Judges: Conway
Filed Date: 10/5/1977
Status: Precedential
Modified Date: 10/19/2024
This is a proceeding pursuant to CPLR article 78 whereby the petitioners seek an order that respondents pay to them certain stated sums of money, plus appropriate interest owing to them by virtue of the retroactive increase in Medicaid rates.
Petitioners have rendered and continue to render skilled nursing and/or health-related care in ah institutional environment to sick and elderly patients eligible for Medicaid benefits
Respondents contend that they should compute the amounts due petitioners and that petitioners should accept the figures set forth in the computation of Thomas Finnen, Health Care Fiscal Analyst for respondent Whalen. Further, they contend that the case of Matter of Kaye v Whalen (56 AD2d 111 [which was a proceeding brought on behalf of all licensed nursing home operators within the State]) challenging the validity of chapter 76 of the Laws of 1976, is presently being appealed to the Court of Appeals and that said appeal will be argued soon and should be dispositive of the validity of the rates, and that an order has been obtained from the Appellate Division staying respondents from acting to retroactively reduce petitioners/respondents Medicaid reimbursement rates, and that to allow implementation of that part of chapter 76 of the Laws of 1976 only as it applies to upward rate adjustment would cause severe economic distress to the State of New York.
This court cannot agree with the contentions of respondents. Petitioners herein have consented to accept the amounts due them computed by respondent’s analyst, Thomas Finnen. The stay in Matter of Kaye v Whalen (supra) does not affect these petitioners. There is no stay in effect of payment for the amounts due them as computed by the respondent Whalen and required to be paid by respondent Commissioner of Social Services. The only stay in existence is with respect to
The petition is granted and the respondents are ordered to pay the amounts due each petitioner pursuant to the computations of Thomas Finnen.