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" } }, "DataSources": { "0": { "Ident": "StiDataTableSource", "Name": "FilterCriteria", "Alias": "FilterCriteria", "Columns": { "0": { "Name": "calculateDeliveryStatus", "NameInSource": "calculateDeliveryStatus", "Alias": "calculateDeliveryStatus", "Type": "System.Boolean" }, "1": { "Name": "includeCompletedProjects", "NameInSource": "includeCompletedProjects", "Alias": "includeCompletedProjects", "Type": "System.Boolean" }, "2": { "Name": "includeGroupProjects", "NameInSource": "includeGroupProjects", "Alias": "includeGroupProjects", "Type": "System.Boolean" }, "3": { "Name": "includePartialIdMatches", "NameInSource": "includePartialIdMatches", "Alias": "includePartialIdMatches", "Type": "System.Boolean" }, "4": { "Name": "includePreviousProjects", "NameInSource": "includePreviousProjects", "Alias": "includePreviousProjects", "Type": "System.Boolean" }, "5": { "Name": "includeRemovedProjects", "NameInSource": "includeRemovedProjects", "Alias": "includeRemovedProjects", "Type": "System.Boolean" }, "6": { "Name": "includeSubProjects", "NameInSource": "includeSubProjects", "Alias": "includeSubProjects", "Type": "System.Boolean" }, "7": { "Name": "isFromReports", "NameInSource": "isFromReports", "Alias": "isFromReports", "Type": "System.Boolean" }, "8": { "Name": "page", "NameInSource": "page", "Alias": "page", "Type": "System.Decimal" }, "9": { "Name": "pageSize", "NameInSource": "pageSize", "Alias": "pageSize", "Type": "System.Decimal" }, "10": { "Name": "planCycles", "NameInSource": "planCycles", "Alias": "planCycles", "Type": "System.String" }, "11": { "Name": "useProjectDeliveryMode", "NameInSource": "useProjectDeliveryMode", "Alias": "useProjectDeliveryMode", "Type": "System.Boolean" } }, "NameInSource": "FormatC.FilterCriteria" }, "1": { "Ident": "StiDataTableSource", "Name": "FilterCriteria_planCycles", "Alias": "FilterCriteria_planCycles", "Columns": { "0": { "Name": "relationId", "NameInSource": "relationId", "Alias": "relationId", "Type": "System.String" }, "1": { "Name": "value", "NameInSource": "value", "Alias": "value", "Type": "System.String" } }, "NameInSource": "FormatC.FilterCriteria_planCycles" }, "2": { "Ident": "StiDataTableSource", "Name": "PlanCycle", "Alias": "PlanCycle", "Columns": { "0": { "Name": "FiscalYearEnd", "NameInSource": "FiscalYearEnd", "Alias": "FiscalYearEnd", "Type": "System.Decimal" }, "1": { "Name": "FiscalYearStart", "NameInSource": "FiscalYearStart", "Alias": "FiscalYearStart", "Type": "System.Decimal" }, "2": { "Name": "FiscalYears", "NameInSource": "FiscalYears", "Alias": "FiscalYears", "Type": "System.String" }, "3": { "Name": "Id", "NameInSource": "Id", "Alias": "Id", "Type": "System.Decimal" }, "4": { "Name": "Name", "NameInSource": "Name", "Alias": "Name", "Type": "System.String" }, "5": { "Name": "PlanId", "NameInSource": "PlanId", "Alias": "PlanId", "Type": "System.Decimal" }, "6": { "Name": "PlanLongName", "NameInSource": "PlanLongName", "Alias": "PlanLongName", "Type": "System.String" }, "7": { "Name": "PlanName", "NameInSource": "PlanName", "Alias": "PlanName", "Type": "System.String" }, "8": { "Name": "PlanOrganizationName", "NameInSource": "PlanOrganizationName", "Alias": "PlanOrganizationName", "Type": "System.String" }, "9": { "Name": "PlanOwnerId", "NameInSource": "PlanOwnerId", "Alias": "PlanOwnerId", "Type": "System.Decimal" }, "10": { "Name": "PlanParentFullName", "NameInSource": "PlanParentFullName", "Alias": "PlanParentFullName", "Type": "System.String" }, "11": { "Name": "ProjectCount", "NameInSource": "ProjectCount", "Alias": "ProjectCount", "Type": "System.String" }, "12": { "Name": "RevisionCount", "NameInSource": "RevisionCount", "Alias": "RevisionCount", "Type": "System.String" }, "13": { "Name": "ShortName", "NameInSource": "ShortName", "Alias": "ShortName", "Type": "System.String" }, "14": { "Name": "Status", "NameInSource": "Status", "Alias": "Status", "Type": "System.String" }, "15": { "Name": "StatusOrder", "NameInSource": "StatusOrder", "Alias": "StatusOrder", "Type": "System.Decimal" }, "16": { "Name": "SystemId", "NameInSource": "SystemId", "Alias": "SystemId", "Type": "System.Decimal" } }, "NameInSource": "FormatC.PlanCycle" }, "3": { "Ident": "StiDataTableSource", "Name": "PlanCycle_FiscalYears", "Alias": "PlanCycle_FiscalYears", "Columns": { "0": { "Name": "FiscalYear", "NameInSource": "FiscalYear", "Alias": "FiscalYear", "Type": "System.Decimal" }, "1": { "Name": "relationId", "NameInSource": "relationId", "Alias": "relationId", "Type": "System.String" } }, "NameInSource": "FormatC.PlanCycle_FiscalYears" }, "4": { "Ident": "StiDataTableSource", "Name": "Projects", "Alias": "Projects", "Columns": { "0": { "Name": "CurrentProjectRevision", "NameInSource": "CurrentProjectRevision", "Alias": "CurrentProjectRevision", "Type": "System.String" }, "1": { "Name": "PreviousProjectRevision", "NameInSource": "PreviousProjectRevision", "Alias": "PreviousProjectRevision", "Type": "System.String" } }, "NameInSource": "FormatC.Projects" }, "5": { "Ident": "StiDataTableSource", "Name": "Projects_CurrentProjectRevision", "Alias": "Projects_CurrentProjectRevision", "Columns": { "0": { "Name": "2019", "NameInSource": "2019", "Alias": "2019", "Type": "System.String" }, "1": { "Name": "2020", "NameInSource": "2020", "Alias": "2020", "Type": "System.String" }, "2": { "Name": "2021", "NameInSource": "2021", "Alias": "2021", "Type": "System.String" }, "3": { "Name": "2022", "NameInSource": "2022", "Alias": "2022", "Type": "System.String" }, "4": { "Name": "2023", "NameInSource": "2023", "Alias": "2023", "Type": "System.String" }, "5": { "Name": "AQConformity", "NameInSource": "AQConformity", "Alias": "AQConformity", "Type": "System.String" }, "6": { "Name": "AQExempt", "NameInSource": "AQExempt", "Alias": "AQExempt", "Type": "System.String" }, "7": { "Name": "Agency", "NameInSource": "Agency", "Alias": "Agency", "Type": "System.String" }, "8": { "Name": "Beyond", "NameInSource": "Beyond", 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