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Ice Run Slot Machine Review
| Reels: | 5 | Max Per Spin $/£/€: | 1,250 |
| Winning Lines: | 25 | Wild Symbol: | Yes |
| Software: | Playtech | Scatter Symbol: | Yes |
| Coin Values $/£/€: | 0.01-50.00 | Bonus Features: | Yes |
| Max Coins per Line: | 1 | Progressive: | No |
Ice Run Online Slot Bonus Game
Hey, don’t you just love winter? That’s the time when all magic things take place. Believe it or not, but the hero of Ice Run Slot Machine knows how to make a huge amount of cash prizes out of regular snow. Just bear company and sledge down the no download hill to have fun like in childhood.
Have you put on the warmest clothes you have? I hope so, because the 5 reels are covered with frost and it’s rather cold there. Besides, fishing requires your patience and Playtech calls you to try your luck catching the gems from the 25 line ice-hole. Hey, let us check who is more dexterous – you or the winnings.
Wow, the Ice Breaker is really skilled. Once the icon of the man comes out on the 3rd reel, he expands and rewards 2 Re-Spins. Still, the character can surprise you even more. Appearing on the 2nd, 3rd and 4th reels at the same time, he also expands and lead to 1 Re-Spin. See, the benefits are everywhere.
Ice Run Logos activate the most attractive gift of the game. Catch 3 or more scatters and 10 Free Spins are to strike you down. Besides, there is 3x Multiplier to guide you through the chargeless journey. What’s more, you can retrigger the feature again and again.
How cute the Eskimo dogs are! Watch them running to you on reels 1 and 5 and hitting Ice Run Bonus. At first, you are to knock down 3 snowmen and reveal the cash prize. After that, pick one igloo and enter it to see which Multiplier you are lucky to get. Adventures are to follow you during the whole pastime.
Special Slots Symbols
Who but the Eskimo Man can show you the best parts of this icy land? The wild symbol knows the area as one knows his ten fingers and, that’s why, replacing the others is not a problem for him. Relax and enjoy the trip, perhaps the guests from Penguin Vacation, that’s one of online slots for high rollers, will make a visit and bring you more profits.
The light in Ice Run Logo is shining and it means that the scatter symbol is glad to welcome you. Paying everywhere, the icon increases your chances. Yep, drop in 3, 4 or 5 igloos and activate 10x, 25x or 100x Multiplier. The life here is as beneficial as in the center of a busy city.
Jackpots and Coins
Here are so many characters. Have you already made friends with everyone? The place is full of joy, just place the max $50 coin size and leave alone the $0.01 one. That will show your friendliness and conciliatory spirit. Besides, only with the stake of $1,250 you can count on getting the most delicious of wins.
A man is no one without his lady. So, the Eskimo Woman is there to help her beloved bring you the top jackpot. Ask her to come out and cover a line making it a winnings one, and $100,000 will enlarge your balance before you now it.
Make it quick, Ice Run Slot Machine the benefits are waiting for you. The only thing left is to load the game and spin the reels as long as you reach the desired result. Frosty weather will warm you with its prizes.
Ice Run Slot
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Ice Run is an advanced five-reel slot with 25 paylines, developed by one of the biggest suppliers of world-class casino games, Playtech. The reel action in this game is set in the frosty Arctic region where players will meet up with a young Eskimo couple who appears well accustomed to the bitter polar weather. The slot is playable from the amount of $0.25 per spin but high rollers can splurge with big bets reaching the impressive $1,250 per round.
Both the symbols and the design fit the overall chilly theme of the game like a glove. The reels are set against a background showing the glacial Arctic ocean. The lowest paying symbols are represented by the usual high playing cards, only these are carved out of blocks of ice to keep in line with the slot’s storyline. Other symbols that will greet you from the reels include a likable seal, a fish, fire, sled dogs, and the young Eskimo girl and boy. The game has much to offer in terms of rewarding bonus features, including free spins, multipliers, wilds, scatters, and an engaging bonus game for extra payouts.
The symbol offering the biggest payout in Ice Run is the Eskimo girl. Line up five girl symbols on an active payline and the prize of 4,000 coins is yours. In addition to the standard symbols, the game offers three special ones which unlock different features to further boost one’s odds at turning a profit. The scatter in the game is represented by an igloo with the Ice Run logo up front. You need at least three of these igloos to hit the reels so you can activate the free spins round.
