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The partially-completed bracket for a 16-player single-elimination tournament. The quarterfinals have been completed, and the semifinals will be Lisa vs. Ernie, and Andrew vs. Robert. The final will be between the two semifinal winners.

A bracket or tournament bracket is a tree-like diagram that represents the series of games played during a knockout tournament. Different knockout tournament formats have different brackets; the simplest and most common is that of the single-elimination tournament. The name "bracket" is American English, derived from the resemblance of the links in the tree diagram to the bracket punctuation symbol ] or [ (called a "square bracket" in British English). The closest British term is draw, although this implies an element of chance, whereas some brackets are determined entirely by seeding.

In some tournaments, the full bracket is determined before the first match. In such cases, fans may enjoy trying to predict the winners of the initial round and of the consequent later matchups. This is called "bracketology", particularly in relation to the NCAA Division I men's basketball tournament. This prediction is not possible in tournaments such as the FA Cup and the UEFA Champions League knockout phase, in which the pairings for a later round might not be made until after the previous round has been played (UEFA Champions League makes its ultimate bracket draw at the Round of 16 stage).

Usage in North America

[edit]

Brackets are commonly found in major North American professional sports leagues and in U.S. college sports. Often, at the end of the regular season, the league holds a post-season tournament (most commonly called a playoff) to determine which team is the best out of all of the teams in the league. This is done because often in American professional sports there are at least two different conferences, and teams mostly play other teams in their own conference. Examples of this are the American Football Conference and the National Football Conference in the NFL, the American League and the National League in Major League Baseball, and the Eastern Conference and the Western Conference in the NBA or NHL.

When there are only two different conferences, there are two sides of the bracket. One conference is on one side, while the other is on the opposite side. Each side is organized according to a team's seeding; higher-seeded teams are matched against lower-seeded teams. Teams that qualify for the post-season tournament only compete against teams in their own conference, until only one team from each conference remains. These two teams, called the conference champions, play each other to determine the best in the league. Other leagues, like the NHL, have two conferences, each of which is divided into divisions, usually by region. In the post-season tournament, only the teams with the best records qualify, except the division winner (and also #2 and #3 in the division in the NHL) having an automatic entry into the tournament.

Some North American professional post-season tournaments are single-elimination format. If a bye is required, the top seeded teams usually get the bye. There is usually no third place match to separate the third and fourth place teams.

The concept is even more visible in college sports, most notably in reference to the NCAA Division I men's basketball tournament, in which millions of casual and serious fans "fill out brackets"—predict the winners of each game in the tournament—in both formal contests, sponsored by various corporations, and informal betting pools among friends or colleagues. The brackets are much larger than those in North American professional leagues—while no more than 16 teams qualify for the postseason in any major North American league (this is the case in the NBA and NHL), 68 teams (out of over 350) advance to the NCAA men's tournament, with most bracket contests involving 64 of these teams.

Examples

[edit]

The diagrams for formats other than single-elimination are more complex than a simple tree.

Types of brackets

[edit]
Single Elimination
Teams play "Pool Play" games in order to be "seeded" for the Brackets. Once in the brackets, teams play. Winners advance within the brackets to the right, whereas losers are eliminated in "Single Elimination"
Double Elimination
Teams play "Pool Play" games to gain their "seeding" going into the brackets. Each team plays its first games. Winners advance to play the winners. Losers play a consolation round.

