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réglementées"],"actionsRepresentationInteret":[{"reponsablesPublics":["Député ; sénateur ; collaborateur parlementaire ou agents des services des assemblées parlementaires","Membre du Gouvernement ou membre de cabinet ministériel - Travail, emploi, formation professionnelle et dialogue social, Affaires sociales et santé, Economie et finances"],"decisionsConcernees":["Lois, y compris constitutionnelles"],"actionsMenees":["Organiser des discussions informelles ou des réunions en tête-à-tête","Inviter ou organiser des évènements, des rencontres ou des activités promotionnelles"],"tiers":["EXPERTS-COMPTABLES FRANCE FEDERATION NAT (en propre)"],"observation":"demande d'évaluation des coûts engendrés par le projet de réforme des retraites\ndéfense des caisses de retraites des professionnels libéraux (modèle vertueux) *\nRappel de la bonne gestion des caisses des indépendants (CAVEC)\nLimitation de la réforme à 1 PASS pour le système universel"}]}},{"publicationCourante":{"publicationDate":"01/04/2021 à 10:16:15","identifiantFiche":"Y3KG1QYV","objet":"Défense du Plan de Relance présenté dans un Livre Blanc de 16 propositions ECF","domainesIntervention":["Taxes","Impôts","Professions réglementées","Droit du travail"],"actionsRepresentationInteret":[{"reponsablesPublics":["Collaborateur du Président de la République","Député ; sénateur ; collaborateur parlementaire ou agents des services des assemblées parlementaires","Membre du Gouvernement ou membre de cabinet ministériel - Premier ministre, Travail, emploi, formation professionnelle et dialogue social, Justice, Affaires sociales et santé, Economie et finances","Directeur ou secrétaire général, ou leur adjoint, ou membre du collège ou d'une commission des sanctions d'une autorité administrative ou publique indépendante - Haut Conseil du commissariat aux comptes"],"decisionsConcernees":["Lois, y compris constitutionnelles"],"actionsMenees":["Organiser des discussions informelles ou des réunions en tête-à-tête","Etablir une correspondance régulière (par courriel, par courrier…)"],"tiers":["EXPERTS-COMPTABLES FRANCE FEDERATION NAT (en propre)"],"observation":"Présentation et défense d'un plan de relance de 16 propositions "}]}}],"exerciceId":9146,"noActivite":false,"nombreActivite":4,"defautDeclaration":false}},{"publicationCourante":{"publicationDate":"19/03/2020 à 10:23:36","dateDebut":"01-01-2019","dateFin":"31-12-2019","chiffreAffaire":"> = 100 000 euros et < 500 000 euros","hasNotChiffreAffaire":false,"montantDepense":"> = 25 000 euros et < 50 000 euros","nombreSalaries":2,"activites":[{"publicationCourante":{"publicationDate":"19/03/2020 à 10:22:42","identifiantFiche":"QEVJM9JV","objet":"Concertation dans le cadre de l'élaboration du projet de loi de réforme du système de retraites","domainesIntervention":["Professions réglementées"],"actionsRepresentationInteret":[{"reponsablesPublics":["Membre du Gouvernement ou membre de cabinet 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"}]}},{"publicationCourante":{"publicationDate":"19/03/2020 à 10:22:21","identifiantFiche":"IYVNMO2H","objet":"\tSuivi de la réforme territoriale et du calendrier électoral","domainesIntervention":["Professions réglementées"],"actionsRepresentationInteret":[{"reponsablesPublics":["Membre du Gouvernement ou membre de cabinet ministériel - Justice","Directeur ou secrétaire général, ou leur adjoint, ou membre du collège ou d'une commission des sanctions d'une autorité administrative ou publique indépendante - Haut Conseil du commissariat aux comptes"],"decisionsConcernees":["Actes réglementaires"],"actionsMenees":["Organiser des discussions informelles ou des réunions en tête-à-tête","Envoyer des pétitions, lettres ouvertes, tracts","Etablir une correspondance régulière (par courriel, par courrier…)"],"tiers":["EXPERTS-COMPTABLES FRANCE FEDERATION NAT (en propre)"]}]}},{"publicationCourante":{"publicationDate":"19/03/2020 à 10:22:57","identifiantFiche":"S0V2JZXV","objet":"Limiter l'abaissement des seuils concernant les commissaires aux comptes dans le projet de loi PACTE","domainesIntervention":["Professions réglementées"],"actionsRepresentationInteret":[{"reponsablesPublics":["Député ; sénateur ; collaborateur parlementaire ou agents des services des assemblées parlementaires","Membre du Gouvernement ou membre de cabinet ministériel - Economie et finances"],"decisionsConcernees":["Lois, y compris constitutionnelles"],"actionsMenees":["Transmettre aux décideurs publics des informations, expertises dans un objectif de conviction","Transmettre des suggestions afin d'influencer la rédaction d'une décision publique","Envoyer des pétitions, lettres ouvertes, tracts"],"tiers":["EXPERTS-COMPTABLES FRANCE FEDERATION NAT (en propre)"]}]}}],"exerciceId":5849,"noActivite":false,"nombreActivite":3,"defautDeclaration":false}},{"publicationCourante":{"publicationDate":"18/03/2019 à 09:56:04","dateDebut":"01-01-2018","dateFin":"31-12-2018","chiffreAffaire":"> = 500 000 euros et < 1 000 000 euros","hasNotChiffreAffaire":false,"montantDepense":"< 10 000 euros","nombreSalaries":2,"activites":[{"publicationCourante":{"publicationDate":"04/01/2019 à 17:02:25","identifiantFiche":"KUVPPXMV","objet":"Suivi de la réforme territoriale et du calendrier électoral","domainesIntervention":["Professions réglementées"],"actionsRepresentationInteret":[{"reponsablesPublics":["Membre du Gouvernement ou membre de cabinet ministériel - Premier ministre, Justice, Economie et finances","Directeur ou secrétaire général, ou leur adjoint, ou membre du collège ou d'une commission des sanctions d'une autorité administrative ou publique indépendante - Haut Conseil du commissariat aux comptes"],"decisionsConcernees":["Lois, y compris constitutionnelles","Actes réglementaires"],"actionsMenees":["Organiser des discussions informelles ou des réunions en tête-à-tête","Envoyer des pétitions, lettres ouvertes, tracts"],"tiers":["EXPERTS-COMPTABLES FRANCE FEDERATION NAT (en propre)"]}]}}],"exerciceId":2940,"noActivite":false,"nombreActivite":1,"defautDeclaration":false}}]}