The wild with the Eskimo boy has a dual function in Ice Run, depending on which reels it hits. Of course, its primal purpose is to stand in for other symbols enabling players to hit more paying combinations, but if it lands on the third reel specifically, the wild will expand to cover it completely and will trigger the Ice Breaker re-spin feature.
This bonus gets activated with great frequency and involves 2 free re-spins. However, if the Eskimo boy wild lines up simultaneously on the second, third and fourth reels, it expands to cover all three reels in their entirety while awarding you 1 re-spin. The last feature of interest is the Ice Run Bonus game, which is triggered by the symbol containing the sled dogs.
| Symbol | Two on a payline | Three on a payline | Four on a payline | Five on a payline |
|---|---|---|---|---|
| 9 | 0 | 7 | 25 | 50 |
| 10 | 0 | 7 | 25 | 50 |
| J | 0 | 10 | 30 | 75 |
| Q | 0 | 10 | 30 | 75 |
| K | 0 | 12 | 40 | 100 |
| A | 0 | 12 | 40 | 100 |
| Flying Fish and a Bonfire | 2 | 20 | 50 | 500 |
| Smiling Seal | 3 | 30 | 100 | 500 |
| The Female Hunter | 5 | 100 | 400 | 4000 |
| An Igloo /Scatter/ | 0 | 10 | 25 | 100 |
Bonus Games and Features
Bonus games can give any online slot a decisive advantage over other available casino offerings and luckily, Ice Run is loaded with extra features. To start with, the game can reward players who land three or more Ice Run symbols with 10 free spins and the best part is all winnings you generate for the duration of the bonus round are tripled with a 3x multiplier. Additionally, it is possible to re-trigger more free spins for an indefinite number of times.
There is a fun side game called the Ice Run Bonus which gets activated whenever you line up the sled dogs symbols simultaneously on the first and the fifth reel. The side game opens with the Eskimo boy riding on a sled to take players to a snowfield where seven snowmen are sitting. Players need to pick three snowmen, with each of these containing hidden monetary prizes. Each time you click on a snowman, the boy will crash into it with his sled to reveal the amount you have won.
Once your selected snowmen have been destroyed by the boy, you will be prompted to choose one out of three igloos, with multipliers on your snowmen winnings of 1x, 2x, and 3x. Note that the snowmen can indeed add a hefty amount to your bankroll since some of their hidden prizes reach up to $200. Add multipliers of up to 3x and you may end your spinning session with quite a handsome profit.
Conclusion
Ice Run is the type of video slot that can keep you entertained for quite some time as it possesses all the necessary qualities needed to maintain the interest of reel spinners. The game is expertly animated and stands out with polished graphics, immersive sound effects, and above all plenty of great features. There is a fantastic round of free spins, re-spins, and let us not forget the fun bonus game which can give your online casino balance a nice boost.
This Playtech offering comes with low to medium variance as wins are triggered rather frequently. Even players with humble means are unlikely to exhaust their bankrolls since the Ice Breaker feature with the re-spins unlocks on a regular basis to top up their balance with extra profits. The average percentage return you can expect from Ice Run stands at 93.83%, with players having the option to enjoy the game on smartphones and tablets as well.
Ice Run
Reels:
5
Bonus Rounds:
Jackpot
Graphics:
4.7 / 5.0
Theme:
4.8 / 5.0
Features:
4.7 / 5.0
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Winter time can be great fun, and at this time of year for many in the northern hemisphere there is nothing better that playing around on the ice as this new online video slot proves.
Try it for free
This is a 25 payline slot machine with the usual 9, 10, J, Q, K, A symbols. But the game does have 3 great bonus features. First up is the Ice Breaker Re-Spin. The eskimo man is the wild symbol and when this appears in the centre of reel 3 it is expanded and you are awarded 2 re-spins. If the wild is spun on reels 2, 3 and 4 at the same time then wild expands on all three reels and you are given 1 re-spin.
The next major bonus is the ICE RUN FREE SPINS bonus. Spin 3 or more scatters anywhere on the reels and you are awarded 10 free games with a 3x multiplier. During free games you can get 3 more scatters to retrigger free spins infinitely.
