Donovan v. Agnew
This text of 552 F. Supp. 1027 (Donovan v. Agnew) is published on Counsel Stack Legal Research, covering District Court, D. Massachusetts primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
MEMORANDUM
CAFFREY, Chief Judge.
This is a civil action brought by the Secretary of Labor for alleged violations of the Fair Labor Standards Act of 1938, as amended, against Maxim Industries, Inc. and its two principal officers, David Agnew and Charles Bradley.
The facts are adequately stated in a memorandum filed herein on March 19, 1982 and reported at 552 F.Supp. 1024. They will not be restated herein. Suffice it to say that subsequent to the filing of the complaint, this Court allowed a voluntary dismissal of the case as against Maxim Industries, Inc. which is in bankruptcy, and has ruled that Messrs. Agnew and Bradley are “employers” within the meaning of the Fair Labor Standards Act, as amended.
The matter is now before the Court on defendants’ motion to dismiss and on the government’s motion for the entry of judgment and the defendants’ opposition thereto. The government’s motion is based on both the prior rulings of this Court and a stipulation of the parties filed herein on September 7, 1982. The stipulation establishes the names of a number of hourly employees of Maxim Industries, Inc., their rates of pay, and the number of hours that each employee worked during the weeks ending January 17, January 24, and January 31,1981. It is also stipulated that none of these employees were paid any sum on account of their work at Maxim Industries, Inc. during any one of these three weeks. Lastly the parties have stipulated that if the Court’s ruling that Agnew and Bradley were employers within the meaning of the Act is legally correct, then the amounts set out in Exhibit A (a photostatic copy of which is appended hereto) are due and owing from them to the individual employees for unpaid wages.
[1029]*1029On the basis of the entire record, including the Court’s rulings and the stipulation of the parties, I rule that it is appropriate for judgment to enter in favor of each employee named in Exhibit A in the amount opposite his name under the column, “Gross Amount Due.” I further rule that each employee is entitled to pre-judgment interest at the “adjusted prime rate charged by banks” set forth at 26 U.S.C. § 6621, computed from the median date of accrual of said overtime compensation to the date of its payment.
The parties are in disagreement as to whether or not eight executives of Maxim Industries, Inc., identified in paragraph 2 of the stipulation, were exempt from the Fair Labor Standards Act, as amended. On the record it is clear that those eight individuals were “executive”, “administrative”, or “professional” employees exempt from the provisions of the Fair Labor Standards Act, as amended at least until their failure to be paid subsequent to January 10, 1981. The government contends, and defendants’ deny, that the status of those eight persons as exempt employees terminated on January 11, 1981 because of the fact they received no compensation after January 10, The government has cited no authority for that novel contention which I decline to accept. I find that the eight employees listed in paragraph 2 of the stipulation which is appended hereto as Exhibit B and the money due to them if they are not exempt, is the amount in column 2 of Exhibit B appended hereto with prejudgment interest at the “adjusted prime rate charged by banks” set forth at 26 U.S.C. § 6621, computed from the median date of accrual of said overtime compensation to the date of its payment. 1981.
The parties are further stipulated that a non-exempt draftsman by the name of Alfred Cabral is owed $640.48 if defendants Agnew and Bradley are liable under the Act. I rule that a judgment in favor of Cabral in that amount plus interest should enter.
Lastly I rule that there is no merit to defendant’s contention that plaintiff Secretary has not established the basis of jurisdiction in this Court and that accordingly, defendants motion to dismiss should be denied.
Judgment accordingly.
Exhibit A
[1030]
Free access — add to your briefcase to read the full text and ask questions with AI
MEMORANDUM
CAFFREY, Chief Judge.
This is a civil action brought by the Secretary of Labor for alleged violations of the Fair Labor Standards Act of 1938, as amended, against Maxim Industries, Inc. and its two principal officers, David Agnew and Charles Bradley.
