Hidden Secrets From Real Lottery Winners

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Lottery Jackpot SecretsHidden Secrets from Real LotteryWinners1

Table Of Contents Introduction Chapter 1 – The Odds Of Winning The Lottery: A Primer OnPlaying The Lotto Chapter 2 – General Tips and Tricks On Winning The Lotteryand A Step By Step Guide On Using Statistics And Probabilities Chapter 3 – The Set Of Numbers That Will Most Probably WinAny Lottery Game At Least 70 Per Cent Of The Time: AComprehensive Guide Chapter 4– The Major Elements That Influence Your Chances InWinning The Lottery Chapter 5 – A Step By Step Guide On Using The Lotto GameSeelction Technique Specifically Designed To Increase YourChances Of Winning The Lottery Conclusion

IntroductionEverybody wants to win the lottery jackpot. For a lot of people, it is next toimpossible to achieve this dream. However impossible this dream may be, thereare things that anyone with the hard work and determination can do in order toincrease his chances of attaining his goals. In this work, it is expected that byconstantly and regularly applying the principles outlined, you will have thechance to increase your chances in attaining your dream of winning the lotteryjackpot!There are a lot of motivations for people to play the game of lottery. Some wantto get rich for the sake of becoming rich and some want the money to financetheir education, vacation or retirement. Whatever those motivations are, it wouldbe prudent and wise to take advantage of techniques and strategies that areshown to be consistently effective in improving the chances of a lottery player towin the lottery jackpot. This work will serve as a guidebook on that journeytowards increasing your chances of winning the lottery in the most cost efficientand time effective way!As such, proven techniques and strategies are outlined in this work with the endto help you, the lottery player, to increase your chances of winning the lotteryjackpot. The thing is, you do not even have to perform massive mathematicalcomputations and/or regression analysis of the probabilities in winning thelottery jackpot in order to take advantage of the awesome contents of this ebook.What you will need is just a simple calculator, hard work and determination tosucceed and most important of all, an open mind!I want to thank you and congratulate you for downloading the book, “LotteryJackpot Secrets - Hidden Secrets from Real Lottery Winners”.This book contains proven steps and strategies on how to increase your chancesin winning the lottery.Thanks again for downloading this book. I hope you enjoy it!3

Chapter 1 – The Odds Of Winning The Lottery: APrimer On Playing The LottoIn this chapter you will learn: The Odds Of Winning In PowerballThe Odds Of Winning InMega MillionsThe Odds Of Winning InWild Card 2The Odds Of Winning InKansas Super CashThe Odds Of Winning InUK ThunderballThe Odds Of Winning InTurkey Sans TopuThe Odds Of Winning InTennessee CashThe Odds Of Winning InTrinidad and Tobago Lotto Plus and theCaribbean Super Lotto

Everybody hears about some ordinary couple or an ordinary employee in a smalltown who won big in the lottery, quit their jobs, and starts to enjoy and cherish anew life without the shackles of employment, bills and unpaid credit card debts.These stories lead many people to believe that they can too, win the lottery andwin big! Such stories lead people to daydream while in the office, in the car, or athome about what they might do, which things to spend on and what places willthey visit should they win the entire jackpot that is offered in the lottery.In a lottery, a person plays the lotto by purchasing the lottery ticket that containsa set of number combination that he or she personally chosen for a given numberof range. There is a specified time where the lottery organization randomlygenerates a set of number combinations for the given number range. The jackpotof the lottery will be won by the person who has matched all the numbercombinations that was drew by the lottery organization. If there are two are morepersons who hit the lottery jackpot, the money shall be divided equally amongthem. However, those persons who matched 3, 4 or 5 number combinations fromthe draw will also win some consolation prizes.It would be wise therefore to ask: what would be the chances that you will winthe lottery today? This question is often asked by hundreds of millions who playthe lottery every day, every week or every month. They are filled with hope that aslong as they regularly and consistently play the lottery game, they will have achance, however slim, of winning the jackpot which will solve their problems.Therefore, with hundreds of millions of dollars that are at stake, it would be wiseto know the chances and probabilities of winning the lottery jackpot. In thischapter, you will learn the probability of winning the jackpot for each individuallottery game.PowerballFor Powerball, the probability of winning the jackpot is 1 in 175,223,510. In thisgame, a player will pick five (5) whole numbers that ranges from 1 until 59. Youcould go on and list all the possible 5 number combinations that might be picked,starting with (1, 2, 3, 4, 5), (1, 3, 4, 5, 6,), (1, 4, 5, 6, 7), (1, 5, 6, 7, 8) (1, 6, 7, 8, 9,),(1, 7, 8, 9, 10) (1, 8, 9, 10, 11), (1, 9, 10, 11, 12), and so on until you reach (55, 56,57, 58, 59). According to mathematics, the number of ways by which anyone canchoose five (5) different numbers that ranges from 1 until 59 is 5,006,386.5

