CN1160140C - Intelligence developed digital card series and its designing method - Google Patents
Intelligence developed digital card series and its designing method Download PDFInfo
- Publication number
- CN1160140C CN1160140C CNB991107918A CN99110791A CN1160140C CN 1160140 C CN1160140 C CN 1160140C CN B991107918 A CNB991107918 A CN B991107918A CN 99110791 A CN99110791 A CN 99110791A CN 1160140 C CN1160140 C CN 1160140C
- Authority
- CN
- China
- Prior art keywords
- mathematics
- board
- present
- knowledge
- paid
- Prior art date
- Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
- Expired - Fee Related
Links
Images
Landscapes
- Credit Cards Or The Like (AREA)
Abstract
The present invention discloses intelligence mathematics card series which takes positive integral number as flower colour, and the present invention which is provided with O and X number card as a center design thought is matched with various patterns and colours. The existing social amusement and competition tool has a popular amusement function. Intelligence mathematics cards not only have the popular amusement function, but also has functions of multiple subject knowledge increase, intelligent development, competition, communication and amusement. The present invention makes wide teenagers and children gain the knowledge happily, and the teenagers and the children enjoy happiness by gaining the knowledge. The present invention is an ideal tool for the teenagers and the children to carry out family education by patresfamilias. In the society, the intelligence mathematics cards can replace electronic game machines, mahjong pieces, cards, pai gow and pokers. The present invention can reduce gambling prevalence, and the present invention is favorable for social stabilization and family happiness.
Description
This method invention belongs to intelligence developed, intelligent contest, intelligent AC, the knowledge growth useful to human society, the production technical field that intelligent and popular amusement is melted altogether.
Series of the present invention is made up of card form, rectangular parallelepiped mahjong type intelligent digital board.
The present invention series card intelligent digital board be different from playing card, playing cards ... Deng existing procucts; Rectangular parallelepiped formula intelligent digital board be different from mahjong, Chinese dominoes ... Deng existing procucts.Existing procucts are popular converter tools, the intelligent digital card series is intelligence developed, the intelligent contest that is of value to society, increase many-sided knowledge, promote that the teenager makes great efforts to learn well mathematics, physics and chemistry, learn computing machine well, learn digital communication well, etc. knowledge, reach intelligence and melt altogether, in other words with popular amusement, can allow numerous teenagers at the central enjoy happiness that enlarges one's knowledge, in the middle of amusement, increase useful knowledge.
Purpose of the present invention:
(1) all kinds of materials, equipment, all kinds of mineral resources all are the wealth of human society.Human intelligence then is the prior wealth of society, and human intelligence is unlimited, has only abundant exploitation human intelligence, could more abundant, more reasonably utilize natural wealth, brings benefit to the mankind, and further developing human intelligence is the present invention's macroscopic view purpose.
(2) Chinese chess, chess, go ... Deng its rule is respectively arranged, although the race-entry both sides will give full play to people's intelligence in play, this intelligence performance is extremely limited, be limited within the rule of chess, and the rule of chess to be the people stipulate; Not the nature universal law, can not go to utilize nature, nature remodeling with the rule of chess.
Playing card, mahjong, playing cards, electronic game machine ... Deng being mainly used in amusement, sometimes even be used for gambling, become social effects of pollution.
Mathematics is the common base of all science, by popularizing mathematic cards for intelligent development, allows people learn, understand, be familiar with, enlarge mathematical knowledge, thereby improves the level of intelligence that people utilize nature, and this is two of a purpose of the present invention.
(3) teenage is people's the epoch that increase one's knowledge, grow up, and the intelligent digital board can allow the teenager increase one's knowledge in joy, at the middle enjoy happiness that increases one's knowledge.Belong to popular converter tools and have playing card, mahjong, chess etc. now, they lack interest of knowledge, can't realize above-mentioned purpose, and this is three of a purpose of the present invention.
