<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>WP and Associates, 2014choegocasino.com</title>
	<atom:link href="http://www.wpandassociates.com/?feed=rss2&#038;tag=choegocasino-com" rel="self" type="application/rss+xml" />
	<link>http://www.wpandassociates.com</link>
	<description>WP and Associates, 2014</description>
	<lastBuildDate>Wed, 13 Jan 2021 03:31:16 +0000</lastBuildDate>
	<language>en-US</language>
		<sy:updatePeriod>hourly</sy:updatePeriod>
		<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.9.12</generator>
	<item>
		<title>Do This , Get That  Information on Blackjack</title>
		<link>http://www.wpandassociates.com/?p=620</link>
		<comments>http://www.wpandassociates.com/?p=620#comments</comments>
		<pubDate>Tue, 01 Dec 2020 02:38:59 +0000</pubDate>
		<dc:creator><![CDATA[WP]]></dc:creator>
				<category><![CDATA[파라오카지노]]></category>
		<category><![CDATA[choegocasino.com]]></category>
		<category><![CDATA[더킹카지노]]></category>

		<guid isPermaLink="false">http://www.wpandassociates.com/?p=620</guid>
		<description><![CDATA[그래도 이렇게 모인면은 정말 사소한 편이라서 조금이라도 노력할 가치가있는 편입니다. 측면이 권장 사항에 가까운 무언가가되기 시작하기 위해 모든 인터넷 카지노는 15 개를 계속 사용하고 아마도 인사말 카드의 결과로 실제 신발의 가격을 책정해야합니다. 블랙 잭 딜러 제어 블랙 잭에서 16이 최악의 핸드 인 이유는 무엇입니까? undefined 딜러 앞의 작업 공간에서 카드 한 장을 뒤집어서 처리합니다. 손님이 <a href="http://www.wpandassociates.com/?p=620" class="more-link">[&#8230;]</a>]]></description>
				<content:encoded><![CDATA[<p>그래도 이렇게 모인면은 정말 사소한 편이라서 조금이라도 노력할 가치가있는 편입니다. 측면이 권장 사항에 가까운 무언가가되기 시작하기 위해 모든 인터넷 카지노는 15 개를 계속 사용하고 아마도 인사말 카드의 결과로 실제 신발의 가격을 책정해야합니다.</p>
<h2>블랙 잭 딜러 제어</h2>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>블랙 잭에서 16이 최악의 핸드 인 이유는 무엇입니까?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>undefined</p>
</div></div>
</div>
<p>딜러 앞의 작업 공간에서 카드 한 장을 뒤집어서 처리합니다. 손님이 두 개의 베팅 영역에 동일한 금액을 배치 한 후 딜러는 레이아웃의 왼쪽에서 시작하여 한 번에 하나씩 카드를 처리하기 시작합니다. 베팅 영역 당 최대 베팅 금액은 $ 2,500이며, 플레이 라운드 당 최대 총 베팅 금액은 $ 5,000입니다. Blackjack Switch에는 게스트를위한 5 개의 개별 게임 공간이 있습니다. 블랙 잭에서 카드의 가치는 카드의 가치 또는 등급에서 파생되며, 수트는 중요하지 않습니다.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>카드를 세는 것이 왜 나쁜가요?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>undefined</p>
</div></div>
</div>
<p>딜러의 처음 두 카드의 합이 16 미만이면 딜러는 17 이상이 될 때까지 카드를 계속 뽑아야합니다. 플레이어의 패 또는 딜러의 패의 총액이 21을 초과하면 자동으로 게임에서 패하고이를 &#8216;버스트&#8217;라고합니다.<br />
