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https://www.youtube.com/watch?v=Iv_lBeQpbLg
The “grand” win starts at 8:30 in this video.
Here’s how I think these games work:
Assuming that it takes a spin with 6 pay symbols to trigger the bonus, there are 9 reels left with varying degrees of hit probability. It appears some could be as easy as 1 in 3, but there is always one cell where symbols rarely show up. it might be 1 in 10000 or something like that. You can see that hard to hit reel in the above video:
Notice the following cell for each spin (numbering at 1 in the upper left and going across the rows):
Spin 1: Cell 1
Spin 2: Cell 6
Spin 3: Cell 1
Spin 4: Cell 1
Spin 5: Cell 13 (and it hit!)
Spin 6 and on: Notice that the symbols pass by frequently
Here’s another one
https://www.youtube.com/watch?v=BUl_i_tRZxA
The video where they hit the grand starts at 11:00
To see the 'hard to get' reel, watch the following cells:
Spin 1: Cell 4
Spin 2: Cell 11
Spin 3: Cell 9
Spin 4: Cell 15
Spin 5: Cell 9 (although you can see a chip go by right after the button push)
Spin 6: Cell 9
Spin 7: Cell 5
Spin 8: Cell 9
Spin 9: Cell 4 (and the tough one hit!)
Spins 10+: Notice chips frequently passing by as the reels spin.
So there are 9 reels set up with varying probability and you can see from the videos that the reels get moved around during the bonus game. so the “tough” reel is not always in the same spot. The tricky part of the math, I think, is the fact that if you hit a pay symbol, your spins counter goes back to 3.
So, for a theoretical game starting with 6 pay symbols each of unit 1, let’s say you have the following probabilities of hitting the unhit pay symbols, and to keep things easy, let’s say the value of each hit is “1” unit:
Reel 1: 1 in 3
Reel 2: 1 in 3
Reel 3: 1 in 3
Reel 4: 1 in 5
Reel 6: 1 in 5
Reel 7: 1 in 10
Reel 8: 1 in 30
Reel 9: 1 in 10000
So: my question to the mathies out there…. 1) What is the probability of hitting the grand in my theoretical game? 2) what is the expected win of a bonus game, assuming that if you win the grand, you win 10,000 units. Remember that after hitting one of the pay symbols, your remaining spins returns to 3. Please show your work, I’m more interested in that than the actual answer.
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Sorry for the late arrival. I know almost nothing about this game, but am hearing more and more chatter about it. If anyone could dumb this down a bit, I'd appreciate it.So, with that first video, it looked kind of like the Miss Kitty bonus, but with sticky flat prizes. Plus, sometimes it would add 3 to the extra spins remaining. If you covered the whole screen you got the Grand bonus. I guess my questions are:
1. How do you trigger the bonus?
Slot machines that are based on reels have variant programming, meaning that the payout percentage may vary above and below its standard payout percentage. For example, if you are playing on a machine with a payout rate of 95% at times it might pay out 93% or 97%. The odds of getting this combination are 1 in 8000. For a 5-reel slot machine the chances are even less: 20 x 20 x 20 x 20 x 20 = 1/ 3,200,000 (1 in 3,200,000). The slots probabilities are usually shown as a percentage, so for 3-reel and 5-reel slot machine with 20 symbols on each reel we have these probabilities.
2. What are the basic rules of this bonus?
Dragon Lines pokie is an Asian themed game developed by Ainsworth transformed from a land-based game into an online gambling machine. The game operates a 3-row, 5-reel, and 100-payline configuration. Dragon Lines pokie machine is a free slot that employs the Chinese New Year theme with symbols associated with the carnival dragon celebration.
3. What is the question being asked about it?
1. How do you trigger the bonus?
2. What are the basic rules of this bonus?
3. What is the question being asked about it?
1. All these lock it games are different, but for the most part you get the feature by getting 6 lock symbols.. That's how the game works that the OP described.