The facts are adequately stated in a memorandum filed herein on March 19, 1982 and reported at 552 F.Supp. 1024. They will not be restated herein. Suffice it to say that subsequent to the filing of the complaint, this Court allowed a voluntary dismissal of the case as against Maxim Industries, Inc. which is in bankruptcy, and has ruled that Messrs. Agnew and Bradley are “employers” within the meaning of the Fair Labor Standards Act, as amended.
The matter is now before the Court on defendants’ motion to dismiss and on the government’s motion for the entry of judgment and the defendants’ opposition thereto. The government’s motion is based on both the prior rulings of this Court and a stipulation of the parties filed herein on September 7, 1982. The stipulation establishes the names of a number of hourly employees of Maxim Industries, Inc., their rates of pay, and the number of hours that each employee worked during the weeks ending January 17, January 24, and January 31,1981. It is also stipulated that none of these employees were paid any sum on account of their work at Maxim Industries, Inc. during any one of these three weeks. Lastly the parties have stipulated that if the Court’s ruling that Agnew and Bradley were employers within the meaning of the Act is legally correct, then the amounts set out in Exhibit A (a photostatic copy of which is appended hereto) are due and owing from them to the individual employees for unpaid wages.
[1029]*1029On the basis of the entire record, including the Court’s rulings and the stipulation of the parties, I rule that it is appropriate for judgment to enter in favor of each employee named in Exhibit A in the amount opposite his name under the column, “Gross Amount Due.” I further rule that each employee is entitled to pre-judgment interest at the “adjusted prime rate charged by banks” set forth at 26 U.S.C. § 6621, computed from the median date of accrual of said overtime compensation to the date of its payment.
The parties are in disagreement as to whether or not eight executives of Maxim Industries, Inc., identified in paragraph 2 of the stipulation, were exempt from the Fair Labor Standards Act, as amended. On the record it is clear that those eight individuals were “executive”, “administrative”, or “professional” employees exempt from the provisions of the Fair Labor Standards Act, as amended at least until their failure to be paid subsequent to January 10, 1981. The government contends, and defendants’ deny, that the status of those eight persons as exempt employees terminated on January 11, 1981 because of the fact they received no compensation after January 10, The government has cited no authority for that novel contention which I decline to accept. I find that the eight employees listed in paragraph 2 of the stipulation which is appended hereto as Exhibit B and the money due to them if they are not exempt, is the amount in column 2 of Exhibit B appended hereto with prejudgment interest at the “adjusted prime rate charged by banks” set forth at 26 U.S.C. § 6621, computed from the median date of accrual of said overtime compensation to the date of its payment. 1981.
The parties are further stipulated that a non-exempt draftsman by the name of Alfred Cabral is owed $640.48 if defendants Agnew and Bradley are liable under the Act. I rule that a judgment in favor of Cabral in that amount plus interest should enter.
Lastly I rule that there is no merit to defendant’s contention that plaintiff Secretary has not established the basis of jurisdiction in this Court and that accordingly, defendants motion to dismiss should be denied.
Judgment accordingly.
Exhibit A
[1030]*1030
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" width="1632"/>
[1031]*1031
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" width="1544"/>
EXHIBIT B
Column 1 Column 2
Roger Brunelle $471.14/week $1,547.45
Charles R. Carey $372.94/week $ 831.30
Robert Kailher $605.77/week $1,466.14
Harold Bailey $403.85/week $ 629.98
Herman Maynard $365.38/week $ 564.70
Gerald Wainio $432.69/week $ 924.00
Brian Neves $377.50/week $ 571.80
George Gott $384.62/week $1,030.54
Related
Cite This Page — Counsel Stack
552 F. Supp. 1027, 25 Wage & Hour Cas. (BNA) 1117, 1982 U.S. Dist. LEXIS 16146, Counsel Stack Legal Research, https://law.counselstack.com/opinion/donovan-v-agnew-mad-1982.