룰렛을 플레이하는 방법을 배우면 블랙 잭과 온라인 슬롯에서 승리 할 가능성이 훨씬 더 크다는 사실에 놀랄 것입니다. 또한 플레이 할 수있는 가장 정교한 게임 중 하나이므로 작동 방식에 대해 많은 것을 배울 수 있습니다.</p>
<p>모든 세션에서 잃을 수있는 금액에는 사실상 제한이 없습니다. 실패는 메인 플레이어가 토너먼트에 자주 참가하기 위해 플레이 한 수수료 금액입니다. 기본 블랙 잭 전략은 아는 것이 중요하지만 플레이어는 또한 언제부터 분기해야하는지 알아야합니다. 게이머는 노트 카드를 세는 방법을 배우면 우위를 점할 수 있습니다.</p>
<h3>안전한 블랙 잭 온라인 카지노를 선택 하시겠습니까?</h3>
<div style='border: grey dashed 1px;padding: 14px;'>
<h3>Playing Blackjack from Home: 7 Things to Know &#8211; Swindon 24</h3>
<p>Playing Blackjack from Home: 7 Things to Know.</p>
<p>Posted: Fri, 31 May 2019 07:00:00 GMT [<a href='https://www.swindon24.co.uk/lifestyle/playing-blackjack-from-home-7-things-to-know/' rel="nofollow">source</a>]</p>
</div>
<p>각 핸드가 완료 될 때 딜러의 핸드가 21을 초과하지 않으면 딜러의 핸드보다 높은 가치를 가진 모든 플레이어가 지불됩니다. 딜러의 핸드보다 낮은 <a href="https://choegocasino.com/">choegocasino</a> 가치를 가진 모든 플레이어는 패배합니다. 동점이 있으면 플레이어의 베팅은 그대로 유지되고 핸드는 오버됩니다. 딜러의 홀 카드가 에이스 인 경우 플레이어에게 &#8216;Even Money&#8217;와 &#8216;Insurance&#8217;를 제공합니다.</p>
<div style='text-align:center'><iframe width='569' height='317' src='https://www.youtube.com/embed/VB-6MvXvsKo' frameborder='0' alt='blackjack' allowfullscreen></iframe></div>
<p>각 경기가 시작될 때 상단에있는 플레이어가 팟을이기는 반면, 중간 및 승리 한 플레이어가 팟의 절반을 이기고, 아래쪽에있는 참가자는 전체 팟을 잃습니다. 블랙 잭은 두 장의 카드를 뒤집어서 처리하는 게임입니다.<br />
정확히 동일한 카지노에서 블랙 잭과 룰렛으로 플레이 할 수 있으며 원하는 경우 동일한 카지노에서 플레이 할 수도 있습니다. 얼굴 카드 일명 Jack, Queen 및 King은 각각 10 점으로 평가됩니다. 에이스는 게임에 따라 1 또는 11의 가치가 있으며 나머지 카드는 얼굴에 표시된 숫자로 표시되거나 평가됩니다. 대부분의 온라인 카지노는 웹 사이트의 데모 버전과 동일한 게임을 제공합니다. 대부분의 사람들은 Checking Cards를 통해 Chemin de fer 내에서 성공할 수 있습니다. 어떤 사람들은 신용 카드 열거 기술을 문제에서 벗어나 무가치하다고 생각하지 않고 일부는 그들에게 많은 전력을 제공하고 게임을 분리하려고 시도합니다 블랙 잭에서.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="blackjack"/><br />
당신은 매우 관련하여 사용하여 힘들게 번 이익을 낼 수 있습니다. 모든 스핀이 시작될 때 플레이어는 처음 두 장의 카드를받습니다. 그들은 언젠가 싱글을 돌리거나 열 또는 행 배열로 바퀴를 돌릴 수 있습니다. 회전하는 바퀴가 카드를 다시 회전시켜 앞으로 올 확률을 만듭니다. 과거의 카드 회전은 다음 카드가 회전하기 전에 트위스트 순서를 결정합니다. 과거에 뽑은 카드가 가장 먼저 뽑은 카드를 사용하여 일치하면 첫 번째로 뽑은 카드가 승자가됩니다.</p>
<h2>카지노에서 다른 기회의 게임에 대해 알아보기</h2>
<p>말할 것도없이 표현하는 사람들은 사람들이 테스토스테론이없는 모든 명함이 진정으로 수반되는 것이 무엇인지 깨닫게 될 수 있다고 생각합니다. 그들은 아마도 골퍼가 자리를 비 웠을 때이 이미지를 가지고있을 것입니다. 그리고이 카드는 기억에서 어디를 알고 있는지를 모두 알고 있습니다. 딜러에게 블랙 잭이 없으면 플레이어는 보험 베팅 만 잃게됩니다.</p>
<p>그러나 일반적으로 많은 수의 토너먼트에는 2 개 또는 3 개가 포함됩니다. 게임을 통해 각 개별 라운드의 세부 정보는 일반적으로 다른 라운드로 진행됩니다.<br />
