HPK Search

Search High Paying Keyword Fenomenal - 2016

Copyright © HPK Search | Published By Gooyaabi Templates | Powered By Blogger
Design by WebSuccessAgency | Blogger Theme by NewBloggerThemes.com
Powered by Blogger.
Showing posts with label mega millions. Show all posts
Showing posts with label mega millions. Show all posts

Saturday, October 19, 2013

The October 19 2013 Mega Millions Lottery Changes

(from www.ctlottery.org)
Last Spring, Mega Millions announced that it was going to make major changes to its nationwide lottery game. This came in response to the Powerball price increase last year, and to the realization that the playing public is eager to frantically buy lottery tickets when the offered jackpots are absurdly high.

So to capitalize on the players desire to win gigantic jackpots and to derive larger revenue profits, the Mega Millions format was changed to make the probability of winning the jackpot even more difficult. By doing this, it is believed that the the average jackpot prize offerings will be in the $200 to $800 million range. And, by keeping the ticket cost at the same single dollar price, players will be more eager to purchase multiple tickets at once.

Truthfully, this logic is brilliant, and we believe that Mega Millions will accomplish its goals.



The 2013 Mega Millions Changes
The table below shows a summary of the 2013 Mega Millions changes. Most notably, players will find that the cost of ticket prices will remain the same $1 cost, prize payouts will be substantially lower, and the chances of winning will be much harder.

Summary of 2013 Mega Millions Changes Megaplier Prizes
  • White Balls increased to 1 to 75 (19 more)
  • Megaball lowered 1 to 15 (down from 46)
  • Starting jackpot at $15 million (up from $12 million)
  • Jackpot will increase by $5 million minimum
  • Match 5 prize fixed at $1 million (up from $250,000)
  • Regular Ticket Costs $1 (no change)
  • Chance of winning 258,890,850 (up 83M or 47.4%)
  • Annuity payout moved to 30 years (up from 26)
  • Annuity payments increase by 5% every year
  • Overall chance of winning any prize 14.7
  • Megaplier Ticket still Costs $2 (no change)
  • All prizes multiplied by 2, 3, 4 or 5 times (5 times is new)
  • Average megaplier value is 3.87 times

Because the number of white balls increased to 75, the chances of winning the 2nd tier prize of 5+0 has grown to 1 in 18,492,204. Comparing this to the old 1 in 3,904,701 value for 1 in 56, we see that it is 5.975 times harder to win this prize. This means that the the 2nd tier 5+0 prize is undervalued in the new Mega Millions game.

However, since the number of Megaballs decreases to 15, the overall chance of winning any prize drops to in in 14.7 verses one in 40 in the old format.


Start Date
The new Mega Millions will become effective on Saturday October 19, 2013, and the first drawing will be held on Tuesday October 22, 2013.



Mega Millions's Reasons for Changes.
According to summaries, the main reason that the Mega Millions format is changing is that they want to make the game more exciting by offering larger jackpots. To do this, they increased the number of combinations to make the jackpot more difficult to win. However, they wanted to be competitive with Powerball. So, they kept ticket price at the same $1 cost. Thus:
  1. to increase jackpots, they increased the odds of winning to 1 in 258.9 million;
  2. by keeping the price at $1, a player who spends $2 on Powerball can get 2 Mega Million Tickets;
  3. for the same Powerball price, the odds of winning are only 1 in 129.45 million (lower than Powerball);
  4. by offering the match 5 prize of $1 million, they are consistant with Powerball;
  5. by offering the Megaplier, a player matching 5 white balls only could win $2 to $5 million;
  6. by changing the annuity payment to 30 years, they are consistant with all the other major lottery annuities.
  7. and lastly, by lowering the Megaballs to only 15, the will be more overall winners.

Game Variety
Now that the odds of winning have increased by 47%, it is easy to see that winning Mega Millions will be more difficult. Further, the value of individual prizes has been reduced substantially.

To help understand the impact of the Mega Millions changes, the table below lists the Mega Millions and Powerballs differences side by side. Powerball is shown in the light blue columns, and the new Mega Millions is shown in the pink columns.