Versions of advancement

[edit]
March Madness Seeding (Best v Worst in a division)
Divisions are broken into pools (e.g., North, South, East, West) and within each pool teams are ranked. The top seed plays the worst seed, the second best seed plays the 2nd worst seed within the pool, etc., until all teams play their first round. If the pool has an odd (not divisible by 2) number of teams, there will be a "play in" game of the worst vs the 2nd worst team. Such a seeding system produces a wide variety of matches, but requires many games to determine an outcome.
Jacobian Ladders (Best in pools play, 2nd best in pools play each other, 3rd best in pools play each other, etc.)
Within each pool, the number 1 team plays all the other number 1 teams within the other pools. Number 2s play number 2s, numbers 3s play number 3s, etc.
  • Assuming an even number of pools (e.g., pool A, B, C, and D), each of the #1 ranked team based upon their pool play results play an initial game (A1 vs B1, C1 vs D1). Winners go to the championship. Losers play for 3rd and 4th place.
  • Assuming an odd pools number of pools (e.g., pool A, B, and C), Seed 1 from Pool A (A1) plays seed 1 from Pool B (B1). C1 plays the "Wildcard" from the second best finishers from within all 3 pools based upon the ranking criteria.
  • All #2, #3, etc., ranked teams play in "Consolation rounds" to determine their ranked order
Winners of these pools play at most two games to determine the champion of the division. The end result can be sensitive to ranking criteria and allocation of teams to pools.

References

[edit]
Revisions and contributorsEdit on WikipediaRead on Wikipedia

Bracket (tournament)

View on Grokipedia
from Grokipedia
A tournament bracket is a diagrammatic structure that organizes the matches in a competitive event, typically in a tree-like format where participants are paired in rounds, with winners advancing toward a final matchup to determine the . These brackets are widely used in sports, , and other contests to ensure systematic progression and eliminate competitors based on match outcomes. The most prevalent bracket format is single-elimination, in which a single loss results in immediate elimination, requiring the minimum number of games—such as 63 for 64 entrants—to crown a winner. This structure is favored for its simplicity and efficiency, making it ideal for large fields and time-constrained events like the men's basketball tournament, which features 68 teams across four regions in a bracket divided into seeds from 1 to 16. However, it disadvantages early losers by limiting their participation to just one game, potentially reducing overall engagement. In contrast, double-elimination brackets provide a second chance, allowing participants two losses before full elimination, which ensures everyone plays at least two matches and offers more accurate final rankings. This format is common in events prioritizing fairness and , such as certain wrestling or gaming tournaments, though it demands more rounds and resources—up to seven for smaller fields like nine entrants. Round-robin brackets, while not always tree-structured, involve all competitors facing each other equally, producing comprehensive standings but requiring significantly more games (e.g., 496 for 32 teams), suiting smaller, skill-balanced groups like league preliminaries. Other variations, such as multilevel or consolation brackets, incorporate losers' side matches to maximize participation and match similar skill levels, often in recreational settings. The concept of brackets originated in the , with early uses in chess tournaments, and gained prominence in American sports by 1939 through the inaugural NCAA event, where the term evoked the diagram's bracket-like shape. Seeding, determined by committees or rankings, is a key feature to balance matchups and enhance competitiveness across all formats.

Definition and Terminology

Core Concept

A tournament bracket is a or that outlines the matchups between participants, the progression of winners toward the final, and the elimination of losers in a competitive event. This structure visually represents the series of games in a format, typically depicted as a tree-like where initial rounds branch inward toward a single root at the championship. For example, in a standard eight-team , the first round features four quarterfinal matches, with winners advancing to semifinals and then the final. Brackets serve as organizational tools for knockout-style competitions, ensuring that the outcome of each —win or loss—determines the next matchup or elimination for participants. In this system, losers are removed from contention after a single defeat, streamlining the process to identify a efficiently through successive rounds. Single-elimination brackets, a prevalent variant, exemplify this by requiring only one loss for exit, as seen in major events like the NCAA basketball tournament. Unlike round-robin formats, where every participant competes against all others to accumulate points, brackets emphasize direct elimination paths that progressively narrow the field without requiring universal matchups. This distinction allows brackets to resolve tournaments more quickly, focusing on head-to-head confrontations rather than comprehensive scheduling.

