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	<title>It&#039;s @cloften &#187; 메리크카지노</title>
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	<description>He&#039;d rather be funny than good!</description>
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		<title>How a &#8216;profession&#8217; uses Sports</title>
		<link>http://www.cloften.com/?p=3063</link>
		<comments>http://www.cloften.com/?p=3063#comments</comments>
		<pubDate>Tue, 17 Nov 2020 09:20:37 +0000</pubDate>
		<dc:creator>JonDod</dc:creator>
				<category><![CDATA[메리크카지노]]></category>
		<category><![CDATA[더킹카지노]]></category>
		<category><![CDATA[우리카지노]]></category>
		<category><![CDATA[﻿바카라사이트]]></category>

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		<description><![CDATA[예측의 정확도는 de Finetti 측정을 사용하여 측정되었습니다. 표 8은 BFL의 각 단계에서 홈과 원정에서 각 팀이 득점 한 게임 수와 골 수를 보여줍니다. BFL의 두 팀인 Corinthians와 Atlético-MG가 가장 많은 골을 기록했습니다.


스포츠 산업이 왜 그렇게 인기가 있습니까?



undefined


매년 Ko-Yon 게임이 열리지 만 고려대 축구 팀의 선수가 누구인지 아는 학생들은 많지 않습니다. 이에 KUFF 멤버들은 학생들이 축구 [...]]]></description>
			<content:encoded><![CDATA[<p>예측의 정확도는 de Finetti 측정을 사용하여 측정되었습니다. 표 8은 BFL의 각 단계에서 홈과 원정에서 각 팀이 득점 한 게임 수와 골 수를 보여줍니다. BFL의 두 팀인 Corinthians와 Atlético-MG가 가장 많은 골을 기록했습니다.</p>
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<h2>스포츠 산업이 왜 그렇게 인기가 있습니까?</h2>
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<p>매년 Ko-Yon 게임이 열리지 만 고려대 축구 팀의 선수가 누구인지 아는 학생들은 많지 않습니다. 이에 KUFF 멤버들은 학생들이 축구 선수들과 연례 코연 게임에 관심을 가질 수 있도록 팀을 지원하고 홍보하기로 결정했습니다. 또한 멤버들은 대학 축구 경기에 더 많은 관심을 끌고 싶다. 현재 제한 사항은 경쟁 매치 플레이에서 사용을 허용하는 규칙에 대한 제한이며, 심판은 이러한 사용을 허용하거나 사용하지 않을 책임이있는 궁극적 인 사람입니다.</p>
<h2>왜 대부분의 미국인들이 다른 주요 스포츠보다 &#8220;축구 게임&#8221;을 즐기는가?</h2>
<p>예를 들어, 모든 베팅을 잃지 않도록 몇 가지 낮은 위협과 과도한 위험을 포함하여 상당히 많은 베팅을 엄격하게 선택하여이를 수행하는 몇 가지 방법이 있습니다. 위험을 줄이는 또 다른 접근 방식은 무료 베팅 아이디어와 베팅 전략을 찾는 것입니다. 영국을위한 가장 최신 베팅 제안은 스포츠 활동과 카지노 베팅에서 일반적인 휴식을 취하는 것이므로 중독되지 않도록하십시오. 우리는 팀의 공격력과 방어력을 반영하는 득점 평균을 기반으로 푸 아송 회귀 모델을 개발했습니다. 또한 모델은 <a href="https://choegocasino.com">우리카지노</a> 대기 상태, 부상, 정학, 전술 계획 및 위기와 같은 다른 공변량을 사용하여 득점 한 골의 평균을 설명 할 수도 있습니다.</p>
<div style='text-align:center'><iframe width='565' height='319' src='https://www.youtube.com/embed/-RmUADCWI4A' frameborder='0' alt='sports' allowfullscreen></iframe></div>
<h3>아랍 걸프 컵 축구 연맹, 국제 스포츠 보안 센터 서명 협력 계약</h3>
<p>팀 간의 상호 작용은 강도의 반모 수 곱셈 회귀 모델을 통해 모델링됩니다. 저자는이 모델을 2006 년 FIFA 월드컵 8 강에 진출한 eight 개 팀의 성적 분석에 적용했습니다. 대한 축구 협회는 대학 축구 경기 정상화를 위해 2008 년 리그를 설립했다. 고려대 축구 팀이 이번 리그에서 가장 많은 우승을 기록했습니다. 연세대, 용인대와 함께 2016 년과 2017 년 두 차례 리그 우승을 차지했다. 고려대 축구 전선은 고려대 축구 팀의 프론트 오피스입니다. KUFF는 축구에 관심이있는 학생들을 조직하여 설립되었습니다.<br />
이러한 확률을 계산하기 위해 득점 평균이 팀의 공격 강도, 상대 팀의 수비 강도 및 홈 팀 효과를 반영하는 포아송 회귀 모델을 제안합니다. 관심있는 매개 변수에 대한 추론은 베이지안 추론을 통해 수행되었습니다.<br />
최고의 팀인 Corinthians는 홈과 원정에서 가장 많은 골을 기록했습니다. BFL에서 최악의 두 팀인 Joinvile과 Vasco는 득점이 가장 적은 팀입니다.</p>
<h2>four 일간의 구조 및 축구 경기</h2>
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" width="308px" alt=""/><br />
또한이 방법은 다가오는 챔피언십 시즌 분석에 쉽게 사용할 수 있으며 다른 형태의 분쟁이있는 다른 챔피언십 및 토너먼트에 <a href="https://choegocasino.com">우리카지노</a> 적용 할 수 있습니다. 최종 설명 본 논문에서는 축구 경기에서 승리, 무승부, 패배 확률을 추정하는 모델을 개발합니다.</p>
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<h2>가장 이상한 올림픽 <a href="https://choegocasino.com">﻿바카라사이트</a> 스포츠는 무엇입니까?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>undefined</p>
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</div>
<p>Joinvile은 원정 득점 수가 가장 적은 반면 Vasco는 홈에서 득점 한 골 수가 가장 적습니다. 이 논문에서 우리는 경기에서 각 팀이 득점 한 골 수를 푸 아송 분포로 모델링합니다. 평균은 팀의 공격 및 수비 강도와 홈 경기 효과를 반영합니다. 관련된 모든 미지의 양에 대한 추론은 베이지안 접근법을 사용하여 이루어집니다.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt=""/><br />
영국 프리미어 리그 2012-2013 시즌의 결과와 2015 년 브라질 풋볼 리그의 결과를 고려하여 제안 된 방법의 성과를 설명합니다. 일치 점수를 두 개의 상호 작용하는 시간 종속 랜덤 포인트 프로세스로 모델링하기 위해 계산 프로세스 접근법을 고려하십시오.</p>
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