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US4216964A Expired / Lapsed US ⏱️ 0.0 years remaining

Puzzle game

Assignee: Individual
•
Filing: 1979-01-26
•
Granted: 1980-08-12
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Expires: 1999-01-26
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Abstract

Abstract A number problem game which comprises a playing board having a planar surface thereon, with an odd number of squares arranged in an equal number of horizontal and vertical rows intersecting each other on the playing board, as well as a plurality of playing elements with each element having a different numbered indicia thereon. The elements being arrangeable on the squares of the board to satisfy a predetermined value which is satisfied by the arithmetical equation: ##EQU1## such that when the plurality of elements are properly positioned on the squares, the sum of the numbered indicia on the elements on each of the horizontal and vertical rows is equal to X, and a plurality of borders on the playing board in surrounding relationship to respective groups of odd numbers of the squares are provided. Each one of the borders having indicium thereon equivalent to one of the predetermined values of X. The sum of the numbered indicia on each of the elements positioned on the diagonal rows formed by the squares is also equal to the sum specified by X in each of the respective groups.

Inventors

  • 👤 Ernest A. Gans

Bibliographic Details

Application Number —
Jurisdiction US
Data Source google_patents
Last Synchronized 2026-11-09 01:20
CPC Classifications
A; A63; A63F; A63F9/00; A63F9/34; A63F3/00; A63F3/04; A63F3/0415; A63F9/06; A63F9/10; G; G09; G09B; G09B1/00; G09B1/02; G09B1/04; G09B1/06; G09B1/08; A63F3/00173; A63F3/00574; A63F2003/00577; A63F9/1044