2. Those lock symbols stay and the reels turn into more reels for each position. You get 3 spins where you attempt to catch another lock symbol. Should you catch one, you get three more spins. When you spin 3 times and add 0 additional lock symbols, the bonus is over. At the end of the bonus, the machine adds up the totals on the lock symbols and that's what you win. On the off chance that you fill up all the spots with a lock symbol, you win the top jackpot.
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Sorry for the late arrival. I know almost nothing about this game, but am hearing more and more chatter about it. If anyone could dumb this down a bit, I'd appreciate it.
So, with that first video, it looked kind of like the Miss Kitty bonus, but with sticky flat prizes. Plus, sometimes it would add 3 to the extra spins remaining. If you covered the whole screen you got the Grand bonus. I guess my questions are:
1. How do you trigger the bonus?
2. What are the basic rules of this bonus?
3. What is the question being asked about it?
For lightning links:
2 ways to trigger the bonus.
A) get at least 6 links (they have dollar amounts or mini/minor/major on them) scattered among the 15 symbols on any spin.
B) during free spins, (3 or more bonus symbols earns 6 spins), reel 1 is 3 symbols, reels 2-3-4 are a giant 3x3 symbol, reel 5 is 3 symbols. Get the giant link symbol (it will have a single dollar value), and the links game will start within that free spin. The giant link counts for 9 link symbols, but that single dollar value towards the bonus total.
......
Whichever type spin activates it, you start with 3 free spins. You're trying to fill the board with 15 symbols. The symbols carry over on each spin.
Each time you get at least 1 more link symbol, the spins reset to 3 more. If you get 3 spins in a row with no additions (which happens virtually every time short of 15), the totals on the symbols get added up to your bonus total, and the bonus is over.
If you get all 15 symbols filled with links, you win the Grand jackpot, usually $10k or more on .01 denom. You do not have to max bet to get the bonus game or the dollar totals on the progressives.
https://www.youtube.com/watch?v=ejYYq_Shxa0
As Babs mentioned, there are two types of bonuses: 1) the free spins bonus, where three scattered symbols (flags in the first game of this video) gets you 6 free spins. and 2) the 'hold and spin' feature which is really the subject of my question.
As part of the normal game, the 'orbs' or fireball symbols with numbers on them are just blockers. until you get at least 6 of them, at which time it triggers the hold and spin feature and you're going to win the amounts listed on the coins (if betting $$, you win the amounts shown, if betting under dollars, it shows the number of coins you will win).
Babs: Saturday night after leaving the GN, I hit a Grand at the El Cortez for $12,700!
What I'm really looking for is based on the simple game that I proposed, what is the average number of games it would take for the jackpot to hit. I'm trying to put some sort of range around how big the 'hard' reel is.
What I'm really looking for is based on the simple game that I proposed, what is the average number of games it would take for the jackpot to hit. I'm trying to put some sort of range around how big the 'hard' reel is.
A sample size to determine that information would be extremely hard to achieve. Just from watching the game in passing a few times (and has been confirmed by others) you often don't even see the symbol by the time you get to the last spot. Furthermore, it's not representative in any way of any card, dice or wheel game, so there is no requirement (even in Nevada) that it has to adhere to any strict probabilities, I wouldn't think.
I believe (but could be wrong) that the whole entire thing might just be a show and the free spins decide how much you are going to win (in total) before the extras even start spinning. Long story short, you'd need a huge sample size consisting of only the extra spins to even hazard a guess.
Finally, it is almost certain that the event is going to be more likely with a Max Bet, that doesn't mean that the sample size must consist of Max Bets necessarily..but it would have to be of a uniform betting amount and likely on the same physical machine due to the possibility of different settings.
so there is no requirement (even in Nevada) that it has to adhere to any strict probabilities, I wouldn't think.
I agree that anything we do would have a high degree of SWAG associated with it. I'm just really curious if it's a reel that's in the neighborhood of 1 in 1000, or 1 in 10000 or 1 in 100000. So very high level.
I think I disagree with your statement above though. Somehow they have to prove out the return of the game for the Nevada gaming board, and it's a class III machine ( in Nevada anyways) and so there has to be some rules with which they can calculate probabilities to prove out the return.
Having said all that, even if we can't get to some high level swag, I'm still curious how you'd even do the math to figure this out.
