Arnold v. United States
This text of 60 Cust. Ct. 857 (Arnold v. United States) is published on Counsel Stack Legal Research, covering United States Customs Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Maletz, Judge:
The following appeals for reappraisement enumerated in schedule “A,” hereto attached and made a part hereof, are before me for decision on a written stipulation reading as follows:
IT IS HEREBY STIPULATED AND AGREED by and between Counsel for Plaintiff ARNOLD, Schwinn & Co. and the Assistant Attorney General for Defendant United States of America that the merchandise covered by the appeals for reappraisement set forth in “Schedule A” attached hereto consists of 'bicycle spokes more particularly described as follows:
Spokes 15G (.072") Zinc
Spokes 14G (.080") Zinc
Spokes 12G (.105") Zinc
Spokes 11G (.120") Zinc
Spokes 15Gx 17G (0.72" x .056") Swaged
Spokes 14G x 16G (0.80" x .060") Swaged
Spokes 11G x 12G (.120" x .105") Swaged
which were exported from Western Germany during the period from February 1,1963, to December 30,1965.
IT IS FURTHER STIPULATED AND AGREED that bicycle spokes are specified on the Official Final List promulgated by the Secretary of the Treasury, T.D. 54521, and are subject to appraisement and were appraised under the provisions of 'Section 402a (d) of the Tariff Act of 1930, as amended by the Customs Simplification Act of 1956.
IT IS FURTHER STIPULATED AND AGREED that on or about the respective dates of exportation of the subject bicycle spokes, such or similar merchandise was freely sold and offered for sale for exportation to the United States in the principal markets of West Germany to all purchasers, in the usual wholesale quantities and in the ordinary course of trade, at the following prices, packed, plus copper price premium noted on invoices, for the following respective periods of time and that there was no higher foreign value for such or similar merchandise:
Merchandise Period Price U.S. Currency
8csBgnwsAZeNUePTFWkNCGOde0p0y6gp52PkFBDsTq
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Maletz, Judge:
The following appeals for reappraisement enumerated in schedule “A,” hereto attached and made a part hereof, are before me for decision on a written stipulation reading as follows:
IT IS HEREBY STIPULATED AND AGREED by and between Counsel for Plaintiff ARNOLD, Schwinn & Co. and the Assistant Attorney General for Defendant United States of America that the merchandise covered by the appeals for reappraisement set forth in “Schedule A” attached hereto consists of 'bicycle spokes more particularly described as follows:
Spokes 15G (.072") Zinc
Spokes 14G (.080") Zinc
Spokes 12G (.105") Zinc
Spokes 11G (.120") Zinc
Spokes 15Gx 17G (0.72" x .056") Swaged
Spokes 14G x 16G (0.80" x .060") Swaged
Spokes 11G x 12G (.120" x .105") Swaged
which were exported from Western Germany during the period from February 1,1963, to December 30,1965.
IT IS FURTHER STIPULATED AND AGREED that bicycle spokes are specified on the Official Final List promulgated by the Secretary of the Treasury, T.D. 54521, and are subject to appraisement and were appraised under the provisions of 'Section 402a (d) of the Tariff Act of 1930, as amended by the Customs Simplification Act of 1956.
IT IS FURTHER STIPULATED AND AGREED that on or about the respective dates of exportation of the subject bicycle spokes, such or similar merchandise was freely sold and offered for sale for exportation to the United States in the principal markets of West Germany to all purchasers, in the usual wholesale quantities and in the ordinary course of trade, at the following prices, packed, plus copper price premium noted on invoices, for the following respective periods of time and that there was no higher foreign value for such or similar merchandise:
Merchandise Period Price U.S. Currency
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" width="1323"/>
[859]*859Merchandise Price U.S. Period Currency
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" width="1331"/>
IT IS FURTHER STIPULATED AND AGREED that the within appeals to reappraisement are abandoned as to any merchandise not exported within the f oregoing specified periods and as to any other merchandise listed on the invoices, and that the within appeals to re-appraisement may (be deemed submitted for decision on this stipulation.
On the agreed facts, I find that the proper basis for appraisement of the merchandise in question, as hereinabove identified, is export value, as defined in section 402a (d) of the Tariff Act of 1930, as amended by the Customs Simplification Act of 1956, and that the values set out above constitute such statutory value.
As to all other merchandise included on the invoices covered by the entries involved herein, the appeals for reappraisement are dismissed.
Judgment will be rendered accordingly.
Cite This Page — Counsel Stack
60 Cust. Ct. 857, 1968 Cust. Ct. LEXIS 2390, Counsel Stack Legal Research, https://law.counselstack.com/opinion/arnold-v-united-states-cusc-1968.