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Welcome to Video Roulette, all the fun of the casino - without the cost!
Place your bets, Red, Black, Numbers, Odd, Even - The choice is endless!
The Street Bet: Players are wagering that one of three numbers will come up. Bets can be made at several different places: at the end of the line and three bets involving 0 and 00. A winning bet pays 11:1.
The Corner Bet: Players are betting that one of four numbers will come up. Bets are placed at the intersection of the four numbers. The payoff is 8:1.
The Five-Number Bet: There is only one five-number bet on the layout: 0, 00, 1 2, and 3. The payoff is 6:1. It is the worst bet on the table, with a house edge 50 percent higher than any other bet. This bet does not exist on the European game since there is no "00".
The Line Bet: The player is betting that one of six numbers will come up. Bets are placed on the intersection of the two lines of three numbers. The payoff is 5:1. The three outside bets are outside of the 00,0 and 1-36 playing area.
Even money: there are three types of even-money bets and they pay 1:1. You can place a bet on high (19-36)or low(1-18) numbers, bet on red or black, or bet on odd or even.
Column: a column bet is wagered on 12 numbers contained in any one of the three long columns of numbers, with a payoff of 2:1
Dozen bets: Like the column bet, the roulette table is divided into three sets of 12, the first(1-12), the second(13-24), and third(25-36). These bets also pay at a ratio of 2:1.
The procedures at the European table are slightly different than the American game. While American dealers sweep the layout with their hands and arms, European croupiers use a long stick known as the rake to sweep in all bets. In Europe, roulette games do not use the non-value chips. All players use the standard casino chips, which can cause great confusion when there are a multitude of bets on the layout. If
This game is purely for fun, no real money can be either lost or won!
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Smart Gambler's Calculator allows one to calculate the main parameters for fixed-size and fixed-fraction betting.
The main input parameters are grouped into several groups. The first group contains data about the properties of a single bet: probability of winning the bet, and the payoff (prize-to-bet ratio). The second group contains parameters of the gambler's "comfort zone": bankroll, number of games to play (or number of bets to place), and desired profit or prize-to-win in these games/bets.
The calculator shows the expected value (profit/lose in the long run) and standard deviation (variability) of this gambling or investment opportunity.
For the fixed bet, the probabilities of reaching the goal and of losing the bankroll are calculated.
For the fixed-fraction betting strategy, the optimal fraction (percentage) of bankroll is determined.
In contrast to Kelly's system, in which it is assumed that a player is a risk-averse person (so not a gambler) and which is applicable only to games with positive expected values, this system has none of these restrictions. The optimality is determined in the following way. First of all, the optimal fixed-fraction bet should minimize the probability of ruin. In theory, if money were "infinitely divisible," the probability of ruin in fixed-fraction betting is zero. The second objective/criterion is to maximize the probability of reaching the established goal, and the third objective/criterion is to maximize the expected value of the player's bankroll, subject to restrictions set by the previous criteria.
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Smart Gambler's Calculator allows one to calculate the main parameters for fixed-size and fixed-fraction betting.
The main input parameters are grouped into several groups. The first group contains data about the properties of a single bet: probability of winning the bet, and the payoff (prize-to-bet ratio). The second group contains parameters of the gambler's "comfort zone": bankroll, number of games to play (or number of bets to place), and desired profit or prize-to-win in these games/bets.
The calculator shows the expected value (profit/lose in the long run) and standard deviation (variability) of this gambling or investment opportunity.
For the fixed bet, the probabilities of reaching the goal and of losing the bankroll are calculated.
For the fixed-fraction betting strategy, the optimal fraction (percentage) of bankroll is determined.
In contrast to Kelly's system, in which it is assumed that a player is a risk-averse person (so not a gambler) and which is applicable only to games with positive expected values, this system has none of these restrictions. The optimality is determined in the following way. First of all, the optimal fixed-fraction bet should minimize the probability of ruin. In theory, if money were "infinitely divisible," the probability of ruin in fixed-fraction betting is zero. The second objective/criterion is to maximize the probability of reaching the established goal, and the third objective/criterion is to maximize the expected value of the player's bankroll, subject to restrictions set by the previous criteria.
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Smart Gambler's Calculator allows one to calculate the main parameters for fixed-size and fixed-fraction betting.