ADDED: When I said, 'Dice,' I mean a visual representation of dice has to adhere to the probabilities of real dice in Nevada. This game is not a visual representation of anything.
No, the odds are the same regardless of the time of day.
Most slot machines usually offer an incentive to play the maximum coins. For example two coins may pay 2,000 on the jackpot but three coins will pay 5,000. So if there an economy of scale incentive, then the return is higher with a max-coin bet. However, I should mention that most casinos tend to increase the theoretical return on their slots as they go up in denomination. So, you may be better off betting one coin on a $1 machine than four coins on a quarter machine.
My advice on slot selection is to play a simple smaller game. Nothing with fancy signage or a huge screen. Ultimately, it is the players that pay for that in the form of a lower return.
Interesting question. I'm sure that didn't refer to the payback percentage, 37% would be way too low. The 'hit frequency' is the probability that the player wins anything.
I'm pretty sure that the odds on Megabucks are the same everywhere. It is a 'proprietary game,' meaning the casino and slot maker (IGT) share in the profits. As I understand it, such propriety games are generally set to a return of about 88% by the slot maker, and the casinos do not have the option for a looser or tighter version.
The Wheel of Fortune game, with the big jackpot, I believe is also a proprietary game. Video poker odds are dictated by the pay table. For example, a 9-6 Jacks or Better game will pay 99.54%, assuming optimal strategy and an infinite amount of play, regardless of where the machine is or number of number of hands the player gets on the draw.
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You're right, it is impossible for me to know without Microgaming giving me the details on how their reels are weighted. I have asked some of the major software companies for such information, but thus far nobody has volunteered anything. However, I can tell you that the average payback for all slots at the Golden Palace for the month of March 2000 was 95.67%. This information is available at the Golden Palace web site, click on the Price Waterhouse Coopers monthly payout review.
I would assume that the odds are the same at all Microgaming casinos. All casinos probably contribute money to the same account from which the jackpot is paid. This way, the individual casino from which the jackpot was hit does not have to reach into their own pocket when somebody wins. Mid-level payouts are probably paid by the casino itself.
The minimum applies to every machine. Someone with the Gaming Control Board in Carson City, Nevada, told me that every machine in the state must meet minimum payback percentages. The only exception, he said, are on some antique machines in Virginia City.
Unlike most slots, this game has different types of wins according to the number of coins bet. The first coin enables the player to win the small frequent 'bar' wins, from 2 to 60. The second coin enables larger 'seven' wins from 100 to 500. The third coin doubles the wins for sevens, except it also qualified the player for the progressive jackpot for three sizzling sevens.
The ways these games are programmed is to give the player a slightly higher return on each additional coin bet. For example, the first coin might have a return of 92%, the second 93%, and the third 94%. You seem to think the return for one coin would be very low, due to the small wins, but those wins happen more often than the wins for sevens.
In Nevada, regulations require slots to theoretically pay at least 75%. Even the games at the airport, which are very tight, still pay at least 85% or so. I'm quite sure that the return for any number of coins bet in Blazing Sevens conforms to industry norms.
When walking into one of these 'Indian' casinos, I can stand for five minutes, listen to the bells and tunes, and know if it will be a good day. Take 300 slot machines with fixed payouts and listen, given the same number of players should produce the same frequency of sounds. It doesn't. I think all of the new machines are networked and changed based on overall psychological factors of the players.
In general Indian casinos are self-regulated. There is generally a tribal commission that will hear disputes, but ultimately the members of the commission know which side of their bread gets buttered.
Don't assume any kind of minimum return on the slot machines. However, ultimately economics would dictate that a return too low would be sensed by players, who would be unlikely to return if they consistently lost too much money too quickly. It would also be bad business, and time consuming, to loosen and tighten the slots like a yo-yo.
Your sound level hypothesis sounds interesting, I never thought of that.
The casinos don't actually program the casinos to pay a certain percentage, but determine the weighting of the reels so that the theoretical return is whatever they wish. In the short run, the actual return can be either much higher or lower than the theoretical return. However, the laws of mathematics dictate that the actual return will get closer to the theoretical return the greater the number of trials.
