ce gain comporte toutefois un inconvénient : l’indisponibilité pendant 5 ans (sauf PERECO déblocable à la retraite seulement) des sommes résultantes de la mise en place du mécanisme d’épargne salariale, sauf déblocage anticipé dans les cas prévus par la législation, tels que notamment le mariage, la naissance d’un enfant ou encore l’acquisition de la résidence principale.
Il apparait que le budget de rémunération 200 K€ est trop faible pour atteindre les plafonds de la participation et de l’intéressement.
Il est possible de n’utiliser que les outils de la participation (dont la mise en place est plus facile que l’intéressement) et du PEE, ce qui minore le gain de 10 K€, mais permet toutefois de réaliser un gain de la même somme par rapport à la meilleure optimisation rémunération/dividendes.
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)
La SAS : Autre outil d’optimisation de la rémunération du dirigeant.
L’option de la SAS pour l’IR est un autre levier d’optimisation de la rémunération du dirigeant.
Mais le choix de ce régime fiscal n’est valable que pendant 5 ans.
Une SAS créée depuis moins de 5 ans peut opter pour l’IR, son résultat est dès lors taxé à l’IR entre les mains des associés en proportion de leurs droits sociaux, généralement dans la catégorie des BIC (Bénéfices Industriels et Commerciaux).
La quote-part du résultat revenant au Président est imposée au barème de l’IR. Elle est certes exemptée de charges sociales, mais reste soumise à la CSG et la CRDS au taux de 9,7%. Sauf à prévoir une rémunération relevant du régime AS, le Président ne bénéficiera d’aucune protection sociale et ne générera pas de droits à retraite.
Pour plus de précisions sur la SAS à l’IR, nous vous invitons à consulter notre article « La SAS à l’IR »
Analysons à présent cette formule à l’aide de chiffres. Le comparatif ci-dessous s’appuie sur l’hypothèse d’un budget de rémunération de 200 K€, les deux premières colonnes correspondant à la SAS à l’IS avec d’une part, la totalité du budget absorbé par la rémunération et d’autre part, l’arbitrage optimal rémunération / dividendes, les deux dernières colonnes correspondant à la SAS à l’IR avec et sans rémunération du dirigeant au titre de son mandat social.
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)
La SAS à l’IR apparait donc très compétitive dans cette situation ; mais attention ! une grande partie du gain provient sans doute des moindres, voire de l’absence, de cotisations de retraite.
Un tel schéma convient parfaitement à un retraité poursuivant son activité professionnelle à travers une SAS à l’IR, raison pour laquelle nous l’avons pris comme hypothèse dans une simulation de l’article cité ci-dessus.
Conclusion
L’étude comparative chiffrée menée dans le présent article confirme que le régime TNS est systématiquement plus favorable que le régime AS, sans qu’il soit nécessaire de pousser l’analyse à la prise en compte de la situation personnelle du dirigeant et des autres revenus de son foyer fiscal.
Nul besoin d’études brochées avec de beaux graphiques, prêts à l’emploi, car le fin mot de l’analyse sera toujours le même : TNS, sauf cas spécifique du dirigeant, non assurable en prévoyance pour des raisons de santé, souhaitant bénéficier d’une assurance décès.
Une étude personnalisée présente en revanche un intérêt lorsqu’il s’agit de déterminer le seuil de rémunération à partir duquel il y a lieu de basculer en dividendes pour bénéficier de la flat tax, gérer correctement les charges sociales sur dividendes afin de bénéficier de leur déductibilité, le tout en prenant en compte bien entendu de la situation du foyer fiscal et de la volonté ou non de compléter les droits à retraite par des versements facultatifs.
Cette étude est d’autant plus nécessaire dans les situations où il est possible de mettre en place un accord d’intéressement et de participation salariale, afin de paramétrer de façon optimum ces deux outils en fonction des limites légales.
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