{"id":562,"date":"2023-01-28T07:43:30","date_gmt":"2023-01-28T06:43:30","guid":{"rendered":"https:\/\/vita.com.bo\/linea-invierno\/slot-volatility-guide-low-vs-medium-vs-high-variance-slots\/"},"modified":"2023-01-28T07:43:30","modified_gmt":"2023-01-28T06:43:30","slug":"slot-volatility-guide-low-vs-medium-vs-high-variance-slots","status":"publish","type":"post","link":"https:\/\/vita.com.bo\/linea-invierno\/slot-volatility-guide-low-vs-medium-vs-high-variance-slots\/","title":{"rendered":"Slot Volatility Guide Low vs Medium vs High Variance Slots"},"content":{"rendered":"<div class=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul>\n<li><a href=\"#volatility-levels-explained\">Volatility Levels Explained<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#frequently-asked-questions\">Frequently Asked Questions<\/a>\n<ul>\n<li><a href=\"#what-does-volatility-mean-in-online-slots\">What Does Volatility Mean in Online Slots?<\/a><\/li>\n<li><a href=\"#what-is-hit-frequency-and-how-does-it-relate-to-volatility\">What Is Hit Frequency and How Does It Relate to Volatility?<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"603px\" alt=\"how to compare online slot volatility\" 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\"><\/p>\n<p>A 25% hit frequency means roughly 1 in 4 spins returns something. A low-volatility slot might have a hit frequency of 25% to 40%, meaning roughly one in every three to four spins returns something. Wins are less frequent than low-volatility games &#x2014; you might go 5 to 10 spins between payouts &#x2014; but the wins themselves are larger, often ranging from 2x to 50x your bet. Return to Player (or RTP) shows how much a slot machine returns to players over time and is usually measured over millions of spins. These games typically feature win rates where something returns to your balance every 3-5 spins, though usually smaller than your initial bet. High-volatility games do offer larger potential wins, but the probability of hitting them in any given session is low. Higher bets are more sustainable on low-volatility games because the frequent returns cushion the cost. If a game has a 20% hit frequency, you know that on average, 80% of your spins will return nothing.<\/p>\n<p>Two slot games can both have a 96% RTP, meaning they return the same amount to players over millions of spins. Low-volatility games, while safer, tend to pay wins that are just enough to cover the spin cost, making it difficult to end the wagering period with a significant profit. On a high-volatility game, those 100 spins could vanish in minutes during a dry spell. Grab the best free spins bonuses of 2026 at our top recommended casinos &#x2013; and get all the info you need before you claim them. No, tribal casinos do not use different slot volatility than normal land-based casinos. If you have a smaller budget and make steady bets, low volatility games are best. Other methods include assessing the paytable, playing demo spins yourself, or reading third-party resources.<\/p>\n<p>Each spin is a random, independent event. For example, with a $50 bankroll, you could comfortably play a low-volatility slot at $0.50 per spin. With a small balance or a long session in mind, low volatility makes your money last. If the five-symbol win is exponentially larger (e.g., 20x for four, 500x for five), it&#x2019;s a strong indicator of high volatility. When looking at a paytable, check the gap between the payouts for four-of-a-kind and five-of-a-kind of a high-paying symbol. On the high-volatility game, it&#x2019;s more likely you&#x2019;ll either lose the entire $100 during a long dry spell or hit a bonus feature that pays out $400.<\/p>\n<h3 id=\"volatility-levels-explained\">Volatility Levels Explained<\/h3>\n<p>This is why experienced players adjust bet size to match volatility, not the other way around. However, your bet size relative to your bankroll changes how you experience volatility. Volatility is a fixed mathematical property of the game. The frequent small wins keep your balance alive through the wagering cycles, reducing  the chance that you hit zero before meeting the playthrough requirement. A wide paytable spread means the game is engineered around rare, large-value combinations. Open the paytable and compare the highest-paying symbol to the lowest-paying symbol.<\/p>\n<p>You can change how much you bet based on where the slot lands on a slot machine volatility list. A vibrant seafood-themed slot where sticky wild multipliers boost wins during free spins. Timeless Egyptian theme with balanced payouts and engaging free spins. High volatility slot games deliver wins less regularly, but when they do land, payouts are typically larger. This slot machine volatility chart gives you a clear understanding of how top US slots differ in hit frequency and win distribution. Big Time Gaming&#x2019;s Bonanza Megaways has a similar RTP of 96%, but its high volatility means wins land less often but are typically larger. This means that, on average, for every $100 you wager on Starburst, the game is expected to return about $96.09 over time. For these games, experts recommend betting lower amounts but having more total funds available for longer sessions.<\/p>\n<h3 id=\"what-does-volatility-mean-in-online-slots\">What Does Volatility Mean in Online Slots?<\/h3>\n<p>Perfect examples include NetEnt&#x2019;s Starburst and Blood Suckers, which have become staples for players seeking extended playtime without dramatic bankroll swings. Low volatility slots deliver frequent but smaller wins, creating a steady, predictable gaming experience. Understanding these categories helps you identify games that match your playing style. This mathematical formula determines not only how often you&#x2019;ll win but also the typical size of those wins when they occur. This crucial metric determines whether you&#x2019;ll experience numerous small wins or rare, substantial payouts during your gaming session. It serves as the <a href=\"https:\/\/cowboyspins.casino\/\">casino cowboy spins<\/a> fundamental risk measurement system in both physical slot machines and online slots.<\/p>\n<p>Discover the world of anonymous crypto casinos and Bitcoin casinos with no verification. However, your bet size relative to your bankroll changes how you experience the volatility. No &#x2014; volatility is fixed regardless of bet size. Check the game&apos;s paytable or info screen &#x2014; many modern slots display a volatility rating. Low volatility means frequent small wins; high volatility means rare large wins. Games like Tombstone RIP, Mental, and their newer titles push volatility to its mathematical limits. Knowing which providers specialise in which level helps you navigate the massive online slot catalogue more efficiently.<\/p>\n<p>Games with simpler, more frequent features (like regular respins or low-cost bonus buys) tend to be lower volatility. Excellent long-term value, but individual sessions can be harsh. Hit frequency is the percentage of spins that produce any win at all. But a single feature win could return 200x to 2,000x, instantly transforming your session. A &#xA3;100 bankroll at &#xA3;1 per spin might last only 50 to 100 spins if no feature triggers. Without a bonus hit, your bankroll may survive only 80 to 150 spins.<\/p>\n<h3 id=\"what-is-hit-frequency-and-how-does-it-relate-to-volatility\">What Is Hit Frequency and How Does It Relate to Volatility?<\/h3>\n<p>There are exceptions, but this framework holds for the vast majority of online slots. Many modern slots include a volatility rating directly in the paytable. Your bankroll faces both a steep mathematical disadvantage and extreme unpredictability. When you read our slot reviews on Chase the Scatter, we include hit frequency wherever the developer has made it available. Not all developers publish hit frequency, but those that do (Hacksaw Gaming is particularly good about this) provide valuable information. An extreme-volatility game can drop below 15%.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Volatility Levels Explained Frequently Asked Questions What Does Volatility Mean in Online Slots? What Is Hit Frequency and How Does It Relate to Volatility? A 25% hit frequency means&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-562","post","type-post","status-publish","format-standard","category-sin-categoria"],"_links":{"self":[{"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/posts\/562","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/comments?post=562"}],"version-history":[{"count":0,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/posts\/562\/revisions"}],"wp:attachment":[{"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/media?parent=562"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/categories?post=562"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/vita.com.bo\/linea-invierno\/wp-json\/wp\/v2\/tags?post=562"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}