The main input parameters are grouped into several groups. The first group contains data about the properties of a single bet: probability of winning the bet, and the payoff (prize-to-bet ratio). The second group contains parameters of the gambler's "comfort zone": bankroll, number of games to play (or number of bets to place), and desired profit or prize-to-win in these games/bets.
The calculator shows the expected value (profit/lose in the long run) and standard deviation (variability) of this gambling or investment opportunity.
For the fixed bet, the probabilities of reaching the goal and of losing the bankroll are calculated.
For the fixed-fraction betting strategy, the optimal fraction (percentage) of bankroll is determined.
In contrast to Kelly's system, in which it is assumed that a player is a risk-averse person (so not a gambler) and which is applicable only to games with positive expected values, this system has none of these restrictions. The optimality is determined in the following way. First of all, the optimal fixed-fraction bet should minimize the probability of ruin. In theory, if money were "infinitely divisible," the probability of ruin in fixed-fraction betting is zero. The second objective/criterion is to maximize the probability of reaching the established goal, and the third objective/criterion is to maximize the expected value of the player's bankroll, subject to restrictions set by the previous criteria.
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Mortgage Minder 4.0 is one of the most easy to use; feature rich mortgage calculators you can buy. It calculates extra principal payments, different compound periods, variable interest rates, interest free periods, and balloon payments with ease. Save and restore data so you can track an unlimited number of loans. New completely rewritten reporting feature with print preview. Mortgage Minder has stood the test of time and has been continually updated since 1996! Major enhancements for 2004. New, even easier to use interface.
Adding extra principal amounts to your monthly payment can significantly reduce the term of your mortgage and the amount of interest you pay. Use Mortgage Minder to show you exactly how much you will save. Contains integrated tools to demonstrate what-if scenarios, like a Payoff Date Wizard, Missing Value Wizard, and a Payment / Rate Matrix.
Other features include the ability to send e-mail reports right from Mortgage Minder as well as the ability to create PDF reports!
Personal and Professional versions available.
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A set of financial planning tools to aid you in making those important financial decisions like loans, mortgages, refinancing, credit card debt payoff as well as other easy to use tools.The set contains the following tools -- A detailed mortgage calculator, a mortgage refinancing analysis, an accelerated mortgage payment analysis, a loan calculator, an inflation calculator, a Taxes / Inflation / Investment calculator, a trade-off analysis, an effective rate calculator, a Rule 72t calculator and, and a credit card debt payoff analysis.
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Black scholes stock option trading calculator Unique calculator that computes overpricing/underpicing of stock options.One option expert could not believe it (unseen):
- It is not possible using a standard option pricing model to obtain either the expected payoff at expiry nor the probability of the price being above a given level at expiry How do we know if stock options - or currency options - are overpriced or underpriced? If you can answer that question then you can consistently buy stock options that are underpriced, or consistently sell options that are overpriced ... without special market knowledge.
Feature list
- NEW One click overpricing/underpricing analysis
- Straightforward to use
- Reports display whole picture
- Analysis reports for dummies
- Black-Scholes and Cox-Ross-Rubenstein
- Most common option strategies
- Implied and historical volatility
- Forward price
- NEW Fast computation of historical volatility
- The greeks made understandable
- Probability of option expiring worthless
- Probability of profit
- NEW Unconditional P&L analysis
- Statistical distribution of stock prices
- Cost deduction
- And more....
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Many home owners are not fully aware how much money can be saved in interest expense by shortening the life of a mortgage. Early Mortgage Payoff was written to show the homeowner the HUGE savings that can be realized by making additional principal payments to a loan. There are no gimmicks here, just simple math! Most homeowners would love to burn their mortgage papers. Many dream of one day fully owning their home, of obtaining the peace of mind that comes with no longer having a house debt over their heads. This dream can become reality sooner than most homeowners think. Many people are not familiar that even small additional payments can decrease the total amount of interest they will pay. Early Mortgage Payoff will help make your dream come truer sooner!
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Want to smash things? Love a good challenge? Then grab control of the hydraulics used to crush cars and make that big payoff a reality. Smash objects in sequence to collect money. Avoid having your objects collide.
Minimum Requirements: Pentium II, Windows 98/NT/2000/XP, 32 MB RAM, 4 MB HD Space, DirectX 8.1.
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