Key Terms and Regional Usage

In tournament brackets, several key terms describe the structure and progression of competitions. A seed refers to the predetermined ranking assigned to participants based on performance metrics, such as win-loss records or , which determines their initial placement to avoid early clashes between top contenders. A bye is an automatic advancement to the next round without competing, typically granted to higher-seeded teams when the number of participants is not a , ensuring balanced progression. A matchup denotes a head-to-head contest between two participants in a specific round, often strategically paired to test strengths. The term round describes a stage of the tournament where multiple matchups occur simultaneously, such as the first round (all initial games) or subsequent rounds leading to the championship. In the context of the men's , the Final Four specifically identifies the four remaining teams that compete in the semi-finals and final at a single site. Terminology for tournament structures varies regionally, reflecting linguistic and cultural differences in . In , particularly in the United States and , "bracket" is the dominant term for the diagrammatic representation of matchups and advancement paths, widely used in college and professional like and hockey. In contrast, and international contexts, such as or football (soccer) governed by bodies like the or , favor "draw" to describe the initial pairing and overall layout, emphasizing the random or seeded allocation of opponents. "" occasionally appears in technical or European discussions as a for the hierarchical structure, akin to a in analogies. In , brackets hold significant cultural integration beyond mere competition, especially in major leagues. The NCAA men's basketball tournament, known as March Madness, exemplifies this through widespread "bracket pools," where participants predict outcomes for prizes, engaging an estimated 56 million adults annually and fostering social and workplace traditions. Similarly, the employ bracket formats for its postseason, with fan pools enhancing viewer investment in series predictions. This emphasis underscores brackets' role in American sports culture, promoting and communal excitement. The word "" in derives from its origins in the , where paired symbols [ ] enclosed or grouped text, evolving by the late to denote classifications or groupings, and first adapted for diagrams in the mid-19th century to visually "enclose" progression paths. Its first documented sports use appeared in an 1851 diagram, later popularized in American contexts like .

Historical Development

Origins in Early Tournaments

The roots of tournament brackets trace back to ancient competitions, where elimination formats were employed without visual diagrams. In the , established around 776 BCE, combat sports such as wrestling and utilized progressive elimination to determine victors. Wrestlers competed in a series of matches, with losers removed after each bout until a single champion remained, reflecting an early structured approach to crowning a winner amid multiple entrants. Similarly, pankration events followed a comparable progression, allowing only the undefeated to advance. During the medieval period, tournaments in adopted rudimentary elimination draws, often determined by lot without formal schematics. These events, popular from the onward, typically involved knights paired in initial rounds, with victors proceeding to subsequent clashes until a final emerged. Jousts emphasized single-elimination bouts on a tilt, while larger tourneys incorporated melee-style group combats that narrowed participants through successive defeats. This system ensured efficient resolution of multi-contestant fields, prioritizing martial skill in a chivalric context. The marked the emergence of printed brackets in European sports, driven by the need for organized scheduling in growing events. tournaments, such as the inaugural Wimbledon Championship in , featured printed draws outlining match pairings and progression paths, facilitating administration for 22 entrants in a challenge-round format with preliminary knockouts. These visual aids represented a shift toward formalized management. In the United States, the term "bracket", borrowed from the 1851 chess tournament organized by where structures were explicitly termed "brackets" for their punctuation-like resemblance, was applied to diagrammatic pairings in elimination-style events in American amateur athletics. This terminology aided in visualizing fair progressions in amateur athletics. Precursors to modern game theory, including 17th-century probability concepts for equitable lotteries, informed these designs by emphasizing random or seeded draws to balance competition chances.

