I × A Sample Clauses
I × A. I A The following gives a formal epistemic logic se- mantics to task solvability. Recall that a morphism δ of simplicial models is a chromatic simplicial map that preserves the labeling: l′(δ(v)) = l(v). Also recall that the product update model [ ] is a sub-graph of the Cartesian product , whose vertices are of the form (i, ac) with i a vertex of and ac a vertex of . We write πI for the first projection on , which is a morphism of simplicial models.
A I A → T
Definition 5.1 A task is solvable using the algorithm if there exists a morphism δ : [ ] [ ] such that πI δ = πI, i.e., the diagram of simplicial complexes below commutes:
I × A. Wرï (a iو’و کچ)
I × A. If at any time after the Closing Date, the aggregate Closing Date Revolving Facility Extensions of Credit then outstanding exceed the Closing Date Revolving Facility Commitments then in effect, the Applicable Borrower (without notice or demand) shall immediately prepay the outstanding SwinglineClosing Date Revolving Facility Loans or Closing Date Revolving Facility Swingline Loans and pay any unpaid Reimbursement Obligations (or, if no Swingline Loans orClosing Date Revolving Facility Swingline Loans are outstanding, Cash Collateralize outstanding Letters of Credit) in an amount sufficient to eliminate any such excess., and (B) if at any time after the First Amendment Effective Date, the aggregate 2024 Canadian Revolving Facility Extensions of Credit then outstanding exceed the 2024 Canadian Revolving Facility Commitments then in effect, the Canadian Borrower (without notice or demand) shall immediately prepay outstanding 2024 Canadian Revolving Facility Swingline Loans or 2024 Canadian Revolving Facility Loans in an amount sufficient to eliminate any such excess.
I × A. Installation of Roxtec Seals, ladders, pipe supports and all precast frames and covers to final grade.
I × A. نï y ï ( ṿا ~— د a..........ï (ي i ر..........
I × A. WAGES August per hour. May per hour.