This video slot also has another extra ICE RUN bonus. Spin the husky dogs on reels 1 and 5 and you are taken to a screen where you can throw snowballs at the snowmen, hit 3 snowmen and win a cash prize. next you are face with three igloos, enter one of the igloos to win a multipler for the instant cash you have just won.
This is a great new slot game that is packed with bonus features, and it is proving to pay very well.
Slot Machine RTP Optimization Using Variable Neighborhood Search
This work presents a Variable Neighborhood Search (VNS) approach for solving the Return-To-Player (RTP) optimization problem. A large number of software companies in the gaming industry seek to solve the RTP optimization problem in order to develop modern virtual casino gambling machines. These slot machines have a number of reels (e.g., three or more) that spin once a button is pushed. Each slot machine is required to have an RTP in a particular range according to the legislation of each country. By using a VNS framework that guides two local search operators, we show how to control the distribution of the symbols in the reels in order to achieve the desired RTP. In this study, optimization refers only to base game, the core of slot machine games, and not in bonus games, since a bonus game is triggered once two, three, or more specific symbols occur in the gaming monitor. Although other researchers have tried to solve the RTP problem in the past, this is the first time that a VNS methodology is proposed for this problem in the literature with good computational results.
1. Introduction
Slot machines, also known as fruit machines, are the most popular gambling games in casinos. They are either electronic or electromechanical devices that consist of a number of reels (n) that spin independently and a screen with a number of rows (m). Each reel contains several symbols in specific arrangements and quantities. Also, it has a number of positions at which they stop, and this number is called stops [1]. The stops are being shown on the display of a slot machine, while the reels are spinning in front of the player. Slot machines as mechanical devices had cylinders as spinning reels holding the symbols that were printed on a strip. Nowadays, slot machines are mostly electronic, and they can be found either in traditional casinos or in online casinos as software. However, in virtual slots, once the reels start spinning, a Pseudo-Random Number Generator (PRNG) is used to get the stops.
The display of a virtual slot machine shows the () window of the game, game rules, coin values, line bet, payout schedule, and more options. The player inserts cash or a paper ticket with a barcode in “ticket-in, ticket-out” machine. Once the player presses a button, in case the slot machine has the minimum amount of bet, the reels of the base game start spinning. After that, the reels produce the outcome of the game, which consists of all symbols that remained visible through the window on the display and the payment of the combination in pay table of these symbols that are greater than zero. If the visible window contains symbols that trigger a bonus game (e.g., free spins in base game or to another feature game), then the player has a big chance to win much more money than he/she bets.
The gambling industry is one of the most profitable industries globally. With more than US$ 450 billion dollars estimated value in 2020 and with a projected value of more than US$ 640 billion by 2027, the gambling market is definitely one of the largest and most profitable in the world [2]. It is also worth mentioning that these figures are only related to the regulated markets, as the grey and black markets contribute with hundreds of billions of dollars to the total market value. There are hundreds of companies of different types of services that compose the gambling industry: from casinos and software developers to casino game developers and payment solutions. The growth of remote gaming, with online and mobile gambling market size, is expected to grow by more than 10% by 2027, ensuring that the gambling industry will become even more profitable in the years to come. Hundreds of thousands of dollars are spent every year from several companies in order to participate in exhibitions around the world, with the most famous and attractive being held in Las Vegas, Paris, London, South Africa, and Singapore. A list of the most well-known conferences and trade shows with a Gaming, Sports Betting, and Affiliate theme may be found online [3], for example, Paris Games Week, iGB Live!, and ICE Totally Gaming.