전통적인 블랙 잭 온라인 엘리 미 네이션 토너먼트는 가장 유명한 토너먼트 유형이 아닙니다. 이 토너먼트에서 도박꾼은 테이블에있는 다른 사람들과 대결합니다.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.wpandassociates.com/?feed=rss2&#038;p=620</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Sports 사용</title>
		<link>http://www.wpandassociates.com/?p=614</link>
		<comments>http://www.wpandassociates.com/?p=614#comments</comments>
		<pubDate>Wed, 25 Nov 2020 13:53:31 +0000</pubDate>
		<dc:creator><![CDATA[WP]]></dc:creator>
				<category><![CDATA[choegocasino파라오카지노]]></category>
		<category><![CDATA[choegocasino.com]]></category>
		<category><![CDATA[더킹카지노]]></category>
		<category><![CDATA[카지노사이트]]></category>

		<guid isPermaLink="false">http://www.wpandassociates.com/?p=614</guid>
		<description><![CDATA[게임을 지배하는 유산소 대사, 평균 강도는 혐기성 젖산 역치 부근입니다. 그러나 게임 중 강도는 지속적으로 변하기 때문에 높은 수준의 유산소 및 무산소 성능이 필요합니다. 달리기 경제는 선수의 유산소 지구력에 영향을 미치는 또 다른 변수입니다. 달리기 경제가 향상되면 경기에서 다루는 거리가 5 % 또는 1000m 증가 할 수 있습니다. LSU Football Self-Imposes Penalties, Bans Odell Beckham <a href="http://www.wpandassociates.com/?p=614" class="more-link">[&#8230;]</a>]]></description>
				<content:encoded><![CDATA[<p>게임을 지배하는 유산소 대사, 평균 강도는 혐기성 젖산 역치 부근입니다. 그러나 게임 중 강도는 지속적으로 변하기 때문에 높은 수준의 유산소 및 무산소 성능이 필요합니다. 달리기 경제는 선수의 유산소 지구력에 영향을 미치는 또 다른 변수입니다. 달리기 경제가 향상되면 경기에서 다루는 거리가 5 % 또는 1000m 증가 할 수 있습니다.</p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>LSU Football Self-Imposes Penalties, Bans Odell Beckham Jr. from Facilities for Two Years &#8211; Sports Illustrated</h3>
<p>LSU Football Self-Imposes Penalties, Bans Odell Beckham Jr. <a href="https://choegocasino.com/">카지노사이트</a> from Facilities for Two Years.</p>
<p>Posted: Wed, 21 Oct 2020 07:00:00 GMT [<a href='https://www.si.com/college/2020/10/21/lsu-football-self-imposed-sanctions-ncaa' rel="nofollow">source</a>]</p>
</div>
<p>다른 수준의 선수 인 선수들의 심리적 프로파일 링은 항상 스포츠 성과 평가의 핵심 부분이었습니다. 재능있는 운동 선수는 운동 학습, 성공적인 경쟁 참여 및 훈련 과정 자체를 향상시키는 성격 특성을 소유 할 수 있다고 생각됩니다. &#8216;영재&#8217;선수와 재능이 떨어지는 선수가 &#8216;심리적 구성&#8217;을 기준으로 구별 될 수 있는지 여부에 대해 참가자, 스포츠 전문가 사이에서 계속되는 논쟁이있었습니다. 연구자들은 스포츠 성공과 관련이있는 특정 성격 특성이나 전반적인 심리적 프로필을 아직 완전히 파악하지 못했습니다. Williams &#038; Reilly와 Morris가 실시한 연구에 따르면 성격과 전문성간에 명백하거나 일관된 관계가 없다고합니다.<br />
참가자들은 또한 필사본을 읽고 텍스트를 승인 할 수있는 기회가 주어졌습니다. 넥센 타이어가 독일 프로 축구단 인 VFL 볼프스부르크와 후원 계약을 맺어 본격적인 현지 마케팅을 시작했다. Nicolella DP, Torres-Ronda L, Saylor KJ, Schelling X.</p>
