Congratulations for Raffle/Lottery Round #1 WINNERS!

Published on 2019-01-19

Rank User Amount Won
First aramovld 0.02693990
Second nahlai 0.01874080
Third hj44ka 0.01698385
Fourth freegansmew 0.01581255
Fifth kizzm354 0.01288430
Sixth giganticfeep 0.00937040
Seventh brancin 0.00702780
Eighth sewpossible 0.00409955
Nineth RuNzAmuck 0.00316251
Tenth sahav6 0.00210834

The count down for Raffle/Lottery Round #2 began!

Published on 2019-01-19

6 days left for Raffle/Lottery Round #2 to end. Ticket cost 0.00001 BTC.
Get your ticket https://bitcoinmachine-games.io/bitcoin-games/raffle
How does it work?
_The tickets that you receive must be allocated to the desired round.
_You can buy lottery tickets, and keep them in your inventory, and allocate them whenever you want to.
_ The countdown bar at this page continues to roll down until the time of results come. It takes us around 1 to 5 minutes to process the current round and set open the next one.
_ When the round ends, the server automatically chooses the top ten winners randomly.
_ Having more tickets may increase the winning chance for the user.
_ A user can only win single prize in the contest.
_After winning, the amount will be added to the users' balance and will be available for withdrawal immediately. We'll further send an email informing the user about their win.

PRIZES:
Raffle (First Winner) Winning Percentage:
23
Raffle (Second Winner) Winning Percentage:
16
Raffle (Third Winner) Winning Percentage:
14.5
Raffle (Fourth Winner) Winning Percentage:
13.5
Raffle (Fifth Winner) Winning Percentage:
11
Raffle (Sixth Winner) Winning Percentage:
8
Raffle (Seventh Winner) Winning Percentage:
6
Raffle (Eighth Winner) Winning Percentage:
3.5
Raffle (Nineth Winner) Winning Percentage:
2.7
Raffle (Tenth Winner) Winning Percentage:
1.8

Raise your game!

The count down for Raffle/Lottery Round #1 began!

Published on 2019-01-18

One day left for Raffle/Lottery Round #1 to end. Ticket cost 0.00001 BTC.
Get your ticket https://bitcoinmachine-games.io/bitcoin-games/raffle
How does it work?
_The tickets that you receive must be allocated to the desired round.
_You can buy lottery tickets, and keep them in your inventory, and allocate them whenever you want to.
_ The countdown bar at this page continues to roll down until the time of results come. It takes us around 1 to 5 minutes to process the current round and set open the next one.
_ When the round ends, the server automatically chooses the top ten winners randomly.
_ Having more tickets may increase the winning chance for the user.
_ A user can only win single prize in the contest.
_After winning, the amount will be added to the users' balance and will be available for withdrawal immediately. We'll further send an email informing the user about their win.

PRIZES:
Raffle (First Winner) Winning Percentage:
23
Raffle (Second Winner) Winning Percentage:
16
Raffle (Third Winner) Winning Percentage:
14.5
Raffle (Fourth Winner) Winning Percentage:
13.5
Raffle (Fifth Winner) Winning Percentage:
11
Raffle (Sixth Winner) Winning Percentage:
8
Raffle (Seventh Winner) Winning Percentage:
6
Raffle (Eighth Winner) Winning Percentage:
3.5
Raffle (Nineth Winner) Winning Percentage:
2.7
Raffle (Tenth Winner) Winning Percentage:
1.8

Raise your game!

Bitcoin Wager - Gaming system having a dice-based game with a plurality of wager areas.

Published on 2018-12-27

Abstract
Bitcoin Wager is a gaming system and method involving a dice game. The gaming system displays a plurality of wager areas. Each wager area is associated with a wager area value. The gaming system indicates a plurality of different reward ratios associated with the wager areas. One or more of the wager areas are selectable by the player for wagering. A plurality of dice are simulated as rolled. If the sum of the stopped dice is equal to the value of any of the wagered upon areas, the gaming system provides an award. If a bonus condition is satisfied, the gaming system provides a bonus outcome.

BACKGROUND

The present invention relates to the field of betting games having multiple events and permitting of multiple bets. Specifically, the present invention is an improved method for conducting such a betting game, wherein a bonus reward occurs which pays against underlying game bets, triggered by specified outcome events or by an event independent of the underlying game. In one embodiment, the bonus reward is resolved within the play of the underlying game of chance.