Return-To-Player (RTP) is one of the two most important parameters for a player to choose if he/she is going to play the game, but it is also the main gambling game parameter which is under government regulation [4]. It is the win as percentage of the bet and is the phrase that casinos and casino game makers use to describe the long-term theoretical expected payback percentage from all wagers on a slot machine, video poker machine, or Video Lottery Terminal (VLT). If a slot machine player is going to play a hundred rounds at 1$ on a slot game with a theoretical slot RTP of 93%, with all other things being equal, he/she would expect to get a return of 93$ in wins from his staked 100$. A player wins back most of his wager. The remaining 7% of his bet, in this game, is the house edge, the money that casino earns off each bet. The formula for the computation of the RTP and also some necessary notations can be found with the formulae below:orTotal Prize: the amount of money that a window instance winsCycle: how many times the reels spun in a Monte Carlo simulationPay Lines: the number of lines that the game has enabledCoins In: total amount of coins betCoins Out: total amount of coins won
In this paper, Monte Carlo simulation with 100,000 and 1,000,000 separate runs will be used for the RTP calculations. In simulations, formula (2) is used, where the cycle represents the number of runs. In addition, there is another type of simulation called “Full Cycle.” This latter type of simulation is used in the design phase (i.e., mathematical) of a slot machine game. It is an exhaustive cycle through all possible stop positions. The Full Cycle simulation allows an exact match to the calculations in the spreadsheet but is not capable of calculating coinciding statistics across a series of feature games.
The structure of this work is as follows: In Section 2, we discuss similar approaches for the RTP optimization problem, focusing on recent research work and the methods they utilize. Next, we introduce our methodology in Section 3. Section 4 presents the results of our methods on several games. Finally, we draw our conclusions and provide some research directions for future work in Section 5.
2. Related Work
Although the RTP optimization problem is one of the most important parts of the slot machine game design, there are not many scientific articles that present a heuristic or metaheuristic approach to solve this problem. Only three papers have been published which present a metaheuristic approach to solve the RTP optimization problem and are briefly presented in Table 1.
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Balabanov et al. [4] presented a solution for the slot machine optimization problem, where the symbols distribution of the base game is being controlled and, also, some other features like free spins frequency or bonus game frequency. The fitness function in this work was the absolute difference between the desired and the obtained RTP. For Monte Carlo simulations, 1,000,000 or 100,000 separate runs were used in order to calculate the obtained . They used Genetic Algorithms (GAs), with a randomized initial population and appropriate crossover and mutation operators. The target of the example that the authors presented was 99%, starting from 91%. So, the algorithm increases the in a small range in case the game already exists (a quality starting ). However, in most cases, the mathematicians of slot games usually try to develop a new slot machine game (from scratch) that has initial reels with randomized symbol distribution and the might be equal, for example, to 630% (big random value). So, it is not a trivial task for such algorithms to handle the case of large reductions and the huge difference between the target and the initial . The decrease of the in slot machine game is the hardest problem for the mathematicians, since they have to solve the optimization problem with hand adjustments and this usually requires a long time. Furthermore, the algorithm’s behavior in the case where special symbols appear in reels (e.g., wild, scatter) is also unknown.
The same authors in [5] also proposed a Differential Evolution (DE) algorithm, since the problem of optimal symbols distribution on the reels is discrete and its convergence was found to be faster than GAs. Additionally, they also used Monte Carlo simulations with 1,000,000 separate runs over ten trials for better accuracy in base game. Their model of slot machine game contained only simple symbols and not scatter, wild, or bonus games (scatter represents symbols that pay everywhere on the screen and substitute all other symbols). The authors proposed a multicriteria optimization approach as future work, for the symbol frequencies, the free spins frequency, the game volatility, and the bonus game frequency.
Keremedchiev et al. [6] proposed a Genetic Algorithm methodology for the optimization problem, in bonus and free games frequency as parallel computing evolutionary optimization. The fitness function of base game that was used was computed with Full Cycle method instead of Monte Carlo simulations. In current algorithm, the model of slot machine game does contain as features bonus game, simple symbols that pay on each pay line, scatter symbols, and wild and bonus symbols that trigger the bonus game. This experiment, as it refers in it, showed that the use of Genetic Algorithm with exact numerical calculation of as fitness function was very efficient and improved the slot game parameters by better adjustment of , bonus game, and free games frequency. Finally, the biggest drawback was that the exact computation was time-consuming and slowed down the optimization process. The authors also proposed a Discrete Differential Evolution (DDE) implementation as a further research.
3. Research Methodology
Variable Neighborhood Search (VNS) constitutes a metaheuristic solution method which is systematically changing a neighborhood structure. VNS was initially proposed by Mladenović et al. [7, 8]. Nowadays, a large number of successful VNS applications have been reported in a wide range of areas [9–13]. In this work, a Variable Neighborhood Descent (VND) heuristic schema was applied in base game’s and it takes all symbols into account. The VND metaheuristic features a strong local search phase (intensification) utilizing a number of different neighborhood structures but lacks a diversification phase (shaking method) as compared to other VNS variants. The VND variant has been applied in several research works in the literature [14, 15].