After deciding on the five (5) numbers between 1 and 59, you are to chooseanother number that ranges between 1 and 35, which will be called the Powerball.Therefore, if you multiply the number of ways by which by which anyone canchoose five different numbers that ranges from 1 until 59 (5,006,386) by 35, youwill have the product of 175,223,510. In other words, your chanceof winning thePowerball lottery through the use of a single ticket is 1 in 175,223,510.For one reason or another, statisticians always say that your chances of: Being struck by lightning have a higher probability of happening thanwinning the lottery (1 in 3000) Being injured by a toilet have a higher probability of happening thanwinning the lottery (1 in 10000) Getting killed by a shark have a higher probability of happening thanwinning the lottery (1 in 3.7 million)However, these comparisons are not suitable or appropriate for everyone sincenobody has a sense of how unlikely is something to be. For example, if you willspend all your night in a wasteland and exposing your entire body in the elementsduring a storm, then definitely you have a higher chance of getting struck by alightning compared to, let us say, staying at the comfort of your own home. Inother words, exposure is the most important factor in winning and not somefancy mathematical or statistical calculation or analysis!In other words, if you do not expose yourself to the elements during a storm, yourchances of getting struck by a lightning is next to nil. Conversely, if you do notbuy the lottery ticket today, your chances of winning the jackpot is absolutelyzero!A more fun, appropriate and suitable example of visualizing your odds in winningthe Powerball lottery would be this: Imagine that there is 175,223,510 pieces of 1dollar bills and that one of them is the lucky dollar bill. The 175,223,510 pieces of1 dollar bills are in currently located in a room like the one below.

The mechanics of the game is that, should you find that lucky one dollar bill inone try, all the other 175,223,509 shall be yours! This exercise is an absolutelymore fun visualization of the odds in winning the Powerball lottery than gettingstruck by a lightning, is it not?Mega MillionsFor Mega Millions, the probability of winning the jackpot is 1 in 258,890,850. Inthis game, a player will pick five (5) whole numbers that ranges from 1 until 75.You could go on and list all the possible 5 number combinations that might bepicked, starting with (1, 2, 3, 4, 5), (1, 3, 4, 5, 6,), (1, 4, 5, 6, 7), (1, 5, 6, 7, 8) (1, 6,7, 8, 9,), (1, 7, 8, 9, 10) (1, 8, 9, 10, 11), (1, 9, 10, 11, 12), and so on until you reach(71, 72, 73, 74, 75).After deciding on the five (5) numbers between 1 and75, you are to chooseanother number that ranges between 1 and 15. Therefore, if you multiply thenumber of ways by which by which anyone can choose five different numbers thatranges from 1 until 75 by 25, you will have the product of 258,890,850. In otherwords, your chance of winning the Mega Millions lottery through the use of asingle ticket is 1 in 258,890,850.Wild Card 2For Wild Card 2, the probability of winning the jackpot is 1 in 1,898,688. In thisgame, a player will pick five (5) whole numbers that ranges from 1 until 32. You7