Slot games and other games of chance have experienced significant increases in their popularity and they profitability. Much of this new interest may be credited to a wealth of improvements, including in particular the addition of bonus events and bonus rewards. Such additions exhibit additional ways for the player to win, and so increase the interest in, and excitement of, the game. Despite generally seeing no improvement in their expectation of win, all but the most experienced player are likely to find the extra excitement sufficient justification for additional play.

Such bonus potential may add new elements of interest to multi-outcome/multibet games like roulette, money wheel, dice sum, and simulated racing. A multi-outcome/multi-bet game is herein defined as a game which may produce multiple game outcomes and which offers the player the ability to place bets on these several outcomes. Traditionally, the player must bet on a particular outcome in order to receive any reward for that outcome. Herein we add an improvement which can allow all bets to justify a bonus reward.

The traditional game of roulette consists of a horizontally aligned wheel divided into equal sized sectors, typically referred to as canoes, each said canoe being assigned a non-unique color and a unique number. Typically, the colors available are Red, Black, and Green, and numbers range from 1 to 36, augmented by 0 and 00, although the 00 designation is not universally used. Typically, roulette when played in Europe only utilizes a 0 designation, not a 00.

A round of play commences when, after the players have placed their bets, the house dealer spins the roulette wheel, and subsequently releases a ball into the spinning wheel. The ball eventually comes to rest in one of the canoes on the wheel. The designators assigned to the canoe in which the ball came to rest determine the several outcomes of the game. Such designators consist of the number associated with the canoe, the color, and the odd-of-even attribute. Note: 0 and 00 are not considered either odd or even numbers.

Players may bet on any or all of the result characteristics, the specific number, the color, or the odd/even characteristic. Number bets may be placed on individual numbers, or predefined groups of numbers. Game bets allow betting on 1, 2, 3, 4, 5, 6, 12, or 18 numbers. The larger the group on which the bet is placed, the lower the payout associated. Thus, a bet on the number 7 may be paid at 34 to 1, but a bet on the group 1-12 may be paid at 2 to 1. Typically, players may place an unlimited number of such bets, each bet evaluated independently of other bets, and, if appropriate, paid.

Money wheel (sometimes referred: o as the “Big 6”) is another popular casino multi-outcome/multi-bet game. The game consists of a vertically aligned wheel sectioned off into equal sized sectors, each said sector associated with a certain reward amount. Pegs at the edge of the wheel engage a flipper or marker that indicates which sector is the selected one. In an electronic or video game format, lights or highlighting can be used to designate the selected sector. Typically, the probability associated with a lower reward, i.e. the number of sectors associated with such a lower reward, or the programmed likelihood of its occurrence, is higher than the probability associated with a higher reward.

A play is initiated once players have placed one or more bets, by having a sector randomly selected. For a mechanical wheel, this is done by spinning the wheel and determining which sector the flipper denotes. For an electronic or video game version using lights or highlighting, the final sector is often selected by chase-light sequence whereby sectors are lit sequentially until the sequence stops and the final sector lit is designated as the sector selected.

A choice of potential bets are offered for the different outcomes whereby the player will be rewarded if he correctly predicts the reward amount associated with the wheel sector selected. For example, the player can bet that a sector featuring a $1 reward will be selected, or he can bet that the sector featuring a $5 reward, and so forth. Typically, the player is allowed make a number of simultaneous bets.

Another example of a multi-outcome/multi-bet game is a simulated racing game. Such a game uses a multiplicity of avatars engaging in a race, often depicted as horses or other animals or ships, cars, or other vehicles. The player may then bet on the relative finishing position of one or more of the avatars. For example, one electromechanical implementation of this game allows a player to bet on which one of 6 plastic horses will cross the finish line first in a simulated race. One video game implementation permits players to bet on which of 8 turtle characters will cross the finish line first in a simulated race. Often, such games the likelihood that a given avatar will finish first will vary by avator. The reward associated with each avatar varies accordingly.

Yet another multi-outcome/multi-bet game is a dice sum game such as Craps or Sic Bo. Certain sums are more like to occur than other sums. For example, there is only way to roll a sum of 12 with two dice (6+6), but there are six ways to roll a sum of 7 (6+1, 5+2, 4+3, 3+4, 2+5, 1+6). Such a game can be offered such that multiple simultaneous bets are possible.