(4) teenage is subjected to good education, to epochmaking influence is arranged people throughout one's life.In the long river of human history, such example appearring in large quantities once: because the teenage enjoys a splendid education, makes these people become great scientist afterwards.Popularize intelligence developed digital card
A kind of invisible strength is not just arranged, impel numerous teenagers to learn number, reason well, change, also can allow the teenager contact many new knowledges, as the gloomy number of wheat, Fermat's theorem, the multiple division of integer, theorem of Euler, 2
n-1 type and 2
n-a type mutual prime rwmber ... Deng, the mankind have entered information society now, and above-mentioned knowledge is being of great use aspect raising communications security, the reliability.This is four of a purpose of the present invention.
(5) renewal of knowledge and employment competition have become the major issue of current society, popularize intelligence developed digital card in growing up, and by intelligent contest amusement, make people learn many new knowledges.This will help the renewal of knowledge, for setting foot in the ABC of knowledge of new scientific domain point.Herein, the diverse discipline weave in has formed new scientific domain, and these new scientific domains play an important role to social development, this requires people except being proficient in a subject, also must understand multi-door subject knowledge, popularize mathematic cards for intelligent development, help to reach this purpose.
Intelligent digital board content
(1) existing procucts center design philosophy is a pattern, and next is only numeral.The center design philosophy of intelligent digital board is digital pattern (not being the pattern pattern), and mixes different pattern miscellaneous, figure, can be geometric figure, also can be other pattern, figure.The intelligent digital board is provided with 2,3,5,7,11,13,17,19,23,29,31,37,41,43,47 totally 15 prime numbers, be provided with 4,6,8,9,10,12,14,15,16,18,20,21,22,24,25 totally 15 close the number (set prime numbers, close number change can be arranged), (the X board is motor-driven variation board to be provided with 0,1 number plate and X board in addition, this type of board can be used other title), 8 on X board, remaining 32 kinds of mathematics board respectively is 4,136 altogether.Card form mathematics board 0,1, X board respectively are a kind of pattern; The idol prime number has only one 2, and it is a kind of pattern; 10 is a kind of pattern with interior prime number, shown in 5 number plates in the accompanying drawing 1; 10 with interior to close number be a kind of pattern, shown in 8 number plates in the accompanying drawing 1; 10～20 prime number is a kind of pattern, shown in 11 number plates in the accompanying drawing 1; 10～20 the number that closes is a kind of pattern, shown in 12 number plates in the accompanying drawing 2; 20～30 prime number is a kind of pattern, shown in 23 number plates in the accompanying drawing 2; 20～30 the number that closes is a kind of pattern, shown in 22 number plates in the accompanying drawing 2; 30～40 prime number is a kind of pattern, shown in the accompanying drawing 2 No. 31; 40～50 prime number is a kind of pattern, shown in the accompanying drawing 2 No. 41.
Rectangular parallelepiped intelligent digital board and card form intelligent digital board roughly the same, its pattern is as shown in Figure 3.33 kinds of mathematics boards also can have 33 kinds of different patterns, figure, and its design feature and principle are: artistic, attractive in appearance, practical.The length and width size of card form intelligent digital board; Length and width, the thick size of rectangular parallelepiped formula intelligent digital board are not done regulation; With artistic, attractive in appearance, practicality is principle.
(2) intelligent mathematical is paid definition
Definition: three digital boards, form one group of board by certain mathematical programming, be called intelligent mathematical and pay.
(3) mathematics classification of paying and the score value in the match of intelligent digital board thereof
1, add, subtraction mathematics pays: a+b=c is a=c-b then
Or b=c-a remembers 15 fens
2, multiplication and division method mathematics is paid: a * b=c is a=c/b or b=c/a then
Remember 15 fens
3, arithmetic series mathematics is paid: c-b=b-a note 20 minutes
4, geometric progression mathematics is paid: b=ma, c=mb note 20 minutes
5, facing prime number mutually pays: for example: 2,3,5, remember 20 fens
6, equidistantly facing prime number mutually pays: for example: 2,7,17, remember 30 fens
7, Mai Sen number pair: for example: 2
2-1=3,2
3-1=7,2
5-1=31, then 3,7,31,3 boards are formed gloomy several pairs an of wheat, remember 30 fens.