Each frame in these video slots is weighted equally. Any given line is equally likely to produce any given combination. Thus, the return is the same regardless of the number of coins played.
I looked over your expected payouts for the various deuces wild pay schedules, but I did not find the particular schedule I was looking for. Could you tell me the expected payout for a deuces wild with the following schedule: Royal flush - 840
Four deuces - 200
Wild Royal - 20
Five of a kind - 12
Straight flush - 9
Four of a kind - 5
Full house - 3
Flush - 2
Straight - 2
Three of a kind - 1
I would do this myself, but I am unable to use the necessary software, as I am not a windows user.
Physically all you have to do to change the return of the slot machine is change the EPROM chip inside. Assuming the casino manager had all the EPROM chips, which I think they sometimes do, they could make the change themselves. However in a major jurisdiction the change would have to be reported to the gaming authorities, not to mention internal paperwork. The random number generator is constant, it is what the program does with the random numbers that determines the return.
In general the higher the coinage the better the rate of return is. However in my own research I have seen plenty of exceptions, notably dollar machines that paid less than quarters.
I don’t know whether the chances of winning were better or not. They worked the same way as they do now except each stop on each reel had an equal chance. The very early ones didn’t pay money but chewing gum, which explains the bar symbols (sticks of gum) and fruits (flavors) on some modern slot machines.
I’ve been asked about these North Carolina slot machines so many times I’m tempted to fly there just to see them for myself. Yes, if they did give the probability of each symbol for each reel then an optimal strategy and a return could be fairly easily calculated. However I have never actually seen such a table and have never worked out the odds.
To begin, I am not a mathematician but I am a casino player. I have followed some of your articles in Casino Player magazine and I subscribe to your on-line newsletter. By the way, I hope you had a wonderful time with your family and friends in Seattle.I just had an eye-opening experience at Casino Windsor. No where do they publish their percent payback on slots. However, that aside, I was going to play quarter (my comfort level) video poker. I was really taken aback when I put up the paytable. They were 5/4 machines. I am talking Jacks or better was only 5 coins on a full house and 4 coins on a flush. I looked at about 20 machines and only found one that paid any better and that was a 6/4 machine.
As I stated, I am not a mathematician but I think that payback percentage must be in the very low 70s. Needless to say I didn’t play video poker there because I know that the longer I would have played the greater the loss I could have expected with the house taking approximately $30.00 from every $100.00 put through the machine. That is not a gamble with some expectation of winning, it is a sure loss for players. On the Detroit side of the river, MGM Grand has their machines at 7/5. Not really great but a whole lot better than 5/4.
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Could you please tell me the exact percentage payback on the 5/4 and 7/5 machines. Since none of the area casinos post their average payback on slots I am (and this is dangerous) assuming that their reel slots payback the same percentages. Best regards.
Actually with perfect play the 5/4 pay table return 92.78%. Still one of the worst pay tables I have ever heard of. Have you tried the Greektown casino in Detroit? I don't know what games they have but I do know they have had security remove several winning video poker players from the building, including a old lady who hit a royal on a machine with a 97% pay table. They must have something good enough to warrant throwing winners out for.
First lets clear up what the term 'hold' means. For purposes of electronic games it is the theoretical return the game is set to. In both video poker and slots each play is random and independent of all past plays. Free coloring pages slot machines. The laws of mathematics dictate that even with independent trials the as the sample size gets larger the actual return will tend to get closer to the theoretical mean, or the hold. So contrary to popular belief a machine never goes hot or cold to get back in balance. Never mind the term 'cycle.' It is a poorly named industry term for the number of possible outcomes of the random number generators inside the machine. Unfortunately the term has trickled down only to confuse low level employees and players alike. Contrary to popular myth there are no cycles and again each play is equally random and independent of all other plays.
Not often. Contrary to popular myth the casinos don’t tighten the machines on weekends or whenever it is busy. Here in Las Vegas the casinos have to fill out a form every time they change the percentage on each game. Most slot managers I have spoken with have a policy on what coinage is set to what return. I tend to think the most likely reason to change the percentage would a change in ownership and/or management, which do not happen often.