Match MM 5/75+1/15
Odds
PB 5/59+1/35
Odds
Winners
MM
Winners
PB
Prize $
MM
Prize $
PB
Prize $
Megaplier
Prize $
Power Play
5+1 258,890,850.00 175,223,510.00 1 1 $15,000,000 $40,000,000 $15,000,000 $40,000,000
5+0 18,492,203.57 5,153,632.65 14 34 $1,000,000 $1,000,000 $3,866,667 $2,000,000
4+1 739,688.14 648,975.96 350 270 $5,000 $10,000 $19,333 $40,000
4+0 52,834.87 19,087.53 4,900 9,180 $500 $100 $1,933 $200
3+1 10,720.12 12,244.83 24,150 14,310 $50 $100 $193 $200
3+0 765.72 360.14 338,100 486,540 $5 $7 $19 $14
2+1 472.95 706.43 547,400 248,040 $5 $7 $19 $14
2+0 33.78 20.78





1+1 56.47 110.81 4,584,475 1,581,255 $2 $4 $8 $12
1+0 4.03 3.26






0+1 21.39 55.41 12,103,014 3,162,510 $1 $4 $4 $12
0+0 1.53 1.63




Illustrated above are the odds (or chances), number of winners, prize payout for normal tickets, and prize payout for the multiplier (Megaplier and Power Play) tickets of both games.

Because the differences are rather large, we have decided not to illustrate these in graphic form.


Summary
In summary, we believe that the increased odds of winning both the Mega Millions Match 5 and Jackpot will result in a far fewer number of players winning prizes of  $1 million or more. But, since few people win these now, most players will not realize the importance of this improbability.

Correspondingly, players will obtain a "false" sense of security thinking that they really have a chance to win the jackpot because it seems there are more winners. Compared to Powerball, there will be 3 times more players who match the Megaball than those matching the Powerball number. But, those who win at Mega Millions will only receive $1 verses those Powerball players who receive $4.

So just think, you will get 1/4th the amount of money but 3 times the number of winners. So, in reality, things are much worse on a dollar to dollar basis.

But, those who play the Megaplier option will fare much better. In this case, one should compare the Megaplier payouts to the normal $2 Powerball ticket. When this is done, it is easier to see that Mega Millions odds are lower than Powerball and the payouts are much better.

However, we believe the new Mega Millions game will be very successful. Indeed, jackpots will be typically be large and the frequency of winning will keep players hooked on the game.



More Information:
The following links provide you with more information about the 2013 Mega Millions lottery.


Friday, March 30, 2012

Probability of a Mega Millions rollover or having a single winner decrease as sales approach 600M

As tonight's record Mega Millions drawing approaches, ticket sales are going off the charts. We originally expected that 400 million tickets would be sold, but with the recent increases in the jackpot prize from $476M to $540M $640M, we now believe that up to 600 million tickets may be sold.

Thus, we asked ourselves two questions:
  1. What is the probability that there will be no winner in tonight's drawing?
  2. What is the probability that there will only be one sole winner?
Using our brute force duplicate ticket estimator, we have produced two tables for your reference.

The first summarizes the probabilities of: 0 to 8 individual winning tickets. As shown, the probability of not having a winner tonight and rolling over again drops from 18% to 3% as ticket sales increase from 300 million to 600 million. Similarly,  we can see that the probability of having a single winner decreases from 39% to 27%, while that of two winners decreases slightly from 28% to 26%. Interestingly, we find the probabilities of 3 to 5 winners rapidly increase as sales approach 600 million. We believe the likelihood that 6 or more winning combinations will be sold is rather slim.





