Manhattan Novelty Corp. v. United States
Opinion
Olivee, Chief Judge:
These matters are presently before me on a remand from a classification proceeding decided by the first division of this court in Manhattan Novelty Corp. et al. v. United States, 33 Cust. Ct. 423, Abstract 58501. The judgment entered therein stated: “* * * that the matters be remanded to a single judge in reappraisement pursuant to the provisions of Title 28 U. S. C. § 2636 (d).”
The' matters have been submitted for decision upon an agreed statement of facts entered into by and between counsel for the respective parties hereto.
Upon the agreed facts, I find the export value, as that value is defined in section 402 (d) of the Tariff Act of 1930 (19 U. S. C. § 1402 (d)), to be the proper basis for determining the values of the involved merchandise and that such values are as set forth in schedule “A,” hereto attached and made a part hereof.
I further find such values to be the dutiable values of said merchandise.
The actions having been abandoned insofar as all other items of merchandise are concerned, to that extent they are dismissed.
Judgment will be entered accordingly.
[364]*364Schedule “A”
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Olivee, Chief Judge:
These matters are presently before me on a remand from a classification proceeding decided by the first division of this court in Manhattan Novelty Corp. et al. v. United States, 33 Cust. Ct. 423, Abstract 58501. The judgment entered therein stated: “* * * that the matters be remanded to a single judge in reappraisement pursuant to the provisions of Title 28 U. S. C. § 2636 (d).”
The' matters have been submitted for decision upon an agreed statement of facts entered into by and between counsel for the respective parties hereto.
Upon the agreed facts, I find the export value, as that value is defined in section 402 (d) of the Tariff Act of 1930 (19 U. S. C. § 1402 (d)), to be the proper basis for determining the values of the involved merchandise and that such values are as set forth in schedule “A,” hereto attached and made a part hereof.
I further find such values to be the dutiable values of said merchandise.
The actions having been abandoned insofar as all other items of merchandise are concerned, to that extent they are dismissed.
Judgment will be entered accordingly.
[364]*364Schedule “A”
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" 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35 Cust. Ct. 363 (Manhattan Novelty Corp. v. United States) — published by Counsel Stack Legal Research, free access to 12M+ legal documents.