Evolution in Modern Sports

The standardization of bracket formats in modern sports began in the early , particularly with the introduction of the NCAA Men's Basketball Tournament in , which utilized a fixed single-elimination bracket for eight teams to crown the first national champion. This event marked a shift toward structured, predictable tournament progressions that facilitated clear advancement paths and fan engagement, setting a template for collegiate and professional competitions. Oregon's victory over Ohio State in the final underscored the bracket's role in creating dramatic, high-stakes matchups. The rise of from the to the significantly amplified the visibility and design of brackets, transforming them into visually compelling elements for broadcast audiences. Networks prioritized formats that allowed for easy tracking of progress, such as the single-elimination draws at Wimbledon, which were first televised in 1937 and evolved into color broadcasts by 1967 to enhance viewer immersion. Similarly, qualifiers and finals, broadcast live starting with the 1954 tournament, adopted bracket-like structures in stages to build narrative tension on screen, boosting global viewership and influencing tournament organizers to refine pairings for dramatic appeal. Television's emphasis on bracket graphics and updates popularized "" as a cultural phenomenon, particularly in , where on-screen visualizations helped demystify complex eliminations for casual fans. In the post-2000 era, the integration of data analytics revolutionized bracket construction, enabling evidence-based adjustments to formats for fairness, competitiveness, and revenue. Major League Baseball's playoff expansion to 12 teams in 2022, building on the 2012 addition of wild-card games, incorporated analytical models to balance byes and seeding, reducing top teams' advantages while maximizing series length and viewership potential. Likewise, UEFA's 2024 Champions League overhaul to a 36-team league phase followed by knockout brackets was informed by statistical simulations showing increased parity and excitement, with data indicating fewer predictable outcomes compared to prior group stages. These changes reflect a broader trend where algorithms optimize draw mechanics to mitigate upsets and enhance global appeal. The global spread of bracket systems accelerated beyond by the 1980s, as Asian basketball leagues adopted structured playoff formats inspired by Western models to professionalize competitions. The , established in 1975, implemented conference-based tournaments with elimination brackets by the early 1980s, drawing record crowds and emulating NCAA-style drama. In , the , founded in 1967, refined its round-robin regular season into playoff brackets during the 1980s, culminating in best-of-series finals that boosted domestic popularity. These adaptations in leagues across facilitated the sport's growth, aligning with FIBA's regional championships that had used similar formats since the 1960s.

Types of Brackets

Single-Elimination Brackets

A single-elimination bracket is a tournament format in which competitors are paired in matches, with the loser of each match being immediately eliminated and the winner advancing to the next round, continuing until only one undefeated competitor remains. This structure is most balanced when the number of participants is a , such as 8, 16, or 32, allowing the field to halve evenly with each round—from initial matchups in the first round to semifinals, finals, and ultimately a single champion. For non-power-of-two participant counts, byes may be used to advance some competitors without playing, but the core principle of one loss leading to elimination persists. Mathematically, a single-elimination bracket with nn participants requires exactly n−1n - 1 games to determine a winner, as each game eliminates one competitor and only one can remain undefeated. The number of rounds is log⁡2n\log_2 n (rounded up for non-powers of two), ensuring efficient progression; for example, a 32-team spans 5 rounds, eliminating 16 teams in the first, 8 in the second, and so on. Visually, these brackets are often represented as a , where leaf nodes depict initial competitors, internal nodes show match winners, and branches advance rightward or downward toward the root, which is the tournament champion. The primary advantages of single-elimination brackets include their in and execution, requiring minimal scheduling and resources, as well as their in resolving a quickly with the fewest possible matches. This format generates high drama and intensity, as every match carries the risk of immediate elimination, heightening stakes and viewer engagement without prolonging the event unnecessarily. However, single-elimination brackets have notable drawbacks, such as offering no second chances, which can result in the early exit of strong competitors due to a single poor performance or upset. This vulnerability to upsets amplifies the format's perceived unfairness, as half the field is eliminated after just one game, limiting overall participation and potentially undervaluing consistent performance. Seeding based on prior rankings can help mitigate some risks by protecting top competitors from early clashes, though it does not eliminate the inherent one-loss penalty.