Such multi-outcome/multi-bet games typically do not include a bonus reward component. As other categories of games have benefited from the popularity of such innovations, so too may these, and other, multi-outcome/multi-bet games.
SUMMARY

This invention involves adding a bonus structure to multi-outcome/multi-bet casino games which pays against the bets made on the underlying game. Such bonus events can be triggered by a standard outcome of the underlying game upon which the player can bet, or an additional outcome of the underlying game upon which the player cannot bet, or by an event independent of the underlying game This invention further involves adding a bonus structure to multi-outcome/multi-bet casino games by designating certain rounds as bonus rounds with special rules and/or pay opportunities for wagers placed in the underlying game of chance.

In one optional embodiment, the bonus mechanism is initiated on a random basis by a randomizing technique such as the random selection of a special bonus ball or other such method. This can be accomplished by utilizing balls of different colors, at least one of which is designated as a bonus triggering event, or by an external event such as spinning a wheel, drawing a card from a shuffled deck, etc. Alternatively, the bonus mechanism may be implicated as a result of a game outcome, with specified game outcomes being designated as bonus triggering events. In another alternative embodiment, the bonus mechanism might be implicated whenever a standard game wager, or a selected group of standard game wagers, exceeds a predefined minimum.

In an optional embodiment, a bonus round for such an improved game could involve multiple spins not requiring the placing of an additional wager, or an increase in the reward amounts for winning outcomes during that round. A bonus round could also invoke an independent proposition which could lead to a specific reward or to an increase in a normal game reward. For example, a spinner could randomly specify a multiplier effect for any reward won in the standard game or in the bonus round.

In another optional embodiment, when applied to the game of roulette, this invention could involve the addition of at least one bonus sector or canoe. If the ball lands in such a bonus canoe, this could constitute a bonus triggering event. In one optional embodiment, such an event might increase a bonus accumulator. When such bonus accumulator reaches a predefined threshold amount, a bonus round could be initiated. In an alternate embodiment, a bonus event could be directly initiated upon having the ball land in a bonus canoe.

In one optional embodiment, the bonus event could lead to a direct pay based upon total bets. In another optional embodiment, the bonus event could be a special bonus spin. In such an embodiment, the original wagers could stand and any payout for winning outcomes in the bonus spin could be larger than standard, e.g. double the standard amount. Alternatively, the original wagers could stand and the player get a multiplicity of bonus spins, e.g. two free bonus spins. In an alternate embodiment, rather than a reward of ‘n’ bonus spins, the reward might be a single round utilizing ‘n’ balls. In an alternate embodiment, this could include a provision that no two bonus balls could share the same canoe or alternatively that multiple bonus balls could share the same canoe.

In an optional embodiment, the outcome of a bonus round might be the bonus triggering outcome. In an optional embodiment, this could negate the prior bonus reward. Alternatively, this could lead to an additional bonus reward. In one such embodiment, this could lead to a bonus round utilizing altered pay characteristics. For example, such a compound bonus triggering event could lead to the selection of a random reward multiplier, said reward multiplier being applied to any bonus reward otherwise generated. In an alternate embodiment, the bonus outcomes could be disabled during the bonus round.

In an optional embodiment, a separate bonus wager may be offered. Such a wager may either be required to receive a bonus reward, or might increase such resulting bonus reward.

In an optional embodiment of this invention being applied to roulette, the probability of a bonus canoe being selected might have different odds of being selected than do standard canoes. In a mechanical device, this can be accomplished by having the bonus canoe be of a different size as the regular, canoes, altering the probability of the roulette ball coining to rest in a bonus canoe. For example, a roulette wheel with 38 regular canoes and 1 bonus canoe could have the bonus canoe twice the size of a standard canoe, thereby making it twice as likely of selection. For an electronic version of this invention, such differentiation of probability may be accomplished by such programming as is currently known in the art.

The above alternate implementations may be applied in similar ways to a money wheel type game. A bonus sector might be added to the wheel, as could secondary or bonus flippers or markers.

The present invention might also be applied to games of simulated racing. In such games, a bonus can be initiated by the final position of a specified avatar. For example, a bonus could be activated if the most favored avatar (the avatar with the highest probability of finishing first) finishes the simulated race last. Alternatively, a special bonus avatar might be utilized, on which no bets could be placed and whose sole purpose would be the triggering of a bonus outcome. Such alternatives might implicate a single avatar, or a multiplicity of avatars, and might involve finishing first, last, or at any other predesignated positions.

This invention may also be applied to a dice sum game, wherein certain outcomes can be specified as, bonus triggering outcomes. Bonus rewards may be of types previously. defined. Alternatively, the dice sum game may utilize alternate bonus reward mechanisms.