Annotate: the definition of Mai Sen number: 2
P-1 type number is a prime number, and P also is prime number, then claims 2
P-1 is the gloomy number of wheat, and the gloomy number of the wheat that has now found that has 26, and they are:
2
2-1，2
3-1，2
5-1，2
7-1，2
13-1，2
17-1，2
19-1，
2
31-1，2
61-1，2
89-1，2
107-1，2
127-1，2
521-1，
2
607-1，2
1279-1，2
2203-1，2
2281-1，2
3217-1
2
4253-1，2
4423-1，2
9689-1，2
9941-1，2
11213-1，
2
19937-1，2
21701-1，2
44497-1。
8,2
n-1 type faces relatively prime mathematics mutually to be paid, for example: 2
3-1=7,2
4-1=15,2
5-1=31, then, 7,15,31 3 boards form 2
nThe mutual prime rwmber mathematics that faces mutually of-1 type number is paid, and this kind mathematics is paid, and remembers 30 fens.
9,2
n-a type faces mutual prime rwmber mathematics mutually and pays; For example: 2
3-3=5,2
4-3=13,2
5-3=29, then 5,13,29 3 boards form 2
n-a type faces mutual prime rwmber mathematics mutually to be paid, and remembers 30 fens.
Mankind nowadays has entered information society, and information will be to promote yield-power development, the social power that advances of promotion.So information interchange---communication takies special consequence socially, the security of communication, confidentiality are two essence major issues that people will solve.So introducing 8,9 two kinds of mathematics in series mathematic cards for intelligent development pays.
10, Pythagorean theorem is paid: square c that the hypotenuse of right-angle triangle is long
2, equal two right-angle side square a
2, b
2And, i.e. c
2=a
2+ b
2Have 3 for positive integer
2+ 4
2=5
2, 9,16,25 3 numbers can be formed Pythagorean theorem mathematics and pay, and remember 30 fens.
11, the multiple division mathematics of integer is paid: when i ≠ j, make (a
i, a
j)=1, i=1,2 ... n; J=1,2 ... n.Make M=(a
1, a
2... a
n), then the multiple division relational expression of integer is:
Work as M=15, a
1=3, a
2=5 o'clock, bridge was counted m
1=10, m
2=6, so forming the multiple division mathematics of integer, pay by 15,10,6 three boards, remember 30 fens.
12, the index of deriving the equivalent number of the truth of a matter 1 type is paid: for just putting in order X arbitrarily, X is arranged
0=1, and 1 arbitrarily inferior positive integer side also equals 1, so X
0=1=1
a=1
b, then 0, a, b, three boards can form the index of deriving the equivalent number of the truth of a matter 1 type and pay, and remember 30 fens.
13, mathematics is lazy pays: for any positive integer a, and b, c all has 1
a=1
b=1
c, a, b, c, forming with 1 is that the index of the equivalent number of the truth of a matter is paid, and forms such mathematics and pays, and need not do any reasoning from logic, need not do the organization work of any system, claims this kind mathematics to pay to mathematics is lazy and pays, and remembers 0 fen.
14, square mathematics of equidistant number is paid: for example: 1,4,9, three boards can be formed this pair, remember 30 fens.
15, cube mathematics of equidistant number are paid: for example: 0,1,8, three boards can be formed this kind mathematics and pay, and remember 30 fens.
16,4 power mathematics of equidistant number are paid: for example: 0,1,16, three boards, and can form this kind mathematics and pay, remember 30 fens.
17, be that the antilog of the equidistant index of the truth of a matter is paid with 2: for example: 2
2=4,2
3=8,2
4=16, then 4,8,16 3 boards can be formed this kind mathematics and pay, and remember 30 fens.
18, Euler's function is paid: when mould is 21, and 21=3 * 7, Φ (21)=2 * 6, then Euler's function of 21,2,6 three boards compositions is paid, and remembers 30 fens.
