Depuis 2008, les SAS, SA et SARL nouvellement créées peuvent opter pour l’IR pour une durée limitée à 5 exercices. Cette mesure a pour objectif de permettre à certaines personnes qui s’associaient avec un entrepreneur de pouvoir déduire les pertes générées par le début d’activité.
L’option pour l’IR des SA et SAS était une petite révolution par rapport à la situation classique de l’assujettissement des sociétés de capitaux à l’IS. En revanche, pour la SARL, qui est un régime mixte entre les sociétés de capitaux et les sociétés de personnes, il était déjà prévu une possibilité d’option pour l’IR ouverte aux SARL de famille.
Ainsi, la nouvelle disposition de 2008 était sans conséquence pour les SARL qui optaient pour l’IR où le statut social du dirigeant dépendait uniquement du caractère majoritaire ou non de la gérance. En revanche, pour les SA et les SAS, les conséquences sociales pour les dirigeants associés n’ont pas été prévues, en cas d’option pour l’IR. Contrairement au gérant majoritaire d’une SARL relevant de l’IR, le président d’une SAS ayant opté pour l’IR n’est pas assujetti aux cotisations sociales TNS sur la quote-part du revenu de la société lui revenant.
En revanche, s’il perçoit une rémunération en tant que mandataire social, celle-ci sera soumise aux charges sociales du régime Assimilé Salarié.
Conditions de l’option pour l’IR
L’option pour l’IR est ouverte aux SAS respectant les conditions suivantes
:
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elle doit être créée depuis moins de cinq ans ;
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ne pas être côtée ;
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son capital doit être détenu à hauteur de 50 % au moins par des personnes physiques, 34 % devant être détenu directement par ses dirigeants et les membres de leur foyer fiscal (pour apprécier ces seuils la détention des fonds d’investissement n’est pas pris en compte) ;
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elle doit exercer une activité industrielle, commerciale, artisanale, agricole ou libérale, à l'exclusion de la gestion de son propre patrimoine mobilier ou immobilier ;
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elle doit employer moins de 50 salariés et réaliser un chiffre d'affaires annuel ou avoir un total de bilan inférieur à 10 M€ au cours de l'exercice.
L'option doit être exercée avec l'accord de tous les associés et doit être notifiée au service des impôts des entreprises dans les trois premiers mois du premier exercice au titre duquel elle s'applique.
Conséquences fiscales de l’option pour l’IR.
A la suite de son option, la SAS ne sera pas redevable de l’IS, mais ses actionnaires seront personnellement imposables à l’IR sur la quote-part du résultat de la société, qui est généralement proportionnelle à la détention dans le capital.
Si la SAS est une SASU, la totalité du résultat de la société sera imposable chez son associé unique.
Si l’activité de la société est industrielle ou commerciale, les actionnaires personnes physiques seront imposables à l’IR dans la catégorie des BIC. Le taux d’imposition résultera de l’application du barème progressif de l’impôt sur le revenu en fonction de l’ensemble des revenus du foyer fiscal.
Les actionnaires seront imposables à l’IR qu’ils aient ou non appréhendé le résultat, ce qui est défavorable si une grande partie des bénéfices est conservée par la société pour financer sa croissance.
La SAS aura intérêt à adhérer à un centre de gestion ou un organisme similaire afin d’éviter une majoration de 10% du résultat des actionnaires personnes physiques imposable en 2022. A compter de 2023, la majoration ne sera plus appliquée.
Si le résultat de la SAS est déficitaire, la perte s’imputera sur le revenu global des personnes physiques sous réserve qu’elles participent à la gestion de la société, ce qui est le cas pour les dirigeants. Pour les actionnaires soumis à l’IS, la quote-part du déficit leur revenant, s’imputera sur leur propre résultat à l’IS.
Aspects sociaux de l’option
Le président comme ses éventuels associés dirigeants ou non ne seront pas assujettis aux charges sociales sur la quote-part du résultat de la SAS leur revenant. C’est un avantage certain en termes de coût mais peut-être un inconvénient, dans la mesure, il ne validera pas de trimestre pour la retraite.
Ce n’est pas forcément un inconvénient pour un ancien cadre ayant fait valoir ses droits à retraite qui poursuit son activité professionnelle en tant que consultant à travers une SASU dont il est président. En effet, dans ce cas, ne pas cotiser à une caisse de retraite est un avantage car un retraité qui cotise à des caisses de retraite le fait à fonds perdus sans acquérir de droits supplémentaires.
Hors ce cas, le président de SAS aura intérêt à percevoir une rémunération en tant que mandataire social soumise aux cotisations sociales des dirigeants assimilés salariés sur une base relativement faible. Il est à noter que cette rémunération ne sera pas déductible du résultat de la société et ne sera pas imposée en tant que rémunération de dirigeant mais en tant que BIC.
Le résultat de la SAS imposable au nom des associés sera soumis à la CSG et la CRDS au taux de 9,7% pour les associés exerçant une activité professionnelle et aux prélèvements sociaux de 17,2% pour les associés non professionnels.
Comparaison entre la SAS classique et la SAS à l’IR
Afin de comprendre l’intérêt de la SAS à l’IR rien ne vaut des exemples.
Première simulation
Il est retenu comme première hypothèse un couple avec deux enfants, sans autres revenus du foyer fiscal avec un résultat de la SAS de 100 K€ avant IS et coût de la rémunération de son président.
Sont mises en comparaison les situations suivantes :
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le président prélève la totalité de ce résultat au titre de sa rémunération dans le cadre d’une SAS à l’IS (col 1),
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il se rémunère en dividendes (la meilleure option étant une imposition au barème de l’IR plutôt que le PFU) avec une rémunération de mandataire social de 6 500 € afin de valider 4 trimestres d’activité pour la retraite (col 2)
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SAS à l’IR avec une rémunération de mandataire social également de 6 500 € (col 3).
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)
Il apparait clairement que la solution SAS relevant de l’IR est très nettement plus favorable que la SAS à l’IS avec une distribution de dividendes.
Seconde simulation
Il est retenu comme seconde hypothèse un couple sans enfant, touchant leur retraite dont un des conjoints exerce une activité à travers une SAS à l’IR, percevant 80 000 € de pension de retraite imposable, soit un revenu imposable de 76 088 € compte tenu de l’abattement plafonné de 10% sur les retraites, avec un des conjoints exerçant une activité de consultant à travers la SASU dont il est président.
Les situations mises en comparaison sont identiques à celles de l’hypothèse précédente, à la différence qu’en colonne 2, l’imposition des dividendes au PFU s’avère plus intéressante que l’option pour le barème.
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)
Il apparait que la SAS relevant de l’IR reste plus intéressante que les deux autres formules de la SAS à l’IS, mais le gain est moins important que dans l’hypothèse précédente.
Il est à noter que le gain s’amoindrit avec la hausse du revenu imposable du foyer.
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