Clapp v. United States
This text of 6 Cust. Ct. 868 (Clapp 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
Tilson, Judge:
The appeals listed in schedule A, hereto attached and made a part hereof, have been submitted for decision upon the following stipulation:
(1) That the merchandise and the issues covered by the appeals to reappraisement enumerated on the attached Schedule “A” is the same in all material respects as that which was the subject of the decision in the case of Arkell Safety Bag Co. v. United States, Reap. Dec. 4670.
(2) That the record in said case may be incorporated herein.
(3) That there was no foreign-market value, as such value is defined in Section 402 (c), of the Tariff Act of 1930, for the instant merchandise, at the times of exportation thereof.
(4) That the proper basis of appraisement for said merchandise is the export value, as such value is defined in Section 402 (d) of said Act and as legally interpreted in the Arkell Safety Bag Co., case, supra.
(5) That the market value or price at the time of exportation of the merchandise involved herein at which such or similar merchandise was freely offered for [869]*869sale to all purchasers in the principal markets of Sweden, for exportation to the United States, in the usual wholesale quantities and in the ordinary course of trade, including the cost of all containers and coverings of whatever nature, and all other costs, charges and expenses incident to placing the merchandise in condition packed ready for shipment to the United States are the freely offered prices set forth in Schedule “A”, hereto attached and made a part hereof, less a 2 per cent discount and inland freight, ocean freight, dock dues, wharfage, consular fees and insurance premium as invoiced.
Accepting this stipulation as a statement of fact, I find and hold the proper dutiable export values of the merchandise covered by said appeals to be correctly represented by the figures set forth in said schedule A, less 2 per centum discount and inland freight, ocean freight, dock dues, wharfage, consular fees, and insurance premium' as invoiced. Judgment will be rendered accordingly.
[870]*870
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Tilson, Judge:
The appeals listed in schedule A, hereto attached and made a part hereof, have been submitted for decision upon the following stipulation:
(1) That the merchandise and the issues covered by the appeals to reappraisement enumerated on the attached Schedule “A” is the same in all material respects as that which was the subject of the decision in the case of Arkell Safety Bag Co. v. United States, Reap. Dec. 4670.
(2) That the record in said case may be incorporated herein.
(3) That there was no foreign-market value, as such value is defined in Section 402 (c), of the Tariff Act of 1930, for the instant merchandise, at the times of exportation thereof.
(4) That the proper basis of appraisement for said merchandise is the export value, as such value is defined in Section 402 (d) of said Act and as legally interpreted in the Arkell Safety Bag Co., case, supra.
(5) That the market value or price at the time of exportation of the merchandise involved herein at which such or similar merchandise was freely offered for [869]*869sale to all purchasers in the principal markets of Sweden, for exportation to the United States, in the usual wholesale quantities and in the ordinary course of trade, including the cost of all containers and coverings of whatever nature, and all other costs, charges and expenses incident to placing the merchandise in condition packed ready for shipment to the United States are the freely offered prices set forth in Schedule “A”, hereto attached and made a part hereof, less a 2 per cent discount and inland freight, ocean freight, dock dues, wharfage, consular fees and insurance premium as invoiced.
Accepting this stipulation as a statement of fact, I find and hold the proper dutiable export values of the merchandise covered by said appeals to be correctly represented by the figures set forth in said schedule A, less 2 per centum discount and inland freight, ocean freight, dock dues, wharfage, consular fees, and insurance premium' as invoiced. Judgment will be rendered accordingly.
[870]*870
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" 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Cite This Page — Counsel Stack
6 Cust. Ct. 868, 1941 Cust. Ct. LEXIS 1205, Counsel Stack Legal Research, https://law.counselstack.com/opinion/clapp-v-united-states-cusc-1941.