19, Newton binomial theorem is paid: (a+b)
2=a
2+ 2ab+b
2, work as a=3, during b=4,9,24,16 3 boards are just formed this kind mathematics and are paid, and remember 30 fens.
20, Goldbach mathematics is paid, the mathematician Goldbach's Conjecture, and closing number more than 6 must be closing of two prime numbers, for example: 8 and 3,5 can form one pair of Goldbach mathematics pays, and remembers 30 fens.
21, equivalent mathematics is paid: the numeral of three boards equates, then forms equivalent mathematics and pays, and remembers 30 fens.
22, mould 2 adds mathematics and pays: with 2 is that modulus is done additive operation, is called mould 2 and adds.This modulo operation is used for digital secret communication at large, automatically control etc., and for example: 5 zero 4=1,5,4,1 can form a mould 2 adds mathematics and pays, and remembers 30 fens.
23, mould 2 subtrahends are learned and paid: mould 2 subtractions are a kind of subtractions of not considering borrow, and its definition is: 0-0=0,1-1=0,1-0=1,0-1=1.For example: 13,10,7 three boards can be formed this kind mathematics and pay, and remember 30 fens.
24, modular two multiplication mathematics is paid: the modular two multiplication method of long number is the same with common multiplication, and unique difference is, adds by mould 2 during the partial product addition, and for example: 3,3,5 three boards can be formed this mathematics and pay, and remember 30 fens.
25, mould 12 adds mathematics and pays: what the clock and watch timing was used is exactly this kind addition, and 7,8,3, three sheets can be formed this kind mathematics and pay, and remember 20 fens.
26, index mathematics is paid: a
b=c, a then, b, three positive integers of c are formed index mathematics and are paid, for example: 3
2=9, remember 20 fens.
27, new discovery mathematics is paid: because inventor's knowledge is limit; Because inconsiderate arriving; Because human knowledge constantly expands, in intelligent game, can constantly have new mathematics to pay emerges, arbitrary race-entry all can propose new mathematics and pay, and provide academic brief introduction in real time, as long as rationally, this kind mathematics is paid, minimum note 20 minutes is paid human society very importantly as the new mathematics of being found, can remember 30 fens, this thing is by after the common evaluation in real time of entrant, this newfound mathematics is paid and is just become a kind of generally acknowledged mathematics and pay, thereby entrant's level of intelligence is improved constantly, and the scope of one's knowledge is constantly enlarged.
(4) intelligent digital board contest method, rule
1, the service regeulations of X board
The X board can be given any positive integer value by the holder.Pay because the X board can be formed one pair of mathematics with any two digital boards,, subtract 10 fens so regulation contains the score value that the mathematics of an X board is paid.
2, the rules of contest
(1) entrant can be in a clockwise direction with playing dice or determining that with go out the finger method who gets board earlier or from where getting board, and order be got board, when every entrant gets 11, stops to get board, enters formal intelligent contest.
When (2) person that at first gets the board takes 12 boards, can not form 4 mathematics pays, or formed 4 mathematics and paid, when also wanting to strive for higher total points, can get one and oneself think no board, the player whose turn comes next sees and faces the board that seller is got mutually, in the time of can forming a mathematics and pay with two boards in the own hand, can change with useless board in the hand, a mathematics of being formed is paid as bright mathematics and is paid, and pendulum must not be paid with other board reorganization mathematics in the hand in face of oneself, when there being two boards to face one card that seller gets mutually when identical in his staff with above-mentioned, can preferentially form an equivalent mathematics and pay, paying when the existing equivalent mathematics of arbitrary family (can be bright, can be secretly) after when getting the 4th equivalent board again, four equivalent boards can be formed a lucky equivalent mathematics and pay, add 20 fens, need get a digital board more certainly.