Table 1: Probability of Mega Millions Winning Tickets
Winning Tickets 300M Sold  400M Sold 500M Sold 600M Sold
None, No winner 18.1% 10.3% 5.8% 3.3%
1 Winner Only 39.3% 35.4% 31.2% 27.4%
2 Winner Only 28.2% 29.5% 28.2% 25.9%
3 Winner 12.4% 18.4% 21.5% 22.2%
4 Winner 1.9% 5.9% 11.0% 14.9%
5 Winner
0.5% 2.3% 5.6%
6 Winner

0.1% 0.6%
7 Winner



8 Winner



Total Probability 100.0% 100.0% 100.0% 100.0%


The second table summarizes the distribution of the tickets sold. It estimates the absolute number of tickets in each category. Here we find that approximately 31.9 million combinations will not be generated when sales are at the 300M level, but only 5.8 million combinations will be unsold when 600M tickets are printed. In all other cases, the absolute number of tickets per category increase as sales increase. Interestingly enough, we can see how the size of the 6 and 7 tuplets begins to grow.





Table 2: Distribution of Mega Millions Tickets Sold
Numbers 300M Sold  400M Sold500M Sold600M Sold
All Combinations 175,711,536 175,711,536 175,711,536 175,711,536
Unsold 31,864,733 18,036,279 10,209,010 5,778,566
1 Only (Singles) 143,846,803 157,675,257 165,502,526 169,932,970
2  (Doubles) 103,460,042 131,466,722 149,526,982 160,511,932
3 (Triples) 45,526,185 82,214,057 114,388,867 137,818,542
4 (Quadruples) 7,022,773 26,431,098 58,127,495 92,689,034
5 (Quintuples) 144,138 2,198,990 12,023,012 35,013,149
6 (Sextuplets) 59 13,876 430,590 3,988,410
7 (Septuplets) 0 0 528 45,963
8 (Octuplets)


0
Sum 300,000,000 400,000,000 500,000,000 600,000,000


We wish everyone the best of luck tonight and hope your dreams come true. But, as we can see from the above, remember to set your expectations according to the probability that you may have to share the jackpot prize with somebody else.

Cheers,

JL...............

Thursday, March 29, 2012

Should I buy all the 175.7M Mega Millions combinations?

In the Tuesday night Mega Millions lottery drawing on March 27, 2012, an estimated 170 to 240 million tickets were sold. We obtain these numbers by doubling the increase in the cash (from $255M to $341M) and annuity (from $356M to $240M) prizes from the 27th to the Friday March 30th drawing. (Note that while the Mega Millions annuity has been increased to $500M and cash to $359.4, we have chosen to use the original prize levels to estimate ticket sales).

However, for purposes of this discussion, we will assume that 200 million Mega Million tickets were sold for that drawing.

Since our ticket sale estimate is well above the total number of allowable Mega Millions combinations (175.7 million), one can logically ask:

Why was there no Mega Millions Jackpot winner?

The answer is: Duplicates!

Because of randomness, the percent of duplicate tickets increases rapidly as the number of tickets are sold. In Mega Millions, this increase begins to level off after sales exceed 400 million. As the illustration below shows, approximately 40% of the combinations printed are duplicates when 200 million individual tickets are sold.

Graph 1: Percent of Mega Millions Duplicates per Million Tickets Sold

This means that of the 200 million sold, 80 million are duplicates, and only 120 million are unique. If we divide the 120 million by the 175 million Mega Millions combinations, we find that approximately 68.6% of the combinations were generated. Subtracting 68.6% from 100%, we learn that there is a 31.4% chance that the number picked in the drawing will be a loser.

Graph 2: Chance of Losing Mega Millions per Million Tickets Sold

Given the fact that the new Mega Millions annuity jackpot is set at $476 million for Friday night, we can expect ticket sales to potentially reach or exceed 300 million. At this level, about 52% of these tickets will be duplicate combinations, and there will be an 18% chance that there will be no Jackpot winner at all.

So, getting to our title question:

Should I buy all the 175.7M Mega Millions combinations?

The answer depends on how you purchase them. If you purchase every single unique combination, then Yes, you are guaranteed to win the Jackpot. In this case, there will be no losing tickets. However, you have to worry about sharing the jackpot prize with others. Using Graph 1 above, we can say that at the 300 million ticket sales level, you have 50 - 50 chance of winning it alone or sharing it with one or more others.

If you take the Cash Option, you will lose money if you have to share it with 1 other person.

And, if you take the Annuity, you lose money if you share it with 2 others.