could go on and list all the possible 5 number combinations that might be picked,starting with (1, 2, 3, 4, 5), (1, 3, 4, 5, 6,), (1, 4, 5, 6, 7), (1, 5, 6, 7, 8) (1, 6, 7, 8, 9,),(1, 7, 8, 9, 10) (1, 8, 9, 10, 11), (1, 9, 10, 11, 12), and so on until you reach (28, 29,30, 31, 32).After deciding on the five (5) numbers between 1 and 32, you are to chooseanother number that ranges between 1 and 16. Therefore, if you multiply thenumber of ways by which by which anyone can choose five different numbers thatranges from 1 until 32 by 16, you will have the product of 1,898,688. In otherwords, your chance of winning the Wild Card 2 lottery through the use of a singleticket is 1 in 1,898,688.Kansas Super CashFor Kansas Super Cash, the probability of winning the jackpot is 1 in 2,517,200.In this game, a player will pick five (5) whole numbers that ranges from 1 until32. You could go on and list all the possible 5 number combinations that might bepicked, starting with (1, 2, 3, 4, 5), (1, 3, 4, 5, 6,), (1, 4, 5, 6, 7), (1, 5, 6, 7, 8) (1, 6,7, 8, 9,), (1, 7, 8, 9, 10) (1, 8, 9, 10, 11), (1, 9, 10, 11, 12), and so on until you reach(28, 29, 30, 31, 32).After deciding on the five (5) numbers between 1 and 32, you are to chooseanother number that ranges between 1 and 25. Therefore, if you multiply thenumber of ways by which by which anyone can choose five different numbers thatranges from 1 until 32 by 25, you will have the product of 2,517,200. In otherwords, your chance of winning the Kansas Super Cash lottery through the use of asingle ticket is 1 in 2,517,200.UK ThunderballFor UK Thunderball, the probability of winning the jackpot is 1 in 8,060,598. Inthis game, a player will pick five (5) whole numbers that ranges from 1 until 39.You could go on and list all the possible 5 number combinations that might bepicked, starting with (1, 2, 3, 4, 5), (1, 3, 4, 5, 6,), (1, 4, 5, 6, 7), (1, 5, 6, 7, 8) (1, 6,7, 8, 9,), (1, 7, 8, 9, 10) (1, 8, 9, 10, 11), (1, 9, 10, 11, 12), and so on until you reach(35, 36, 37, 38, 39).After deciding on the five (5) numbers between 1 and 39, you are to chooseanother number that ranges between 1 and 14. Therefore, if you multiply thenumber of ways by which by which anyone can choose five different numbers that

ranges from 1 until 39 by 14, you will have the product of 8,060,598. In otherwords, your chance of winning the UK Thunderball lottery through the use of asingle ticket is 1 in 8,060,598.Turkey SansTopuFor Turkey Sans Topu, the probability of winning the jackpot is 1 in 3,895,584.In this game, a player will pick five (5) whole numbers that ranges from 1 until34. You could go on and list all the possible 5 number combinations that might bepicked, starting with (1, 2, 3, 4, 5), (1, 3, 4, 5, 6,), (1, 4, 5, 6, 7), (1, 5, 6, 7, 8) (1, 6,7, 8, 9,), (1, 7, 8, 9, 10) (1, 8, 9, 10, 11), (1, 9, 10, 11, 12), and so on until you reach(30, 31, 32, 33, 34).After deciding on the five (5) numbers between 1 and 34, you are to chooseanother number that ranges between 1 and 14. Therefore, if you multiply thenumber of ways by which by which anyone can choose five different numbers thatranges from 1 until 34 by 14, you will have the product of 3,895,584. In otherwords, your chance of winning the Turkey Sans Topu lottery through the use of asingle ticket is 1 in 3,895,584.Tennessee CashFor Tennessee Cash, the probability of winning the jackpot is 1 in 1,623,160. Inthis game, a player will pick five (5) whole numbers that ranges from 1 until 35.You could go on and list all the possible 5 number combinations that might bepicked, starting with (1, 2, 3, 4, 5), (1, 3, 4, 5, 6,), (1, 4, 5, 6, 7), (1, 5, 6, 7, 8) (1, 6,7, 8, 9,), (1, 7, 8, 9, 10) (1, 8, 9, 10, 11), (1, 9, 10, 11, 12), and so on until you reach(31, 32, 33, 34, 35).After deciding on the five (5) numbers between 1 and 35, you are to chooseanother number that ranges between 1 and 5. Therefore, if you multiply thenumber of ways by which by which anyone can choose five different numbers thatranges from 1 until 35 by 5, you will have the product of 1,623,160. In otherwords, your chance of winning the Tennessee Cash lottery through the use of asingle ticket is 1 in 1,623,160.Trinidad and Tobago Lotto Plus and the Caribbean Super LottoFor Trinidad and Tobago Lotto Plus and the Caribbean Super Lotto, theprobability of winning the jackpot is 1 in 3,246,320. In this game, a player will9

pick five (5) whole numbers that ranges from 1 until 35. You could go on and listall the possible 5 number combinations that might be picked, starting with (1, 2,3, 4, 5), (1, 3, 4, 5, 6,), (1, 4, 5, 6, 7), (1, 5, 6, 7, 8) (1, 6, 7, 8, 9,), (1, 7, 8, 9, 10) (1, 8,9, 10, 11), (1, 9, 10, 11, 12), and so on until you reach (31, 32, 33, 34, 35).After deciding on the five (5) numbers between 1 and 32, you are to chooseanother number that ranges between 1 and 10. Therefore, if you multiply thenumber of ways by which by which anyone can choose five different numbers thatranges from 1 until 35by 10, you will have the product of 3,246,320. In otherwords, your chance of winning the Trinidad and Tobago Lotto Plus and theCaribbean Super Lottolottery through the use of a single ticket is 1 in 3,246,320.