(3) arbitrary entrant pays whole compositions (do not have mathematics is lazy to be paid) when 4 pairs of mathematics, and gross score is not less than 70 timesharing, just can bright board score, as long as the bright board of a people is arranged, everybody all bright board score, 4 pairs of mathematics are paid does not have whole makers-ups not score.When passive bright board person total points exceeds initiatively bright board people, and be whole pothunter's mid-score sopranos, add 10 fens more as an encouragement.Qualifying of 70 minute marks, one of 90 minute mark are good, one of 110 minute mark are outstanding, one time one clear, two qualifying equal 1 good, two well equal one outstanding.When a total points reaches 120 fens, remember one outstanding and one good, to reach two of 130 minute marks outstanding when total points.The entrant provides in pre-games, and this contest is several excellent contests, as is decided to be 8 excellent contests, have people accumulation reach 8 outstanding, intelligent contest ranking is told in this conclusion of the competitions.
The modulation of 3, race-entry number and level
(1) people that generally participates in competition is 4 people, uses 4 X boards, and minimum is 2 people, at most can 5,6 people, and 6 X boards are used in 5 people race-entry, 6 people, 8 the X boards of use of participating in competition.
(2) when pothunter's level lower, as when being the child, can be how with some X boards.
The intelligent digital board is the ideal tools of carrying out the private tutor.
Intelligent digital board and playing card, Chinese chess, chess, go, mahjong, Chinese dominoes, playing cards ... Deng the existing amusement of human society, contest instrument relatively, its special advantages and good effect are arranged: child, teenager be increase one's knowledge, grow up golden age, in the mood of joy, highly beneficial to growing up, and joy often contradicts with increasing one's knowledge.The head of a family plays jointly with playing card, Chinese chess, chess or other simple and easy converter tools and child, can't allow child increase one's knowledge by playing.The head of a family dare not play altogether with mahjong, Chinese dominoes, playing cards and child certainly, and this can cultivate into the gambler to child.Human long-term hope can have a kind of desirable instrument, can allow child grow up in joy, has increased the many-sided knowledge and the ability that develop in society useful future in joy unawares.The intelligent digital board is exactly this desirable instrument.Father, mother, grandfather, grandmother, aunt, one's mother's sister, uncle, uncle (mother's brother), granddad, grandmother, all be child tease to accompany he (she) the object played.The above-mentioned head of a family brings out child from being ready at heart, merely says knowledge to child, and it is uninteresting that child feels, is unwilling to accept.Said above that existing human society amusement, contest instrument all had different spinoffs, compare with all amusements, contest instrument in the existing society, have only the intelligent digital card series to be only desirable private tutor's instrument.One of the head of a family and child play the intelligent digital board, just enjoying family happiness, not the more important thing is by amusement, have just taught child multiple knowledge, this method to child's impart knowledge, and child just is ready to have accepted.Child seeks to do others down, and in order to obtain more good result in the intelligent board contest of next time, child just more pays attention to mathematics, physics and chemistry are learnt well, has so just realized allowing child's enjoy happiness when enlarging one's knowledge, and enlarges one's knowledge in the middle of joy.So we have reason, with good grounds say that the intelligent digital board is the ideal tools that the head of a family carries out the private tutor.So-called state is this with the people, bread is the staff of life, develop-and-import scheme food can be made money, but certain risk is arranged, in case in the process of production, transporting food products, out of joint accidentally, food poisoning appears in the food back, and producer will compensate, exploitation, batch process intelligent digital card series then do not have this risk.
Claims (3)
- An intelligence developed digital card, it is characterized in that, form by playing card formula mahjong type numeral board.Divide in 136 boards and make four classes, one class is a prime number, they are: 2,3,5,7,11,13,17,19,23,29,31,37,41,43,47 totally 15 kinds, one class is to close number, they are 4,6,8,9,10,12,14,15,16,18,20,21,22,24,25 totally 15 kinds, and 0,1 number plate is a class, and the 4th class is to be used for motor-driven X board, 8 on X board, all the other 32 kinds of mathematics boards respectively are 4.
- 2. mathematics board according to claim 1 is characterized in that, described numeral or pattern sign E are arranged on the central part of mathematics board, on every side and mix various auxiliary patterns and color.