However, if you are lazy and just buy 175.7 million Quick Picks, you are not guaranteed to win the jackpot. As stated above, approximately 40% of these will be duplicates and you will have a 31.4% chance of losing.

The last thing to remember is that you will have to pay taxes on the money you receive. If you win the jackpot, you will be in the highest tax bracket possible, which means that you will be paying 28% to the federal government.Then, depending on the State where you purchased your winning ticket and live, you may have to pay state taxes as well.

So in summary, our advice is NO. You should not purchase the 175.7million Mega Millions combinations unless the jackpot becomes substantially higher to cover your taxes and the possible loss of sharing it with others.


Wednesday, March 21, 2012

Multiple Lottery Ticket Odds Calculator Released

With all the excitement of winning the large Mega Millions and Powerball jackpots recently, we realized that many players were searching for a calculator that would show the odds (or chances) of winning when multiple tickets are purchased.

In response, we created and released a new Multi-Ticket Lottery Odds Calculator gadget which can be found on the right hand sidebar of this blog (about 1/4 down the page), on our Lottery Power Picks News blog, and in the Google gadgets directory.  To use this calculator, simply enter the number of tickets that you purchased and press the enter (or return) key. The odds of winning the top 2 prizes will automatically be displayed.  In our rush to release this gadget, we sacrificed making this a "pretty" display.

You can either use the calculator directly on this blog, or you can add it to your own iGoogle home page  by clicking on the "+ Google" button directly under the calculator.

Let us know what you think. 

Thanks, JL ......

Tuesday, May 24, 2011

Mega Millions Picks All Hot Numbers Again

For the second time in less than 6 months, the Mega Millions lottery has drawn all Hot white ball numbers. In the May 24, 2011 Friday night drawing, the 5 hot white balls: 10 17 19 45 48 were picked. That night, the annuity jackpot was $16 million.

MM HC Results 20110520MM HC Numbers 20110520

Prior to that drawing, we classified 11 white balls as being hot. If a full wheel of these numbers was played, there would have been 462 unique combinations. If all these were purchased, the cost would have been $462 and the winner would have earned $250,000. However, if the player purchased the Megaplier as well, a cool $1 million would have won for a mere $924 investment.  Unfortunately, the Mega Ball that night was the number 30, which was classified as a neutral number.

The last time all hot balls were drawn in the Mega Millions was Tuesday, December 17, 2010. In that drawing, the annuity prize offered was $133M, but it was not won. You can read our previous article All Hot Numbers Picked in Last Mega Millions Drawing for reference.

Wednesday, February 2, 2011

A Revised Look at the Mega Millions Megaplier Option

Introduction
When the Mega Millions and Powerball lotteries began cross selling in the previous proprietary States in early 2010, the Megaplier Option was immediately available in the original Powerball states. This has been a popular option to increase prize payouts especially when the Jackpot prizes were low. To help stimulate even more interest, Powerball established a fixed $1 million second place prize for those players who bought the Powerplay. This change helped to increase sales of this option.

To keep pace, Mega Million states pushed to implement the Megaplier. More importantly, the Megaplier second place prize was also increased to a guaranteed $1 million as well. At the time of this writing, nearly every state that sells Mega Millions tickets now offers the Megaplier Option with a fixed $1M prize for those fortunate to match all 5 of the white balls, but not the Megaball.

Thanks to a comment written by an Anonymous author, we were alerted to the recent prize structure change. This post provides the an up-to-date revision of our original Megaplier research post written in December 20007 entitled Should You Buy the Power Play, Sizzler, or Megaplier?

As Mega Million lottery interest has grown since the January 2011 record Jackpot of $355 milllion, many players continue to ask:

Should I Buy the Megaplier Option?

As originally advised,
The correct answer remains both Yes and No!
It depends on the size of the Jackpot,

And Your Strategy.