Chapter 2 –General Tips and Tricks On Winning TheLottery and A Step By Step Guide On Using StatisticsAnd ProbabilitiesIn this chapter you will learn: General Tips And Tricks On Winning The LotteryA Step By Step Guide On Using Statistics And Probabilities ToIncrease Your Chances In Winning The Lottery JackpotGeneral Tips And Tricks On Winning The LotteryThe truth in winning the lottery jackpot is that there is no consistent and regulartechnique that will enable a person to accurately and consistently predict thenumbers that will come up in the lottery draw. The reason for this is that thelottery draw is always random. In other words, the best thing that a lottery player11

can do is to choose a set of numbers within the given range of numbers of thelottery that are unique in the sense that should he win the lottery jackpot, he willnot share it or split it with anybody. Listed below are 2 general tips and tricks thatare specifically designed to win the lottery jackpot:1. Play the right games Remember that every place in the world has a certain number oflottery games that have different odds of winning. Since national lotteries such as Mega Millions and Powerball havebroad entry pool, your chances of winning the lottery jackpot areslimmer. Conversely, state sanctioned lotteries have better odds of winningfor lottery players since they have a smaller entry pool.2. Double check your numbers By double checking your numbers, you will avoid the mistake that alot of lottery players have committed. There are a lot of cases out there where a certain person actuallywon the lottery jackpot but missed out on it entirely because heforgot to double check his numbers. Do not let this happen to you. Key tip: when you just purchased a lottery ticket, keep the ticket ina place where you can find it easily. In a piece of paper, write downthe drawing date. After the drawing date, check your numbercombinations if it is similar with the number combination drew. Ifnot, check it once more just to be sure. Remember that you haveabsolutely nothing to lose but everything to gain by double checkingthe number combinations in your ticket against the numbercombinations that was drew!A Step By Step Guide On Using Statistics And Probabilities ToIncrease Your Chances In Winning The Lottery JackpotWinning in the lottery game is commonly associated with luck. Thus, the lotterygame is sometimes called as nothing more than a game of luck. That is, if you gotlucky, you will win the lottery. If you win the lottery, you will get rich!However, it is important to take into consideration the difference between luckand chance. Luck is more of an abstract concept. In other words, you cannotreally improve your luck. You get lucky when you get lucky. It is that simple.

Chance on the other hand is a concrete concept. Chance means that there is someprobability that you will attain that something which you desire. As such, you canimprove your chances in attaining something you desire by doing techniques andstrategies that are designed to further your objective in mind.Now the question is, how do games of chance (such as the lottery, sweepstakes,poker, other card games etc.,) determine who will win and who will lose? Theanswer to this question lies in the word ‘randomization.’ In games of chance, thesystem will have a mechanism that will randomize each individual player (and hisbets, cards or his number combinations). The mechanism to randomize eachindividual player includes balls, roulette wheels, flashing and cutting of a carddeck, and dice.There are those people however, who can consistently and regularly win games ofchance. How do they do that? They do that by taking advantage of statistics andprobabilities. This means that they play when their probability of meaning is highor at least a certain level probability that a negligible bet (for example, a penny)will be worth risking. Conversely these people avoid playing altogether (therebynot exposing themselves to unnecessary risk) when the probability of winning islow or that a risking a bet in the game would not be worth it. These people arewhat we call skilled players.Skilled players use statistics and probabilities in winning the games of chance.Thus, if you want to become a skilled player in the lottery that will increase yourchances (not luck!) of winning the jackpot, you should consider using statisticsand probabilities in playing.Probability refers to the number of desired outcomes which is to be divided bythe total number of outcomes that are possible.As an illustrative example, simply assume that there are 100 people who placedtheir bets on the Illinois state lottery that is worth 100 million by purchasing asingle lottery ticket. In the probability equation outlined above, the desiredoutcome is winning the 100 million by purchasing a single ticket or bet.Meanwhile, the total number of outcomes that are possible in the probabilityequation outlined above refers to the number of people who placed their bets,which is 100.13

