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	<title>(주)하연네트웍스 &#187; spinline.casino</title>
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		<title>How slot machines work</title>
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		<pubDate>Tue, 16 Jan 2024 12:20:57 +0000</pubDate>
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		<description><![CDATA[Anderson and Brown (1984) showed higher trait-levels of arousal among problem gamblers than non-problem gamblers in a casino. Other studies, however, fail to report such arousal differences (Coulombe, Ladouceur, Desharnais, &#38; Jobin, 1992; Coventry &#38; Constable, 1999; Coventry &#38; Norman, 1998; Sodano &#38; Wulfert, 2010). Still, research demonstrates that any relation between gambling status and [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Anderson and Brown (1984) showed higher trait-levels of arousal among problem gamblers than non-problem gamblers in a casino. Other studies, however, fail to report such arousal differences (Coulombe, Ladouceur, Desharnais, &amp; Jobin, 1992; Coventry &amp; Constable, 1999; Coventry &amp; Norman, 1998; Sodano &amp; Wulfert, 2010). Still, research demonstrates that any relation between gambling status and arousal may depend on how arousal is measured.</p>
<p>Getting frustrated after a loss is normal, but many players know that the key to responsible gaming is knowing when to stop. Having a betting strategy would allow players to bet a certain sum, and cut their losses before things go out of hand. Progressive jackpots, for example, can bring huge winnings thanks to the accumulated winning from all players. One of the charms of brick-and-mortar casinos is the social element. People get a chance to meet and interact with fellow players, get advice from a casino staffer, or get a complimentary drink. Observing the crowd, trying to read them, and generally being part of an exclusive group of people is a feeling like no other.</p>
<p>A large number of casino slots does not only mean a bigger game and theme variety. Casino newcomers might want to consider choosing low volatility slots. On the other hand, online casinos lack the glamour of their <a href="https://www.piquenewsmagazine.com/spotlight/best-online-casinos-canada-9270505">www.piquenewsmagazine.com</a> live counterparts, but instead offers a much larger selection of games, that can be played from the comfort of one’s home, and on any device.</p>
<h2>Popular in Grammar &amp; Usage</h2>
<ul>
<li>To this day people are wondering where the term “slot machine” comes from.</li>
<li>The drums themselves were driven by stepper motors, controlled by the processor and with proximity sensors monitoring the position of the drums.</li>
<li>Our journey has only recently begun, and we have a lot of work to do in collaboration with Indigenous Peoples to understand the Truth, reconcile the past, and truly generate win-wins for the greater good, together.</li>
<li>Skill stop buttons predated the Bally electromechanical slot machines of the 1960s and 1970s.</li>
</ul>
<p>Our measures are related to two different means to enjoying slots and it is possible that the same person could experience any combination of reward reactivity and dark flow. A casino slot, also known as a slot machine or gaming machine, is a gambling device featuring spinning reels adorned with various symbols. The goal is to line up&nbsp;per determined symbols across the paylines to win prizes, which can range from credits, bonus features and free spins to a progressive taxable jackpot.</p>
<p>Importantly, these measures (PRPs and force) of reward reactivity were unrelated to any of the negative associations of slots play (e.g.,&nbsp;problem gambling or depression). As such, they appear to measure aspects of game enjoyment that are not related to problem gambling. One hundred and twenty-nine high-frequency slots players were tested on slot-machine simulators set up in the lobby of a casino.</p>
<p>In the same time brick-and-mortar casinos evolved, bringing automated slot machines in a bid to appeal to a younger demographic and diversify their portfolio of casino offerings. In the States, they are simply called slot machines, in the UK, people call them fruit machines, and in Australia and New Zealand, they are commonly referred to as poker machines or simply pokies. When the displayed amount is smaller than the one it is supposed to be, the error usually goes unnoticed. When it happens the other way, disputes are likely.53 Below are some notable arguments caused by the owners of the machines saying that the displayed amounts were far larger than the ones patrons should get. Before 1992, slot machines were only in casinos and small shops, but later slot clubs began appearing all over the country. Since 2009, when gambling establishments were banned, almost all slot clubs disappeared and are found only in a specially authorized gambling zones.</p>
<h3>Slotomania™ Slots Machine Game</h3>
<p>The machine is then activated by means of a lever or button (either physical or on a touchscreen), which activates reels that spin and stop to rearrange the symbols. If a player matches a winning combination of symbols, the player earns credits based on the paytable. Classic symbols include objects such as fruits, bells, and stylized lucky sevens. Most slot games have a theme, such as a specific style, location, or character. Symbols and other bonus features of the game are typically aligned with the theme. Some themes are licensed from popular media franchises, including films, television series (including game shows such as Wheel of Fortune, which has been one of the most popular lines of slot machines overall),1718 entertainers, and musicians.</p>
<p>In Dixon et&nbsp;al. (2019), there were strong correlations between dark flow and both problem gambling and depression. We re-report these correlations here to contrast this problematic reason for enjoying slots, to the less problematic reasons for enjoying slots play related to the rewarding properties of the wins. Both our measures of reward reactivity were either uncorrelated or (slightly) negatively correlated with problem gambling and depression. Despite predicting the degree to which players enjoyed playing slots, these measures of reward reactivity were either unrelated to problem gambling severity, or in the case of the PRP measure, were negatively correlated with problem gambling severity.</p>
<p><img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="607px" alt="slot machine" 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<p>In the coming years, more casino venues switched to this new type of slot. Weight count is an American term referring to the total value of coins or tokens removed from a slot machine&#8217;s drop bucket or drop box <a href="https://spinline.casino/">https://spinline.casino/</a> for counting by the casino&#8217;s hard count team through the use of a weigh scale. Tilt is a term derived from electromechanical slot machines&#8217; &quot;tilt switches&quot;, which would make or break a circuit when they were tilted or otherwise tampered with that triggered an alarm.</p>
<p>Participants played a 5-reel multiline slot-machine simulator modeled after a commercially available multiline slot-machine game. Participants bet 1 credit per line on each of the 20 lines for a total bet of 20 credits per spin. This simulator has been used in previous studies and encapsulates many of the features of a modern multiline slot machine (e.g.,&nbsp;Dixon, Graydon, et&nbsp;al., 2014). For instance, losing outcomes were followed by a complete absence of feedback (no animations or sounds). Winning outcomes (where the slot machine paid more than the spin wager) were accompanied by auditory celebratory jingles, and, as with commercially available machines, the length of this auditory feedback was proportional to win size.</p>
<p>Importantly, they also showed that dark flow ratings were positively correlated with how much they enjoyed play during the session – the greater the ratings of dark flow, the higher the ratings of positive affect during the session. In this study, we look at two different routes to enjoying slots play. The other route involves what we call dark flow – a pleasurable, but maladaptive state where players become completely engrossed in slots play, providing an escape from the depressing thoughts that characterize their everyday lives. Modern slot machines contain solid-state electronics that can be set for any desired frequency of payouts.</p>
<p>One reason that the slot machine is so profitable to a casino is that the player must play the high house edge and high payout wagers along with the low house edge and low payout wagers. In a more traditional wagering game like craps, the player knows that certain wagers have almost a 50/50 chance of winning or losing, but they only pay a limited multiple of the original bet (usually no higher than three times). Other bets have a higher house edge, but the player is rewarded with a bigger win (up to thirty times in craps).</p>
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