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)
Mesures incitatives liées au respect des échéances
• Clarification sur l'application des mesures incitatives liées au respect des échéances
• Ajout d'une référence sur la clause C8007C du Guide des CCUA
Primes au rendement
• Clarification sur l'application des primes au rendement
• Clarification précisant que les primes au rendement doivent être attribuées lorsque les
critères prédéterminés sont atteints
• Ajout d'une référence sur la clause C8008C du Guide des CCUA
Principes d’établissement des prix
• Mise à jour du lien vers le Guide des Approvisionnements pour les circonstances
particulières où l’utilisation des Principes d’établissement des prix sont des exceptions
Établissement des prix commerciaux
• Ajout d’une section sur la clause de vérification générale dans les conditions générales
(Section 3) du Guide des CCUA et sur chacune des clauses suivantes : 2010A, 2010B,
2010C, 2015A, 2029, 2030, 2035 et 2040.
Principes d’établissement de la base de coûts
• Ajout d’une référence sur la nouvelle clause de vérification C1004C
Principes des coûts contractuels, CCUA 1031-2
• Ajout d'exemples précisant quand utiliser CCUA 1031-2 pour déterminer le prix ou le taux
négocié
Principes relatifs au bénéfice
• Clarification précisant que le montant total de bénéfice autorisé doit être le plus bas entre
le taux de bénéfice calculé et 16 % des coûts totaux du contrat
Rendement du fonds de roulement utilisé
• Mise à jour des clauses des taux applicables utilisés pour le calcul du rendement du
fonds de roulement utilisé
Rendement du capital immobilisé utilisé
• Révision de l'explication du taux fixe de 1 % dans la formule de rendement du capital
immobilisé utilisé
• Mise à jour des clauses des taux applicables utilisés pour le calcul du rendement du
capital immobilisé utilisé
Élément de bénéfice négocié: Risque commercial général
• Clarification précisant que les matériaux fournis par le gouvernement et les matériaux
fournis aux contrats ne sont pas inclus dans les matières directes
• Ajout d'exemples de frais généraux
• Révision de la définition des frais répercutés et exemples
Élément de bénéfice négocié: Risque contractuel
• Clarification sur le facteur de risque en lien avec la maturité du programme, y compris le
niveau d'établissement des produits, services, processus et tâches
• Retrait des programmes d'avantages socio-économiques des facteurs de risque
contractuels
Autres principes d’établissement des prix
• Clarification précisant que d’autres principes d’établissement des prix devraient produire
une meilleure valeur pour le Canada avec des exemples révisés
Base de paiement à prix ferme
• Orientations sur l'utilisation cohérente de la base de paiement à prix forfaitaire et à prix
ferme