Claims Analysis

Total Claims: 21
Claim 1
Independent Claim 389 words
A number problem game, which comprises: A. a playing board having a planar surface thereon, B. an odd number of squares arranged in an equal number of horizontal and vertical rows intersecting each other on said playing board, C. a plurality of multi-sided playing elements with each element having different sequentially numbered indicia thereon, said elements being arrangeable on said squares of said board to satisfy a predetermined value which is satisfied by the arithmetical equation: ##EQU6## wherein: a=first numbered indicia of a series N=last numbered indicia of a series n=total number of elements in a series √n=being an integer, and the interval in the series is a constant such that when said plurality of elements are properly positioned on said squares, the sum of the numbered indicia on said elements on each of said horizontal and vertical rows is equal to X, D. a coding provided on a plurality of the respective sides of said multi-sided playing elements in conjunction with said numbered indicia such that said elements may be divided into respective sets, wherein each one of said sets being of a select number of said elements for use in the solution of one problem of the game, E. at least one border on said playing board in surrounding relationship to respective groups of odd numbers of said squares, said border having indicium thereon equivalent to one of said predetermined values of X F. retaining means for releasably securing each one of said individual elements in interlocking relationship to said playing board on each one of said squares, G. solution means adapted to be operatively positioned on said playing board for each of said respective groups, such that a player may quickly determine if the proper solution to the number game has been obtained, H. said solution means including a sheet having positioned thereon the correct numerals for the group of the game selected, said numerals each extending in overlapping relationship to a respective one of said squares, I. coupling means for removably securing said sheet to said playing board along substantially one end thereof, and J. said coupling means includes: (1) an elongated groove extending along one edge of said playing board, and (2) a protrusion extending outwardly from one end of said sheet and adapted to be releasably positioned in frictional engagement with said groove.
Claim 2
Dependent Claim 389 words
A number problem game, which comprises: A. a playing board having a planar surface thereon, B. an odd number of squares arranged in an equal number of horizontal and vertical rows intersecting each other on said playing board, C. a plurality of multi-sided playing elements with each element having different sequentially numbered indicia thereon, said elements being arrangeable on said squares of said board to satisfy a predetermined value which is satisfied by the arithmetical equation: ##EQU6## wherein: a=first numbered indicia of a series N=last numbered indicia of a series n=total number of elements in a series √n=being an integer, and the interval in the series is a constant such that when said plurality of elements are properly positioned on said squares, the sum of the numbered indicia on said elements on each of said horizontal and vertical rows is equal to X, D. a coding provided on a plurality of the respective sides of said multi-sided playing elements in conjunction with said numbered indicia such that said elements may be divided into respective sets, wherein each one of said sets being of a select number of said elements for use in the solution of one problem of the game, E. at least one border on said playing board in surrounding relationship to respective groups of odd numbers of said squares, said border having indicium thereon equivalent to one of said predetermined values of X F. retaining means for releasably securing each one of said individual elements in interlocking relationship to said playing board on each one of said squares, G. solution means adapted to be operatively positioned on said playing board for each of said respective groups, such that a player may quickly determine if the proper solution to the number game has been obtained, H. said solution means including a sheet having positioned thereon the correct numerals for the group of the game selected, said numerals each extending in overlapping relationship to a respective one of said squares, I. coupling means for removably securing said sheet to said playing board along substantially one end thereof, and J. said coupling means includes: (1) an elongated groove extending along one edge of said playing board, and (2) a protrusion extending outwardly from one end of said sheet and adapted to be releasably positioned in frictional engagement with said groove.
Claim 3
Dependent Claim 38 words
A number problem game as in claim 1, wherein the sum of the numbered indicia on each of said elements positioned on the diagonal rows formed by said squares is also equal to the sum specified by X.
Claim 4
Dependent Claim 26 words
A number problem game as in claim 1, wherein said indicium of each of said groups is positioned in substantial alignment with each of said rows.
Claim 5
Dependent Claim 35 words
A number problem game as in claim 1, wherein said retaining means includes on each one of said elements a magnetically attracted member so as to obtain a removable coupling relationship with said playing board.
Claim 6
Dependent Claim 29 words
A number problem game as in claim 1, wherein said retaining means includes a well in each of said squares adapted to receive one of said playing elements therein.
Claim 7
Dependent Claim 45 words
A number problem game as in claim 1, wherein said retaining means includes: a. said planar surface fabricated from a plastic interlocking surface, and b. said elements are provided on a plurality of the respective sides of said multi-sided surface with a complementary interlocking surface.
Claim 8
Dependent Claim 26 words
A number problem game as in claim 1, wherein said coding to form said sets of said elements are readily distinguishable from each other by color.
Claim 9
Dependent Claim 20 words
A number problem game as in claim 1, wherein said equation is satisfied by providing 49 of said numbered elements.
Claim 10
Dependent Claim 31 words
A number problem game as in claim 8, wherein said predetermined value of X on at least one said border is 175 and includes said elements numbered 1 through 49 inclusive.
Claim 11
Dependent Claim 34 words
A number problem game as in claim 1, wherein at least one said border is divided into 49 squares that are divided into 7 of said horizontal rows and 7 of said vertical rows.
Claim 12
Dependent Claim 21 words
A number problem game as in claim 1, wherein said predetermined value of X on one of said borders is 15.
Claim 13
Dependent Claim 20 words
A number problem game as in claim 1, wherein said equation is satisfied by providing 9 of said numbered elements.
Claim 14
Dependent Claim 34 words
A number problem game as in claim 12, wherein at least one said border is divided into 9 squares that are divided into 3 of said horizontal rows and 3 of said vertical rows.
Claim 15
Dependent Claim 20 words
A number problem game as in claim 1, wherein said equation is satisfied by providing 25 of said numbered elements.
Claim 16
Dependent Claim 20 words
A number problem game as in claim 1, wherein said equation is satisfied by providing 81 of said numbered elements.
Claim 17
Dependent Claim 29 words
A number problem game as in claim 1, wherein said numbered indicia on said elements are consecutively numbered with respect to said coding on each one of said sets.
Claim 18
Dependent Claim 25 words
A number problem game as in claim 1, wherein said numbered indicia on said elements follow in an interval separated by an equal numeric value.
Claim 19
Dependent Claim 35 words
A number problem game as in claim 1, wherein four of said borders on said planar surface are provided, each of said borders being square in configuration and extending in concentric relationship to each other.
Claim 20
Dependent Claim 41 words
A number problem game as in claim 1, including gripping means on one of the respective sides of said playing elements, and having a pair of arms defining a sleeve to receive a card-like member which may contain a numeral thereon.
Claim 21
Dependent Claim 25 words
A number problem game as in claim 1, wherein one of the respective sides of said playing elements is in the form of a blackboard.

References Cited (Backward Citations)

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USPTO Annuity & Maintenance Windows

Annuity Stage Window Opens Payment Deadline Surcharge Period Until Estimated Fee Status
3.5 Years (Year 4) 1983-08-12 1984-02-11 1984-08-12 $2000.00 Window Closed / Lapsed
7.5 Years (Year 8) 1987-08-12 1988-02-11 1988-08-12 $3760.00 Window Closed / Lapsed
11.5 Years (Year 12) 1991-08-12 1992-02-11 1992-08-12 $7700.00 Window Closed / Lapsed

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