How would you know when to buy it?
If your lottery playing strategy is to win the Jackpot, we advise that you always buy the Megaplier option whenever the current jackpot value is below its Jackpot Breakeven level.
  • For Mega Millions, Breakeven is now $53.1 million: Buy the Megaplier Option whenever the Jackpot is below this value. Never above this. Buy 2 tickets instead.
However, if you strategy is to maximize your prize winnings by religiously playing a consistent set of  numbers, we recommend that you always buy the Megaplier.


Effect of Change?
Because the 2nd place prize is now always fixed, the amount of money returned to Megaplier players has also increased. The net effect of this increase means that the Mega Millions breakeven has increased by $5.9 million from $47.2M to $53.1M.

Note, however, that as the Jackpot increases above its minimum, only the probability weighted amount of jackpot money returned to players increases. This means that all other prize payouts are fixed. Thus, there is always a fixed point (jackpot level) at which the return of single ticket payouts equals the return of the Megaplier ticket payouts.

As lottery players, we want to play the option that returns the most money back to us, the players. As you will see below, your option changes depending on the jackpot level.


Mega Millions Megaplier
When a player buys the Megaplier option, all  prizes that the player wins, except the Jackpot, will be multiplied by either 2, 3, or 4, depending on what Megaplier was selected. Additionally, the new rules fix the 2nd place prize Megaplier multiplier at 4, regardless of what was picked. This means that the top non-jackpot prize for matching 5 white balls is always $1,000,000. Accounting for this new change, the probability weighted average of all other non-jackpot prizes remains at a multiplier equal to 3.476 times.

Based on this information, the graph below illustrates both the expected Megaplier return (in blue) against the expected return of a single Mega Millions ticket without the Megaplier (in red).

When the jackpot is set to the minimum $12 million, Megaplier returns $0.367 (increased from $0.350) of each dollar received, compared to $0.250 for those without the option.

When the jackpot level reaches $53.1 million, both tickets with and without the Megaplier returns $0.484 of each dollar received. We refer to this $53.1 million as the Jackpot Breakeven level. (Note that previously, the breakeven return was $0.451 at a $47.2M level).

Above this breakeven level, tickets purchased without Megaplier return more to the players. When the jackpot grows to $90 million, $0.694 is returned to straight ticket holders compared to only $0.589 (previously $0.572) to those who bought the Megaplier.




Megaplier chart


Because the new Megaplier rule is now in effect in most Mega Millions states, the overall monetary return of money received has increased.




Conclusion
We suggest that all lottery playersshould purchase Lottery Tickets like they would any other investment, and always seek the highest return on their dollars. Thus, when the Mega Millions jackpot is below $53.1 million, the Megaplier should be purchased. When the jackpot is above this level, never purchase the Megaplier. Go for the Jackpot instead.


Learn More
To learn more about this subject, visit our in-depth pages that provide the detailed numbers behind each of these options.

Wednesday, January 12, 2011

Lottery Full Wheel Calculators Released

We are proud to announce that we have begun to roll out our new Full Wheel Payout Calculators for the following lotteries:
You can access these pages from the links above, from our Lottery Research Page, or the "Lottery Combo Tables" link on our Lottery Power Picks home page.

While we are still in the bug/shakeout mode, we have decided to provide these calculators to you in a phased mode.

The purpose of these pages are to help you, the lottery players, better understand how much money: it would cost you to purchase a full lottery wheel; you would win if any or all of your numbers were to appear in the associated lottery drawing; and, lastly, how much your profit or loss from that transaction was.

During the coming weeks, we will be testing these pages to make sure that everything works properly. We will also be expanding these pages to include all of our covered lotteries.

We hope this information is helpful and gives you more information about the financial risks associated with playing the large lottery games.

Wednesday, December 22, 2010

All Hot Numbers Picked in Last Mega Millions Drawing

As many of our readers have discovered, the winning Mega Millions lottery numbers drawn on Tuesday, December 17, 2010 were all Hot Numbers!  The winning numbers were: 11 - 20 - 26 - 46 - 53 and Megaball 12. We have provided an excerpt of these results from our Mega Millions Hot Cold Number Analysis page at left.

While this is a rare occurrence, we believe it is important for players to realize that all systems have merit.