Double-Elimination Brackets

A double-elimination bracket consists of two interconnected paths: the winners' bracket, where undefeated participants advance by winning matches, and the losers' bracket, where participants who lose in the winners' bracket continue competing against other losers. Losers from the winners' bracket drop down to the corresponding round in the losers' bracket, allowing them a second chance to remain in contention, while a second loss in either bracket results in elimination. The champion of the winners' bracket, remaining undefeated, faces the champion of the losers' bracket in a grand final; if the losers' bracket winner takes the first game, a second grand final match is typically required to ensure the original undefeated participant has an opportunity to suffer one loss before defeat. The mathematical foundation of double-elimination brackets derives from the requirement to distribute losses until only one participant remains undefeated. For n participants, all but one must incur two losses to be eliminated, totaling 2(n - 1) losses; since each game produces exactly one loss, the minimum number of games is 2(n - 1). To arrive at this, note that the winner incurs zero losses, and the ends when the penultimate participant records their second loss, requiring precisely 2(n - 1) games in the standard case. However, if the grand final necessitates a second match—when the losers' bracket defeats the undefeated winners' bracket —the total can reach 2n - 1 games. This routing is more complex than single-elimination formats, involving dynamic adjustments to pair losers appropriately across rounds. Double-elimination brackets offer greater fairness compared to single-elimination by mitigating the impact of a single poor performance or upset, as participants receive a second chance, which rewards overall consistency and over time. This structure alleviates the inherent in one-off matches, increasing the likelihood that stronger participants advance to the end. It is commonly employed in such as wrestling and in tournaments, where it supports extended competition among skilled players. Despite these benefits, double-elimination brackets have drawbacks, including significantly longer duration due to the near-doubling of required games relative to single-elimination, which can strain scheduling and resources in time-constrained events. The added complexity in tracking multiple bracket paths and potential crossovers also complicates visualization and administration, particularly for larger fields. A common variant is modified double-elimination, which shortens the tournament by conducting the grand final as a single match rather than potentially two, thereby reducing overall length while preserving the core two-loss elimination rule; the winners' bracket champion retains their undefeated status as an implicit advantage, but no rematch occurs. This adaptation is frequently used in sports like ultimate frisbee to balance fairness with practical constraints.

Bracket Mechanics and Construction

Seeding and Initial Pairing

Seeding in tournament brackets refers to the process of assigning numerical ranks, typically from 1 to the total number of participants, to players, teams, or entrants based on their estimated strength or qualification merit. This ranking is derived from objective criteria such as win-loss records, official ratings systems, head-to-head results, or performance in qualifying events, ensuring that higher seeds are positioned to encounter progressively stronger opponents as the tournament advances. In professional , for instance, seeds are determined using the ATP or , which aggregate points from recent tournaments to reflect current form. The primary goal of seeding is to distribute top competitors across the bracket to delay their potential matchups, fostering balanced competition and maximizing viewer engagement by reserving high-stakes games for later rounds. Initial pairing methods commonly employ a structured known as top-bottom or serpentine seeding, where the highest (e.g., #1) is matched against the lowest (#n in a field of n participants), the second-highest (#2) against the second-lowest (#n-1), and so forth. This approach, widely used in single-elimination formats, minimizes the risk of early eliminations of top by weaker opponents while avoiding premature clashes between elite entrants. In larger tournaments like the men's basketball championship, a finalizes a list through iterative voting, where members rank teams in batches until all 68 are ordered from 1 to 68, followed by placement into regional brackets with adjustments for balance—ensuring no region exceeds a five-point seed differential. Additional considerations, such as geographic proximity to reduce travel burdens or rules prohibiting early rematches between rivals, may influence pairings without altering the core assignments. These seeding and strategies significantly impact bracket integrity by creating a merit-based progression that rewards superior performance while mitigating in early stages. on optimal seeding algorithms, such as equal-gap methods, demonstrates that they maximize the probability of the strongest participant winning under assumptions of linear ability domains, as they systematically shield favorites from upset risks initially. However, this can result in predictable outcomes in later rounds if top seeds advance unscathed, potentially reducing suspense in semifinals or finals compared to fully random draws. Overall, effective seeding upholds fairness and competitive depth, particularly in single-elimination brackets where a single loss ends participation.

