Spirt v. J. F. D. Manufacturing Co.
This text of 132 F. Supp. 424 (Spirt v. J. F. D. Manufacturing Co.) is published on Counsel Stack Legal Research, covering District Court, E.D. New York primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
RAYFIEL, District Judge.
The plaintiff, the owner of design patent No. D. 156,379, sues herein for damages for the infringement thereof. The patent was issued to him on December 6, 1949, and covers a design for an indoor television antenna, of the type popularly known as “Rabbit Ears”. It consists of a holder or base, containing two slots, from each of which extends an adjustable telescopic metal rod or antenna.
The plaintiff issued an exclusive license to Spirling Products Co., Inc., which has been added as a party plaintiff.
The plaintiff’s design patent, Exhibit No. 2 at the trial, follows:
[425]*425
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RAYFIEL, District Judge.
The plaintiff, the owner of design patent No. D. 156,379, sues herein for damages for the infringement thereof. The patent was issued to him on December 6, 1949, and covers a design for an indoor television antenna, of the type popularly known as “Rabbit Ears”. It consists of a holder or base, containing two slots, from each of which extends an adjustable telescopic metal rod or antenna.
The plaintiff issued an exclusive license to Spirling Products Co., Inc., which has been added as a party plaintiff.
The plaintiff’s design patent, Exhibit No. 2 at the trial, follows:
[425]*425
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" width="1569"/>
[426]*426A representation of the first allegedly infringing antenna made by the defendant, received in evidence as Plaintiff’s Exhibit No. 10, follows:
[427]*427The defendant subsequently modified the base of its antenna, as appears from the following representation thereof, received in evidence as Plaintiff's Exhibit No. 11.
[428]*428Except for minor variations in the ornamentation of the bases the defendant’s antennas are virtually copies of the plaintiff’s, and doubtless are infringements thereof. There is left, then, the question as to whether plaintiff’s patent is valid.
In the case of Neufeld-Furst & Co., Inc., v. Jay-Day Frocks, Inc., 2 Cir., 112 F.2d 715, at page 716, the law relating to the validity of design patents was summarized as follows: “In this circuit it is firmly established that more is required for a valid design patent than that the design be new and pleasing enough to catch the trade; it must be the product of “invention,” by which is meant that conception of the design must demand some exceptional talent beyond the skill of the ordinary designer. Nat Lewis Purses, Inc., v. Carole Bags, Inc., 2 Cir., 83 F.2d 475. Such a standard is necessarily vague and difficult of application. Nevertheless, ‘we are obliged to determine, as best we may, whether the design in question is original and aesthetic and involved a step beyond the prior art requiring what is termed “inventive genius” ’. See A. C. Gilbert Co. v. Shemitz, 2 Cir., 45 F.2d 98, 99.” (Emphasis added.)
At the trial the defendant submitted in evidence design patent known as the Leonard patent, applied for on October 8,1948, and issued on March 8, 1949, upon which was based the “Radion” antenna, received in evidence as Exhibit No. 9. In addition, the defendant submitted (part of Exhibit A) a photograph of the January 26, 1949, issue of “Radio and Television Weekly”, which contained an advertisement of the “Snyder” television antenna. The “Leonard” patent antedates that of the plaintiff as does the “Snyder” advertisement. All three are similar in appearance. Representations of the “Leonard” patent and the “Radion” and “Snyder” antennas follow;
[429]*429
[430]*430
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" 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[431]*431
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" 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As was stated in the case of Howell Co. v. Royal Metal Mfg. Co., 7 Cir., 93 F.2d 112, at page 113, “To entitle a party to the benefit of the statute, 35 U.S.C.A. § 31, the device must not only be new, but inventively new. The re-adaptation of old devices or forms, however convenient, useful, or beautiful they may be in their new roles, is not invention. Smith v. Whitman Saddle Co., 148 U.S. 674,13 S.Ct. 768, 37 L.Ed. 606.”
I have not overlooked the fact that the Leonard Patent was considered by the Patent Office in the issuance of [432]*432the plaintiff’s patent, as shown by the file wrapper in evidence. In my opinion the plaintiff’s patent does not meet the test of “invention” necessary to establish validity. It is merely a variation of prior art, the preparation of which did not require uncommon or exceptional inventive skill or talent.
Accordingly, judgment is rendered in favor of the defendant dismissing the complaint.
Submit proposed findings of fact, conclusions of law and decree in conformity herewith.
Related
Cite This Page — Counsel Stack
132 F. Supp. 424, 105 U.S.P.Q. (BNA) 485, 1955 U.S. Dist. LEXIS 3042, Counsel Stack Legal Research, https://law.counselstack.com/opinion/spirt-v-j-f-d-manufacturing-co-nyed-1955.