The subset of Hot white ball numbers that we identified consisted of 14 balls; and 9 Megaballs. Limiting ourselves to the white balls only, we would have played only 2,002 combinations.

If we then wheeled each of the 9 Megaballs, we would have purchased 18,018 total combinations.
 The subset of Hot balls (white and Mega) numbers that we identified are shown at right.

The annuity jackpot prize for that drawing was $133 million, but nobody won. Had we played all 18 thousand combinations, we would have won over $135 million.

And, if we chose to play these numbers with the Megaplier, our total winnings would have increased to $141 million because the 4x megaplier was picked as well. This would have been a great return from the $36,036 we would have spent!

Tuesday, September 21, 2010

Expect to See Paired Numbers Every 1 in 3 Lottery Drawings

If you're a fanatical dreamer about winning a big lottery jackpot, there's no doubt that you have considered playing paired numbers as a strategy for winning.

By pairs, we mean a drawing sequence that contains at least 2 numbers in a row: 1-2, 2-3, ... 55-56.

And if you study drawing results, you will notice that these type of numbers patterns occur very often. In fact, during the past 26 Powerball and Mega Millions drawings, we find this happened 10 times in each lottery. This equals or 38.5% of the time.

However, when we calculate the combinatorial  number of occurrences, we learn that there are:
  • 1,364,200 paired combinations in Mega Millions (35.7% of the population), and
  • 1,697,080 paired combinations in Powerball (33.9% of the population)
Based on these numbers, we learn that it is definitely normal for us to expect to see paired numbers approximately once in every three drawings.

JL...........
Enhanced by Zemanta

Tuesday, August 3, 2010

Huge Disparity in California's Mega Million Payouts

Betting on the Favorite, an 1870 engravingImage via Wikipedia
In last Friday's Mega Millions drawing, nobody won the jackpot, but 4 separate tickets matched all five of the white balls and claimed the 2nd place price. Two tickets were sold in Illinois, 1 in New York, and 1 in California.

Typically, the payout for this prize level is $250,000. This is true in all states except California, which determines the prize levels on a pari-mutuel basis. So, while 3 of the 4 winners will each receive $250,000, the one winner in California will only get $182,348.

That's a difference of $67,652 or 27% less!

In theory, one can argue that pari-mutuel payouts are most beneficial to players. But, looking at the 9 different drawing results for the month of July 2010, seven paid out substantially less than $250K, and only two paid out more than $300K.  The highest allocation was $342.9K, but there were no winners that time, so nothing was paid out.

While California's calculation of payout may be correct, I believe that players in California who win big prizes actually lose a lot of money to the State. Remember, the State sets the prize breakdown and doesn't share the leftover money with the players. So one must ask the question:

Where Does the Mega Millions Money Really Go?

JL......
Enhanced by Zemanta

Wednesday, April 21, 2010

Has the Lottery Expansion Changed the Jackpot Sizes? (Lottery Trivia Question 2010-08)

This week's Lottery Trivia Question is about Mega Millions and Powerball.

Our Trivia Question #2010-08 is: 
At the end of January 2010, both Powerball and Mega Millions began selling their games in each other's states, but did not change the format of the games. Since it is now nearly three months later, we wondered:
  • How has the increased playing population affected the jackpot winning frequencies?
  • Have the average jackpots gotten smaller?
  • What is the average growth of the jackpot prizes?
  • Which game appears to be more popular?
Enter your answer by leaving a Comment to this post below. Leave your name, and if you have a website or blog, provide it's URL and name.

We will provide the correct answer next Monday, April 26th, and will post your name and a URL link back to your site.

JL.........

Wednesday, February 17, 2010

A When to Buy Mega Millions or Powerball Guide

Introduction
On January 31st 2010, sales of Powerball and Mega Millions expanded into each other's jurisdictions. No longer are States classified as either one lottery or another. Now, players in most States have the opportunity to buy both games.

This cross-selling is great for players when the Jackpots are high and for the hard-core lottery players. But what about the regular or occasional player on a limited budget? Now they are faced with three important questions:
  • Which Lottery is Better to Buy?
  • Should I Buy the Powerplay or Megaplier Option?
  • Can I Afford It?