The 96.7% applies to total money bet and transaction fees generally only apply to deposits and/or withdrawals. Players generally circulate through the same money and thus bet much more than they deposit. As I discussed in the September 18, 2005, column a player could bet through about 1.5 million dollars with a $10,000 bankroll and betting $5 at a time in blackjack. In this case the casino would make their profit based on 1.5 million in bets but pay expenses based only on $10,000.
From what I hear anything you can configure at the machine you can configure remotely through the server. This would include the theoretical return percentage. However most casinos report that changing the theoretical return of a slot machine necessitates a lot of paperwork.
Even if it were effortless to move the slot machine return up and down, it strikes me as a conspiracy theory to think the casinos would do that on a player by player basis. Living here in Vegas, I hear all kinds of theories about the lengths the casinos go to in order to win, like pumping in oxygen and playing a subsonic mantra that says 'lose lose lose.' These are just urban legends. Most casinos correctly believe that if you give the player a good experience and a fair gamble then he will keep coming back. As they say, you can only slaughter a sheep only once, but you can shear it many times. (My webmaster, Michael Bluejay, who is a vegetarian, tried to get me to use this analogy instead: 'You can seize all of a sheep’s money only once, but you can force it to take you bowling many times.')
According to the Nevada Gaming Control Boards that means that every slot machine in that bank must be set to a theoretical return of at least 97.4%. Popular opinion has it that only one machine must be set to 97.4%, or that the overall average must be 97.4%. However, I am taking a firm stand that both notions are wrong, at least here in Nevada.
It depends. If the slot play may be used in any machine in the casino, including video poker, then it can be worth 99 cents on the dollar or more, depending on the video poker offerings. For example, the MGM Mirage casinos award $1 in free slot play for every one point earned. It can be used in any machine in any casino connected to the MGM Mirage player card. Most MGM Mirage properties offer 9/6 Jacks or better, so the value of $1 in free slot play is worth 99.54 cents, with correct strategy.
However, sometimes free slot play must be done on particular promotional machines that don’t accept money. The value of this kind of free play is hard to estimate closely, but generally very little. For example, the Las Vegas World used to sell “$1000” vacation packages for $400. Of the alleged $1000 value $600 was in promotional slot machine play. In his book “Million Dollar Video Poker,” Bob Dancer writes that he did this deal numerous times over, and estimates the value of the free slot play to be about ten cents on the dollar.
It will show the specific return of the game you played.
Let’s assume 10.8 for the standard deviation, which I get from the Red, White, and Blue game described in my slot machine page. The standard deviation of the mean over n spins is standard deviation per bet divided by the square root of n. In this case, 10.8/10,0000.5 = 0.108. The difference between 93% and 91% over 10,000 spins is just 18.5% of one standard deviation. To get the standard deviation of the mean to just 2% you would need a sample size of 291,600 spins. The standard deviation in slots will vary substantially, so take these figures with a grain of salt.
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No, there isn’t. I don’t like it any more than you do. I think the player should be allowed to know the rules and/or the odds about what he is gambling on. Others have asked me if invoking the state Freedom of Information Act. I tend to doubt it would help or apply. As far as I know, the only place with such a right to know might be Holland. I’m told in Amsterdam information about the virtual reel stripping is indicated in little cards on the machines. You could in theory calculate the odds with that information and the pay table.
How does the total amount paid out or won correlate to how loose the slots are? In other words, should I prefer to play at the Circus Circus and Reno airport because their slots allegedly pay out so much?
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'Anonymous' .
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No. To get an estimate of how loose a casino's slots are you would want to know the ratio of money returned to money bet. This ratio would typically be about 92%. Telling you only the amount paid out is not useful at all. Consider the Circus Circus claim of paying out $26 million a month. They don't disclose how much players bet to get that $26 million. What if they bet $35 million? That would be a return of 71.43%, which would be awful.
In conclusion, I don't know whether to be angry over what I consider to be deceptive advertising or depressed that people fall for it.