United States v. J. E. Bernard & Co.
This text of 5 Cust. Ct. 511 (United States v. J. E. Bernard & Co.) 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
Keefe, Judge:
These reappraisements were filed by the collector against the action of the appraiser in determining the value of certain filters and filtering paper imported from Sweden. The appraiser approved the entered value of the unit invoice prices, less trade discount 25 per centum, less freight and f. o. b. charges, plus zinc packing, as entered.
At the trial it was conceded by counsel for the importer that the foreign value is the proper basis of the dutiable value of the merchandise, and it was agreed between counsel that the foreign value of the merchandise herein is represented by the prices set forth in schedule A hereto attached and made a part hereof.
In view of the agreed statement of facts I find that the dutiable value of the merchandise is the prices' appearing upon schedule A hereto attached.
Judgment will be entered accordingly.
Schedule A
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Keefe, Judge:
These reappraisements were filed by the collector against the action of the appraiser in determining the value of certain filters and filtering paper imported from Sweden. The appraiser approved the entered value of the unit invoice prices, less trade discount 25 per centum, less freight and f. o. b. charges, plus zinc packing, as entered.
At the trial it was conceded by counsel for the importer that the foreign value is the proper basis of the dutiable value of the merchandise, and it was agreed between counsel that the foreign value of the merchandise herein is represented by the prices set forth in schedule A hereto attached and made a part hereof.
In view of the agreed statement of facts I find that the dutiable value of the merchandise is the prices' appearing upon schedule A hereto attached.
Judgment will be entered accordingly.
Schedule A
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" 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Cite This Page — Counsel Stack
5 Cust. Ct. 511, 1940 Cust. Ct. LEXIS 3226, Counsel Stack Legal Research, https://law.counselstack.com/opinion/united-states-v-j-e-bernard-co-cusc-1940.