Advancement Rules and Byes

In tournament brackets, competitors advance to subsequent rounds by defeating their opponents in scheduled matches, with the victor proceeding while the loser is eliminated. Ties, when they occur, are resolved according to the event's governing rules to ensure a decisive outcome; for example, in NCAA men's , tied games trigger multiple five-minute periods played under the same regulations as regular play until one team leads. Similarly, in the NCAA tournament, tied games after regulation proceed to successive 20-minute 5-on-5 sudden-victory periods until a goal is scored, determining the advancing team. Byes serve to balance brackets when the number of participants is not a , providing automatic advancement to select entrants without requiring a match in the initial round. These are typically granted to top-seeded competitors to reward prior performance or rankings. For instance, in a field of six competitors, a standard eight-slot incorporates two byes, with four participants competing in two first-round matches and the two winners joining the bye recipients in the quarterfinals. Mathematically, the is padded to the smallest greater than or equal to the entrant count, with the number of byes equal to that power minus the actual number of participants; in a seven-competitor , this yields one bye, three first-round matches among six players, and the three winners advancing alongside the bye holder. Rule variations address mid-tournament adjustments to preserve structure and equity. Re-seeding after rounds, employed in certain formats, reassigns pairings based on updated rankings of remaining competitors to consistently match top performers against lower seeds, as seen in some events like : Global Offensive tournaments. Forfeits or withdrawals trigger an automatic win for the opponent, who then advances as if victorious, with the bracket adjusted by promoting the next scheduled matchup; in NCAA wrestling advancement tournaments, such a forfeit awards the win and corresponding points, allowing seamless progression. In double-elimination brackets, these rules adapt to permit continued play in a losers' bracket for a second elimination chance.

Applications and Examples

In Professional and Amateur Sports

In professional , the employ a single-elimination structure involving 16 teams—eight from each —where advancement is determined through best-of-seven series rather than single games, allowing for multiple opportunities to demonstrate team strength across the first round, conference semifinals, finals, and . This format, which begins after a play-in tournament for seeds 7-10, ensures that the top six teams per receive direct entry, with seeding influencing home-court advantage. Similarly, in professional , the feature a 128-player single-elimination draw for both men's and women's singles, requiring to secure seven straight victories to claim the title, with seeding based on world rankings to distribute top players across the . The draw is conducted publicly, placing the top seeds in opposite halves to delay potential early matchups between favorites. At the amateur and college levels, the men's basketball tournament, known as March Madness, utilizes a 68-team single-elimination bracket that includes a play-in round to reduce the field to 64 teams for the main draw, culminating in the Final Four and championship game. This structure spans multiple regions, with automatic bids from conference champions and at-large selections filling the field. In youth baseball, the operates with separate U.S. and international double-elimination brackets for its 20 teams, where the winners advance to a single-elimination championship game, emphasizing resilience through a second loss allowance in early rounds. Professional sports brackets often incorporate best-of-series to mitigate the volatility of single games, providing a more reliable measure of performance in high-stakes scenarios like the , where series can extend to seven contests. Fan engagement is amplified through bracket challenges, such as the official NCAA Bracket Challenge Game, which allows millions of participants to predict outcomes and compete for prizes, fostering widespread interaction during events like March Madness. The tournament's cultural impact is evident in its betting activity, with an estimated $3.1 billion wagered legally in 2025 across men's and women's events, surpassing figures and highlighting its economic significance. Iconic upsets, such as the No. 8 seed Villanova Wildcats' 66-64 victory over top-seeded Georgetown in the 1985 NCAA championship—where Villanova shot 78.6% from the field—exemplify the bracket's potential for dramatic reversals that captivate audiences.