In one such mechanism, a bonus event can be initiated which determines bonus rewards based upon the cumulative total of the bonus triggering outcome and one or more subsequent game outcomes. Thus, if for example dice throws totaling 3 or 11 are specified as bonusing initiating outcomes, a player rolling an 11 in the underlying game would initiate a bonus reward. If, on his next roll such player were to roll a 12, this would be accumulated with the prior roll of 11 for a total of 23. As summation of multiple rolls allows totals exceeding that of an ordinary play of the game, special bonus rewards might be accorded on such higher totals only. Alternately the accumulation might be performed in a wrap around methodology, using “modular arithmetic” or its equivalent.

In one such implementation, a bonus mechanism game can be created where the cumulative totals are indicated along the edges of a square or rectangle. For example, the values 1 through 5 might be indicated along one edge of a square, 5 through 9 along the next edge, 9 through 13 along the next edge and 13,14, 15, 16, 1 along the last edge. Moving about this square on each bonus triggering or bonus roll causes such total to “wrap” whenever it exceeds 16. For example, using the previous example of a bonus roll of 12 following a bonus triggering roll of 11 yields a total of 23, but in a board configuration, this results in a value of 7. (Utilizing modular arithmetic notation, 12+11=7(16).) Therefore the cumulative value of 7 would be used for bonus reward determination.

In another alternative, such bonus reward mechanism might continue as long as designated bonus continuing outcomes are generated. For example, if a bonus roll is a double, two die of matching value, an additional bonus roll might be involved. Should the bonus reward resolution indicate a bonus reward following each bonus triggering roll and each bonus roll, this would cause a continue, and growing, bonus reward. Additionally, the bonus rewards so determined could be altered each time the bonus square is completed, i.e. each time the cumulative total exceeds 16 and is thereby modulated.

In general, wagers on combinations of numbers offer two advantages: 1) they allow a player to have some control balancing risk and reward, wherein a wager on a larger set of potential winning outcomes increases the probability of obtaining such a winning outcome, but reduces the ratio of the reward of such a winning outcome to the amount wagered, and 2) combination wagers simplify the practice of placing multiple wagers, in particular where the size of the combination wager is large enough to approximate the sum of the equivalent individual wagers. For example, the $3 combination wager 323 for outcomes “34” 313, “35” 314 and “36” 315 could be made as three separate $1 wagers, one on each of the indicated outcomes, should $1 wagers be permitted, but placing a single combination wager 323 requires less effort, on the part of the player as well as on the house. Furthermore, if the minimum wager. is $1, the player could make a $1 wager on the combination “34” 313, “35” 314 and “36” 315 even where a wager of $⅓ for each such outcome would not be permitted.

While not illustrated in the embodiments illustrated, alternate embodiments include configurations wherein combination wagers are available which incorporate bonus wagers with other game wagers, such as the game outside wagers (RED, BLACK, HIGH, LOW, EVEN, ODD, 1st DOZEN, 2nd DOZEN, 3rd DOZEN, 1st COLUMN, 2nd COLUMN, 3rd COLUMN).
While the payouts could take any form and are not restricted to any specific form or quantity.
Once the current outcome has been evaluated, we look at whether the last dice throw was a bonus extending outcome, which in the optional embodiment illustrated consists of a throw of “doubles” 1529, i.e. whether the die values of the thrown dice are equal. If not, then the game ends 1550. Else if doubles were thrown, the player receives another throw of the dice for which all of his current wagers stand 1531, and the player will again be eligible for winnings based upon the generated outcome. As described previously 1522, two dice values are generated and summed to determine the current throw total, which total is then to the outcome sum of prior throws within the current bonus round 1533 to form the new outcome sum where such computation is performed in a modular arithmetic manner to generate a sum, modulo 16, where the sum of 0 is depicted as a value of 16, and the sum of 1 is depicted as a value of 17 1535. Once a new outcome has been determined, processing loops back to start another round of outcome evaluation 1524. In this sample game, there is no limit on how many bonus throws may occur within a single game. In an alternate implementation, such a limit may be designated.
In an optional embodiment illustrated, player bonus rewards are paid after each bonus triggering event and bonus outcome. In an alternate embodiment, player bonus rewards could be paid only at predesignated points within the bonus round, for example, after every m rolls, or only at the end of the bonus round.
While certain embodiments of the present invention have been shown and described it is to be understood that the present invention is subject to many modifications and changes without departing from the spirit and scope of the claims presented herein.