Whats' the Problem?
Initially when players could only buy one game, it was easy to set a budget. In most of the old Mega Millions states, folks could spend $5 per game, or $10 per week, or $520 per year. Those in Texas had the option of spending $1 extra per ticket to buy the Megaplier. For them, their budget would be $1,040 per year.

Similarily, everyone in the Powerball states could choose whether to buy an individual ticket or one with the Powerplay Option. But, they too could maintain a budget of $520 - $1,040 per year.

But now, the games are doubled, and so is the yearly expenditure. While we don't know if people can afford to spend $2,080 per year on the big prize lotteries, we expect that this is a lot of money for them. To us, this is a big problem.


Difficult Choices
In previous articles and published webpages, we introduced the concept of Jackpot return. This number indicates how much money a lottery will pay out in prizes verses how much was collected.

Each lottery, and variation thereof, has it's own Jackpot return. This number increases linearly as the Jackpot grows. Thus, it is easy to calculate the implied breakeven of the Megaplier and Powerplay Options. And from this, we can recommend whether to buy these options or not.

However, when multiple games are compared, it becomes difficult to decipher one's choices.

Graph MMPB-GR01 below illustrates the Jackpot Returns for Powerball and Mega Millions, and their associated Powerplay and Megaplier Options. As seen, all of these returns appear to intersect at points where the Jackpots are somewhere between $47 and $65 million.






Addtionally, the Mega Millions and Powerball Jackpots do not move in parallel. Mega Millions may be $40M, and Powerball only $20M. So, what should one do?


What to Buy Matrix
To help simplify this information we have created a "What to Buy Matrix" below. The data is organized horizontally by the Powerball Jackpot ranging from $20-$300 million.  Vertically is the Mega Millions Jackpots, with values for $12 to $300 million.

The cells are color-coded.
The light blue indicates that you should buy the Powerplay Opton;
The dark blue indicates that you should buy the Powerball Only;
The light red (pink) indicates that you should buy the Megaplier Opton;
The dark red indicates that you should buy the Mega Millions Only;




MM
JP
Powerball Jackpot
2030405060708090100125150175200250300
122030405060708090100125150175200250300
202030405060708090100125150175200250300
302030405060708090100125150175200250300
402030405060708090100125150175200250300
502030405060708090100125150175200250300
602030405060708090100125150175200250300
702030405060708090100125150175200250300
802030405060708090100125150175200250300
902030405060708090100125150175200250300
1002030405060708090100125150175200250300
1252030405060708090100125150175200250300
1502030405060708090100125150175200250300
1752030405060708090100125150175200250300
2002030405060708090100125150175200250300
2502030405060708090100125150175200250300
3002030405060708090100125150175200250300


The table assumes that a player is willing to buy the Powerplay or Megaplier Option. But, the player will only buy one lottery or another.

To read the table, you can locate the row with the Mega Millions Jackpot. Then, read across the columns to the current Powerball jackpot. If the intersecting cell is: red, then buy Mega Millions; blue, buy Powerball; pink, Megaplier; or light blue, Powerplay.

Returning to the example above when the Mega Millions is $40M, and Powerball only $20M, a player should buy Mega Millions with the Megaplier Option!



Summary
In the beginning of this article, we raised three questions.

  • Which Lottery is Better to Buy?
  • Should I Buy the Powerplay or Megaplier Option?
  • Can I Afford It?
We believe the first two are answered in the "What to Buy Matrix", which tells you which lottery is better to buy, and if you should buy the Megaplier or Powerplay option.

The "Can You Afford It" answer is really up to you. Our recommendation is that those on limited budgets should only buy one lottery or the other.  The matrix above indicates which lottery you should buy, and if you should buy the Powerplay or Megaplier Options.

Since these options are only recommended when the Powerball & Mega Millions jackpots are $50 million or under, we believe that it is not necessary to buy these all the time. This means that your budget will not substantially increase, and that Most Can Afford It!


Let Us Know
We hope this information is helpful to everyone. During the past month, we have followed this advice, and we hope that you will as well!

JL...................