The proposed solution method is analytically described in the following subsections and an overview is depicted in Figure 1.
3.1. Solution Representation
A slot machine consists of reels where the symbols are represented by a string and are equally distributed. The solution representation is a two-dimensional array with the distribution of the symbols on each reel. For example, in case of a five-reel (number of columns) slot machine game with 48 symbols per reel (number of rows), the solution array (denoted as “Reels”) would have the dimension of .
Three inputs of the proposed algorithm are (i) the maximum number of iterations as a termination criterion (also a maximum CPU solution time can be used), (ii) the target (desired) RTP of the user (), and (iii) the allowed deviation denoted () from the target RTP. Usually, the computation of the precise RTP is quite difficult and, due to this reason, game developers are satisfied if the RTP belongs in a specific range. Hence, if , then the algorithm stops. Assume, for example that if we are given = 0.03, = 0.83, and = 0.80, then the algorithm stops. An extra feature of the algorithm is that it allows the user to declare a minimum number of each symbol per reel. Thus, a fourth input of the proposed algorithm is an additional two-dimensional array containing the minimum number of symbols per reel and is denoted as “minNSR.” The number of columns of this array is equal to the number of reels, while its number of rows is equal to the number of distinct symbols. Thus, denotes the minimum required number of occurrences of the symbol in the -reel.
3.2. Neighborhood Structures
The proposed VND methodology utilizes two neighborhood structures denoted as “RMS” and “RMC.” Both these local search operators aim to reduce the RTP as follows:(i)RMS: initially, the symbols are sorted in ascending order based on their corresponding payments. The Replace Maximum Symbol () local search operator replaces with the biggest payment by that has the next biggest payment in pay table. The players of a slot machine game may win a monetary award in the case where a combination of at least two identical symbols occurs in the pay lines. The symbol that has the biggest payment in these combinations is considered the most expensive symbol. However, the replacement by the operator is permitted only after checking the input array (minimum number of symbols per reel requested by the game developer); otherwise, the next most expensive is considered for potential replacement.(ii)RMC: the RTP increases when the placement of the symbols in the reels leads to minimum winning combinations of symbols (i.e., combinations of two identical symbols only) with a high frequency. The Replace Minimum Combination () local search operator replaces which participates in a minimum winning combination with that does not participate in such winning combinations (e.g., it participates in winning combinations of three or more identical symbols). Such symbols may participate in combinations with a little larger payment, but the frequency of their combinations is much lower.
3.3. VND Metaheuristic Algorithm
The VND solution approach is depicted in Algorithm 1. Also, Monte Carlo simulation () is used for the calculation of the current with 100,000 or 1,000,000 separate runs. The two neighborhood structures and are also denoted as and , respectively. Moreover, the number of different neighborhood structures is denoted as and in this work it is equal to two.
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The proposed VND is initialized with a randomized initial symbol distribution per reel (the list of distinct symbols is given by the game developer) and terminates once a maximum number of iterations is performed rather than not finding an improvement. This is due to the fact that, in each iteration, a Monte Carlo simulation might return an approximate value of the RTP and not the exact RTP that would result after a (time-consuming) Full Cycle RTP computation. Thus, in some cases, although the two local search operators do not make any improvement, a better RTP value can be calculated by the Monte Carlo simulations. Moreover, each time the neighborhood is changed, the search is performed in a different (next) reel. Thus, the VND starts the optimization using the first reel () and afterward sequentially applies the local search operators in each one of the reels.
3.4. Illustrative Examples
Without loss of generality, let us assume a hypothetical slot machine game with reels, with each one of them containing 12 equally distributed symbols. The symbols are represented as string variables in an array () and the pay table is stored as integer values in another array ().
Next, an example of the array is presented, where for simplicity we show only one of the columns corresponding only to the first reel. Each index represents how many of symbols should remain in current reel and not get replaced by other, for example, meaning that cannot occur less than three times in the first reel. This way, it will not be possible to replace with .
The operator changes the symbols of the first reel as follows:
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ອັງຄານທີ 13
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