- 3. digital board according to claim 1 is characterized in that the upper left corner of described board and the lower right corner indicate numeral or suit markings, and numeral or suit markings are identical with the mark of this board central part.
Priority Applications (1)
| Application Number | Priority Date | Filing Date | Title |
|---|---|---|---|
| CNB991107918A CN1160140C (en) | 1999-08-12 | 1999-08-12 | Intelligence developed digital card series and its designing method |
Applications Claiming Priority (1)
| Application Number | Priority Date | Filing Date | Title |
|---|---|---|---|
| CNB991107918A CN1160140C (en) | 1999-08-12 | 1999-08-12 | Intelligence developed digital card series and its designing method |
Publications (2)
| Publication Number | Publication Date |
|---|---|
| CN1259391A CN1259391A (en) | 2000-07-12 |
| CN1160140C true CN1160140C (en) | 2004-08-04 |
Family
ID=5274691
Family Applications (1)
| Application Number | Title | Priority Date | Filing Date |
|---|---|---|---|
| CNB991107918A Expired - Fee Related CN1160140C (en) | 1999-08-12 | 1999-08-12 | Intelligence developed digital card series and its designing method |
Country Status (1)
| Country | Link |
|---|---|
| CN (1) | CN1160140C (en) |
Families Citing this family (1)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| CN109191999A (en) * | 2018-09-28 | 2019-01-11 | 安庆师范大学 | One kind being used for preschool education intellectual development learning aids |
-
1999
- 1999-08-12 CN CNB991107918A patent/CN1160140C/en not_active Expired - Fee Related
Also Published As
| Publication number | Publication date |
|---|---|
| CN1259391A (en) | 2000-07-12 |
Similar Documents
| Publication | Publication Date | Title |
|---|---|---|
| Levitin et al. | Algorithmic puzzles | |
| GB2264239A (en) | Pack of game cards bearing numbers | |
| Mariconda et al. | Discrete calculus | |
| Eamon | Science and Popular Culture in Sixteenth Century Italy: The" Professors of Secrets" and Their Books | |
| US3523377A (en) | Instructional gaming apparatus | |
| Körner | Where do numbers come from? | |
| CN1160140C (en) | Intelligence developed digital card series and its designing method | |
| Glassford | Application of a theory of games to the transitional Eskimo culture | |
| Schumer | Mathematical journeys | |
| McEachern | Game theory: A classical introduction, mathematical games, and the tournament | |
| Rowlett | Blast Into Math! | |
| CN103341261B (en) | Intellecture promoting playing-card | |
| CN2194198Y (en) | Comprehensive knowledge chess | |
| Bar-Eli et al. | Tsukahara's vault and Fosbury's flop: A comparative analysis of two great inventions | |
| CN201930516U (en) | Amusement jump card | |
| Sally et al. | Trimathlon: A workout beyond the school curriculum | |
| CN86202559U (en) | Mathematical cards | |
| CN2256132Y (en) | Mathematic calculating cards | |
| Armstrong et al. | Probability and Statistics. A Collection of Papers on the Teaching of Probability and Statistics in CSMP's Elementary School Curriculum. Comprehensive School Mathematics Program. | |
| CN100496653C (en) | Tiles for games | |
| CN2745161Y (en) | Digital chess | |
| CN1078657A (en) | Series mathematic cards for intelligent development | |
| RU3214U1 (en) | TABLE DEVICE FOR THE GAME "CARNIVAL" | |
| DeVos et al. | Matt DeVos and Deborah A. Kent | |
| Arbena | Problem A: The Basis of Social Determination |
Legal Events
| Date | Code | Title | Description |
|---|---|---|---|
| C06 | Publication | ||
| PB01 | Publication | ||
| C10 | Entry into substantive examination | ||
| SE01 | Entry into force of request for substantive examination | ||
| C14 | Grant of patent or utility model | ||
| GR01 | Patent grant | ||
| C19 | Lapse of patent right due to non-payment of the annual fee | ||
| CF01 | Termination of patent right due to non-payment of annual fee |