Therefore, each one of those 100 people has a 1 in 100 (in other words, 1 per centwhich was computed by dividing 1 over 100) chance and probability of winningthe Illinois state lottery jackpot.If John Doe purchased a single ticket or bet, he has a 1 per cent chance of winningthe lottery jackpot. Conversely, if John Doe instead bought 10 lottery tickets, his 1per cent chance and probability of winning the 100 million astoundinglyincreased to 10 per cent (you will get this by simply dividing 10 over 100). Inother words, by simply purchasing more tickets (thereby betting more in thelottery), you will increase your chance and probability of winning the jackpot.

Chapter 3 – The Set Of Numbers That Will MostProbably Win Any Lottery Game At Least 70 PerCent Of The Time: A Comprehensive GuideIn this chapter you will learn: The range of sums that are most probable to win the lottery jackpotin Pick-4 lottery games 70 per cent of the time The range of sums that are most probable to win the lottery jackpotin Pick-5 lottery games 70 per cent of the time The range of sums that are most probable to win the lottery jackpotin Pick-6 lottery games 70 per cent of the time The range of sums that are most probable to win the lottery jackpotin Pick-7 lottery games 70 per cent of the timeThe truth of the matter is, there are certain number patterns for each individuallottery game that win the lottery jackpot. These certain number patterns weregenerated through several years of studying, analyzing and interpreting thenumbers that frequently comes up in the lottery draw through the use ofprobabilities and statistics. In fact, only about 25 per cent of the numbers in thegiven range for each individual lottery game win 70 per cent of the time. That is,15

these 25 per cent of the numbers within the given range almost alwaysconsistently and regularly win the lottery jackpot for each individual lotterygame.This phenomenon is actually based on an economic theory called the Paretoprinciple. Under the Pareto principle, only 20 per cent of the input will generate80 per cent of the desired output or outcome. Conversely, the 80 per cent of theinput will generate only 20 per cent of the desired outcome.In playing lotto, the Pareto principle translates to the effect that 20 per cent ofthe numbers within the range given for each individual lottery game will bedrawn 80 per cent of the time and will thus generate the desired outcome(winning the lottery jackpot). Conversely, the other 80 per cent of the numberswithin the given range for each individual lottery game will be drawn only 20 percent of the time. Just to err on the conservative side, this chapter states that youwill win 70 per cent of the time as opposed to the 80 per cent chance of winningaccording to the Pareto principle.The most probable range of sums exclusively outlined in this chapter refers to therange of sums that the majority of lottery draws falls for each individual game. Inorder to take advantage of the proven tips and strategies outlined in this chapter,ensure that the sum of the number of combinations that you will choose for aspecific lottery game corresponds to the number that is specified. This will bediscussed further below.If you will take a look at the historical data in winning combinations in lotterygames, you will realize that the numbers that are drawn will more or less beevenly distributed across the entire field of numbers. As an illustrative example, ifyou will get the sum of the six winning number combinations in a usual 6/49lottery game across the number fields in a period of at least a year; you will noticethat the winning combinations has the tendency to fall within the same rangesums over time.You can take advantage of the public data that is available in the lottery game thatyou are playing to have this computation. For instance, this is the winningcombination for a certain date in a 6/49 lottery game in your state:4 18 21 24 37 46

The sum of this number combination is 150. Across time, you will notice that theywill fall within the range of sums between the numbers 115 and 185.In order to clearly visualize this idea, you can chart or map all the possiblecombinations for each lottery game that would produce a bell curve (where therange of sums that are most probable to win the lottery jackpot lies at the top ofsuch bell curve). In other words, the more you concentrate on the range of sums,the greater of chances of you winning the lottery.Therefore, if you would like to increase the probability and chance of winning thelottery jackpot, you should take it into consideration to consistently and regularlyinclude the range of sums outlined in this chapter in your number combinationsand avoid altogether low probability combinations!The range of sums that are most probable to win the lottery jackpot inPick-4 lottery games 70 per cent of the timeThe lotto number selection is an important aspect of boosting your chance inwinning the lottery jackpot. In order to have a more systematic approach in yournumber selection, it would be very beneficial for you to choose those numberselections which have the best chance of winning the lottery jackpot. Now, thequestion is, how do you do this? You can do this by studying, analyzing andinterpreting past historical data of every number combination. Remember thatthe same thing is actually done by analysts in the financial markets such asstocks, bonds, commodities, and foreign exchange. Financial market analysts do17