In Esports and Non-Sports Contexts

In , tournament brackets are integral to structuring competitive play in video games, often combining preliminary group stages with elimination brackets to determine champions. of Legends , organized by , features a multi-stage format that includes a Play-In stage, a Swiss stage, and a culminating single-elimination bracket where matches are played in best-of-five series to crown the world champion. Similarly, the (EVO), a premier event, employs double-elimination brackets, allowing competitors to remain in contention until they suffer two losses, which extends match opportunities and highlights player skill depth. Beyond gaming, brackets facilitate progression in various non-sports competitions. In debate tournaments, organizations like the State High School Activities Association (MSHSAA) use bracket formats for elimination rounds, pairing winners against each other in structured head-to-head matches to advance to finals. Equestrian events, such as the Varsity Equestrian National Championships overseen by the United States Equestrian Federation (USEF), incorporate bracket systems for intercollegiate competition, where teams compete head-to-head using the same horses to determine advancement. Corporate challenges also adopt brackets for engagement, with companies hosting internal tournaments modeled after NCAA to foster team spirit and predict outcomes in sales or innovation contests. Esports brackets have adapted to digital environments through online streaming visualizations, where platforms like Twitch display real-time bracket updates, match results, and player paths to engage global audiences during live broadcasts. Hybrid formats are common, blending online qualifiers with in-person finals; for instance, Ubisoft's South American League (SAL) Liga Start uses a hybrid online structure for initial phases before bracket progression. This scalability supports massive global participation, with online qualifiers enabling thousands of entrants from diverse regions to compete without travel barriers. The use of brackets in esports has seen significant growth since the early 2010s, driven by the rise of streaming platforms like Twitch and , which have expanded audience reach and professionalized competitive formats. Sponsorship and advertising spending in esports surged from $124 million in 2017 to over $634 million in 2023, reaching approximately $983 million in 2024. While peak viewership for major events like the League of Legends World Championship reached 6.91 million in 2024 and 6.7 million in 2025, compared to 123.7 million for the in 2024, esports cumulative hours watched totaled approximately 3.3 billion in 2024, demonstrating strong digital engagement relative to its audience size. Double-elimination brackets in esports further boost retention by prolonging high-stakes matches, as explored in the double-elimination section.

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  44. https://www.wimbledon.com/en_GB/atoz/faq_and_facts_and_figures.html
  45. https://www.ncaa.com/march-madness-live/bracket
  46. https://www.littleleague.org/world-series/2025/llbws/bracket/
  47. https://www.ncaa.com/news/basketball-men/article/2024-02-28/how-play-official-march-madness-bracket-challenge-games
  48. https://sports.yahoo.com/college-basketball/article/how-much-will-americans-bet-on-march-madness-this-year-hint-its-more-than-the-super-bowl-211105082.html
  49. https://www.ncaa.com/news/basketball-men/article/2014-11-05/mmvault-watch-party-villanovas-stunning-66-64-upset
  50. https://www.riotgames.com/en/news/worlds-2024-primer
  51. https://evo.gg/rules/
  52. https://www.mshsaa.org/resources/pdf/speech.pdf
  53. https://usequestrian.org/media/press-releases/2990_varsity-equestrian-national-champion-brackets-released
  54. https://www.forbes.com/sites/aliciajessop/2013/03/20/the-business-of-the-bracket-how-vegas-and-businesses-capitalize-on-march-madness/
  55. https://www.twitch.tv/directory/all/tags/Esports
  56. https://www.ubisoft.com/en-us/esports/rainbow-six/siege/competition-hub/tournament/6jlLWPQBtGJAFZ0jvXYjrJ/sal-liga-start/overview
  57. https://newzoo.com/resources/blog/the-games-market-in-2021-the-year-in-numbers-esports-cloud-gaming
  58. https://www.statista.com/topics/7946/twitch/
  59. https://www.statista.com/statistics/1129550/esports-spending-advertising-sponsorship/
  60. https://esportsinsider.com/esports-marketing-statistics
  61. https://escharts.com/news/2024-league-legends-worlds-record
  62. https://www.sheepesports.com/articles/lol-worlds-2025-peak-hits-6-7m-during-game-5-between-t1-and-kt-rolster/en
  63. https://www.nielsen.com/news-center/2024/super-bowl-lviii-draws-123-7-million-average-viewers-largest-tv-audience-on-record/
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