Gordon Arthur Smith, Inc. v. United States
This text of 25 Cust. Ct. 401 (Gordon Arthur Smith, Inc. 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
Ford, Judge:
The appeals fisted in schedule “A,” hereto attached and made a part hereof, have been submitted upon a stipulation to the effect that at the date of the exportation of the merchandise in[402]*402volved herein, such or similar merchandise was freely offered for sale to all purchasers in the principal markets of the country from which exported, in the usual wholesale quantities and in the ordinary course of trade, for exportation to the United States at the prices set forth in schedule “B,” hereto attached and made a pant hereof, and that there were no higher foreign values for the involved merchandise.
Accepting this stipulation as a statement of fact, I find the proper dutiable export values for the merchandise covered by said appeals to be the values set forth in said schedule “B.” Judgment will be rendered accordingly.
[403]*403
Free access — add to your briefcase to read the full text and ask questions with AI
Ford, Judge:
The appeals fisted in schedule “A,” hereto attached and made a part hereof, have been submitted upon a stipulation to the effect that at the date of the exportation of the merchandise in[402]*402volved herein, such or similar merchandise was freely offered for sale to all purchasers in the principal markets of the country from which exported, in the usual wholesale quantities and in the ordinary course of trade, for exportation to the United States at the prices set forth in schedule “B,” hereto attached and made a pant hereof, and that there were no higher foreign values for the involved merchandise.
Accepting this stipulation as a statement of fact, I find the proper dutiable export values for the merchandise covered by said appeals to be the values set forth in said schedule “B.” Judgment will be rendered accordingly.
[403]*403
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" width="1462"/>
Cite This Page — Counsel Stack
25 Cust. Ct. 401, 1950 Cust. Ct. LEXIS 645, Counsel Stack Legal Research, https://law.counselstack.com/opinion/gordon-arthur-smith-inc-v-united-states-cusc-1950.