this by studying, analyzing and interpreting the past prices and its developmentin order to predict the price trends of the future and thereby improving the oddsof winning of the financial market investor. Therefore, in using the most probablerange of sums outlined in this work, you are in effect using the strategies andtechniques that are used by experts on the financial markets.In using these techniques and strategies, you are trying to determine whichnumbers and number combinations have the greatest probability of being drawnby your favorite lottery game. The key to winning in the lottery is to use thesepatterns consistently and effectively over time!The range of sums outlined below is a product of the studying, analyzing andinterpreting past performances of every number combination. However, it isimportant to note that only those lottery games which are considered as widelyknown and played are included in this work with respect to the range of sums.It will be advised therefore, to use the numbers and number combinations thatare outlined below to have a higher chance of winning the lottery jackpot than byluck alone. This is done by your action of playing the numbers and numbercombinations that are most likely to be drawn more often across a period of timesuch as a year.The range of sums that are most probable to win with respect to pick 4 lotterygames are the following: Forgames where a lottery player will pick four (4) whole numbers thatranges from 1 to 24 (4/24 lottery games), the most probable range of sumsis between 36 and 64. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 36and 64 in 4/24 lottery games. Forgames where a lottery player will pick four (4) whole numbers thatranges from 1 to 33 (4/33 lottery games), the most probable range of sumsis between 49 and 87. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 49and 87 in 4/33 lottery games.

Forgames where a lottery player will pick four (4) whole numbers thatranges from 1 to 35 (4/35 lottery games), the most probable range of sumsis between51 and 93. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers51and 93 in 4/35 lottery games. Forgames where a lottery player will pick four (4) whole numbers thatranges from 1 to 44 (4/44 lottery games), the most probable range of sumsis between 64 and 116. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 64and 116 in 4/44 lottery games. Forgames where a lottery player will pick four (4) whole numbers thatranges from 1 to 49 (4/49 lottery games), the most probable range of sumsis between 71 and 129. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 71and 129 in 4/49 lottery games. Forgames where a lottery player will pick four (4) whole numbers thatranges from 1 to 77 (4/77 lottery games), the most probable range of sumsis between 110 and 202. In other words, it would be advantageous for youto pick a number combination whose sum will fall between the numbers110 and 202 in 4/77 lottery games.19

The range of sums that are most probable to win the lottery jackpot inPick-5 lottery games 70 per cent of the time Forgames where a lottery player will pick five (5) whole numbers thatranges from 1 to 19 (5/19 lottery games), the most probable range of sumsis between 39 and 61. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 39and 61 in 5/19 lottery games. Forgames where a lottery player will pick five (5) whole numbers thatranges from 1 to 20 (5/20 lottery games), the most probable range of sumsis between 40 and 65. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 40and 65 in 5/20 lottery games. Forgames where a lottery player will pick five (5) whole numbers thatranges from 1 to 25 (5/25 lottery games), the most probable range of sums

is between 49 and 81. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 49and 81 in 5/25 lottery games. Forgames where a lottery player will pick five (5) whole numbers thatranges from 1 to 31 (5/31 lottery games), the most probable range of sumsis between 60 and 100. In other words, it would be advantageous for youto pick a number combination whose sum will fall between the numbers60 and 100 in 5/31 lottery games. Forgames where a lottery player will pick five (5) whole numbers thatranges from 1 to 33 (5/33 lottery games), the most probable range of sumsis between 64 and 106. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 64and 106 in 5/33 lottery games. Forgames where a lottery player will pick five (5) whole numbers thatranges from 1 to 36 (5/36 lottery games), the most probable range of sumsis between 69 and 116. In other words, it would be advantageous for you topick a number combination whose sum will fall between the numbers 69and 116 in 5/36 lottery games. Forgames where a lottery player will pick five (5) whole numbers thatranges from 1 to 39 (5/39 lottery games), the most probable range

Chapter 1 – The Odds Of Winning The Lottery: A Primer On Playing The Lotto In this chapter you will learn: The Odds Of Winning In Powerball The Odds Of Winning InMega Millions The Odds Of Winning InWild Card 2 The Odds Of Winning InKansas Super Cash The Odds Of Winning InUK Thunderball The Odds Of Winning InTurkey Sans Topu The Odds Of Winning InTennessee Cash

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