United States Playing-Card Co. v. Spaulding
Opinion
WHEELER, District Judge.
This suit is brought for alleged infringement of patent No. 525,941, applied for December 30, 1893, dated September 11, 1894, and issued to Gustav A. Bisler, for apparatus for playing duplicate whist; consisting of two square plates, with corner blocks between, forming sides, and a center block, whose sides form the inner ends, of pockets, in which the hands of cards are kept, by springs, in their original order, showing the lead, for playing again in the same order with a different lead, with recesses in the edges of the plates for the fingers to withdraw the hands of cards. The specification refers to drawings showing the parts by letters, and the claims are for:
(1) An apparatus for playing duplicate whist, consisting of a tray composed of plates, with intervening corner and central blocks, forming pockets closed on their sides and inner ends, and open at the outer edge of the tray, sub[730] stantially. as described. (2) A tray for tbe purpose set forth, consisting of the plates, B, B, having the recesses, G, in their sides, the intervening blocks. O and D, forming the pockets, E, closed at their sides and inner ends, and the springs, E, in said pockets, said parts being combined substantially as described. (3) A tray for the purpose named, consisting of two plates having recesses in their sides, blocks between said plates, forming pockets closed at their sides and inner ends, and open at their outer ends, and an attaching sheet for said plates, said sheet being attached to one plate, and having flaps turned under the portion of the plate at the finger portions hereof, and flaps turned over the said blocks and secured to the other plate, said parts being combined substantially as described. (4) A tray for the purpose named, consisting of a tray having pockets therein closed at their sides and inner ends, and open at the outer edges of the tray, springs in said pockets for holding cards therein, an attaching sheet for said'plates, and corner pieces on said plates, said plates having recesses in their edges, and said parts being combined substantially as described.
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WHEELER, District Judge.
This suit is brought for alleged infringement of patent No. 525,941, applied for December 30, 1893, dated September 11, 1894, and issued to Gustav A. Bisler, for apparatus for playing duplicate whist; consisting of two square plates, with corner blocks between, forming sides, and a center block, whose sides form the inner ends, of pockets, in which the hands of cards are kept, by springs, in their original order, showing the lead, for playing again in the same order with a different lead, with recesses in the edges of the plates for the fingers to withdraw the hands of cards. The specification refers to drawings showing the parts by letters, and the claims are for:
(1) An apparatus for playing duplicate whist, consisting of a tray composed of plates, with intervening corner and central blocks, forming pockets closed on their sides and inner ends, and open at the outer edge of the tray, sub[730] stantially. as described. (2) A tray for tbe purpose set forth, consisting of the plates, B, B, having the recesses, G, in their sides, the intervening blocks. O and D, forming the pockets, E, closed at their sides and inner ends, and the springs, E, in said pockets, said parts being combined substantially as described. (3) A tray for the purpose named, consisting of two plates having recesses in their sides, blocks between said plates, forming pockets closed at their sides and inner ends, and open at their outer ends, and an attaching sheet for said plates, said sheet being attached to one plate, and having flaps turned under the portion of the plate at the finger portions hereof, and flaps turned over the said blocks and secured to the other plate, said parts being combined substantially as described. (4) A tray for the purpose named, consisting of a tray having pockets therein closed at their sides and inner ends, and open at the outer edges of the tray, springs in said pockets for holding cards therein, an attaching sheet for said'plates, and corner pieces on said plates, said plates having recesses in their edges, and said parts being combined substantially as described.
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" 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[731] Several patents are set up as anticipations, the most similar and important of which are No. 462,448, dated November 3, 1891, and granted to Paine and Behring, for a square plate, with rubber straps on each side, for holding the hands of cards; No. 464,469, dated December 1, 1891, and granted to one Woodbury, for four flexible pockets attached to a square (enter, and folding together upon it, for holding the hands of cards; No. 481,995, dated September 6, 1892, and granted to one Work, for a square plate, with a divisional compartment on each corner, for holding the hands of cards; and No. 514,302, applied-for March 29, 1893, dated February 6, 1894, and granted to one Butler, for an open tray in the form of a cross, with receptacles at the extremities, and elastic bands around them, for holding the hands of .cards; and each structure providing a mark for distinguishing the lead. While each of these shows an apparatus for holding the hands of cards in order, by four receptacles, in the order of the four players, on or in a plaie or tray, or about a square center, and therefore they leave only room for improvements upon all of them by later inventions, obviously enough this invention is different from any of them, and occupies room left between them; and the first, second, and fourth claims of the patent seem valid for the differences specified in them. The covering sheets of the third claim do not seem patentable.
The alleged infringement is of two kinds, in one of which (the Kalamazoo tray) the lower plate is larger than the upper, with a spot in it raised in each pocket, for regaining the cards in place, and the corner and central blocks are not square, but rectangular, so placed as to be near enough, without touching each other, to form the pockets that will hold the cards, without being actually closed; and in the other, which is made according to patent No. 555,903, dated March 3, 1896, and granted to one Johnson, for such an apparatus, four pockel;s are formed in the cornel's between the plates by narrow inclosing and partition strips, with recesses through the inclosing strips and in the plates for the fingers, and openings through the upper plate next to the inside of the remaining ends of the inclosing strips for inserting the cards, which are retained by these ends. The important improvement patented to Bisler was the pocket formed between the two plates on each of the four sides by the blocks, to which the recesses for the fingers and the spring were incidental. The pockets of the infringements would be closed for this purpose when they were tight enough to well hold the cards; inclosing and partition strips would be blocks in the corners and center, although not square in length and breadth, when so placed there as to form a pocket at each side, although nearer to one end of the side than to the other; and the raised spot in the plate would be a spring, when it should cause pressure upon the cards, by elasticity, to retain them. According to these views, both of these structures appear to infringe the first and fourth claims; and the Kalamazoo one, the second, also. Decree for plaintiff.
(December 7, 1898.)
Upon the settlement of the interlocutory decree herein, attention is called to an error, in supposing that one alleged infringement is made [732] according to Johnson patent, No. 555,903, as testified by experts on examination in chief, but corrected on cross-examination not noticed. The interior space between the pockets is filled by a block, instead of being left vacant between the partition strips of that patent. The operation of the pockets appears to be the same in either case; the filled space and vacancy being, in difference, wholly immaterial. The structure is accordingly held to infringe. Decree accordingly.
90 F. 729 (United States Playing-Card Co. v. Spaulding) — published by Counsel Stack Legal Research, free access to 12M+ legal documents.