<h2>Bears의 Ace Alcantara, Top S 한국 피칭 상 수상</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px" alt="Football"/><br />
연구원들은 잠재적 인 플레이어를 선택하는 데 도움이되는 단일 심리적 인벤토리를 식별하려고 노력해 왔지만 어떤 단일 접근 방식으로도 미래의 재능을 예측할 수있을 가능성은 거의 없습니다. 다른 연구에 따르면 더 높은 형태 학적 측정을 가진 더 성숙한 선택 그룹은 피트니스 테스트에서 후기 성숙자를 능가 할 것이지만 특정 및 비특이적 운동 조정 테스트에서는 그렇지 않습니다. 농구 스포츠에서 관련 문헌은 선수의 위치에 따라 생리적 요구가 다양하다는 것을 보여주었습니다. 연구원들은 연령과 위치가 다른 선수들의 신체적 특성을 비교했습니다.<br />
미리 계획된 훈련 과정에서 스포츠 참가자는 각 경기 상황에 대한 생리적 반응을 평가하고 경기 능력을 향상시키는 모든 자질과 요소를 통합하여 경기로 이어질 수있는 행동을 개발해야합니다. 21 세기에는 재능을 감지하고 식별하는 코치의 능력이 여전히 중요합니다. 어린 시절에 높은 성과를내는 사람을 선택하는 대신 미래에 엘리트 운동 선수가되기 위해 특정 기술과 특성을 가진 잠재적 인 젊은 재능을 대상으로해야합니다. 젊은 재능은 아직 능숙하지는 않지만 형태 론적 척도가 낮을 수 있지만 높은 수준의 코칭 능력, 훈련에 대한 민감성 및 아마도 가장 중요한 학습 동기를 보여줍니다.</p>
<h3>판매를위한 축구 목표 장비 축구 손 깃발</h3>
<p>일부 연구에서는 던지는 속도 [28-31], 동적 특성 및 점프 높이, 벤치 프레스 및 하프 스쿼트의 절대 값과 같은 변수의 차이를 결론지었습니다. 같은 다른 연구자들은 달리기와 점프 능력에있어 벤치 프레스 나 스쿼트에있어서 큰 차이가 없다고 제안했습니다. 대조적으로, 형태 학적 매개 변수, 성능 특성 및 연주 위치간에 강한 관계가 관찰되었습니다. 최근 몇 년 동안 연구자들은 증 분식 폐활량 측정 테스트 프로토콜을 사용하여 물리적 성능 프로필을 모니터링했습니다 [31,34-36].</p>
<div style='text-align:center'><iframe width='561' height='314' src='https://www.youtube.com/embed/SzzcgCi20Z8' frameborder='0' alt='sports' allowfullscreen></iframe></div>
<p>한국은 2 개월 전 호주에서 열린 AFC 아시안 컵 2 위로 예상을 넘어 섰을 지 모르지만, 팀은 미래를 위해 개선을 위해 계속 변화해야한다고 화요일 밝혔다. 재활 기간에 따라 부상당한 운동 선수의 차별 심리 치료. 본 연구의 신뢰성은 모든 인터뷰가 제 1 저자에 의해 통일 된 방식으로 수행되고 필사 되었기 때문에 만족 스러웠다. 양도 가능성은 독자가이 연구를 다른 인구와 맥락으로 번역 할 수있는 가능성에 달려 있습니다. 재활에 참여하려는 동기의 또 다른 이유는 Ryan과 Deci의 자기 결정 이론과 일치하는 자신의 삶을 통제하기를 원했기 때문입니다. 데이터는 숨겨진 콘텐츠와 기본 콘텐츠를 포함하여 매니페스트 및 잠재 콘텐츠를 포함하는 콘텐츠 분석을 사용하여 분석되었습니다.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>스포츠의 3 가지 유형은 무엇입니까?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>undefined</p>
</div></div>
</div>
<p>축구와 농구에 참여하는 아마추어 및 프로 선수의 수는 전 세계적으로 가장 많습니다. 핸드볼은 또한 오랜 역사를 가진 올림픽 공 스포츠이며 특히 우리 지역, 유럽에서 인기를 얻고 있습니다. 성인 나이에 성능을 극대화하기 위해 젊은 운동 선수의 신체 능력을 향상시키는 것은 고대로 거슬러 올라갑니다. 나중에 청소년 중심의 교육 프로그램은 청소년을 &#8216;미니 성인&#8217;으로 대하는 오해를 지적했습니다. 이러한 초기 개념은 모든 훈련 프로그램을 제공하기 위해 신체 성장과 키의 중요성을 인식했습니다.<br />
이투데이와의 인터뷰에서 중학생 때까지 축구부 소속이었던 김민재는 코치를 위해라면을 요리하는 것은 일상적인 경험이라고 말했다.“머리를 치다 한밤중에” UCLR 이후 좋은 임상 결과에도 불구하고 환자는 스포츠로 돌아 가기 전에 긴 회복 시간이 필요하며, 이는 수요가 많은 운동 선수에게 도전입니다. 또한 UCL 손상은 부분 눈물에서 만성 완전 눈물에 이르기까지 정도가 다양합니다. 이러한 관찰은 일부 운동 선수에게 수리가 옵션임을 의미합니다. UCL 복구에 대한 초기 데이터는 좋지 않은 결과를 보여 주었지만 최근 연구에서는 인대의 근위 또는 원위 말단에 증상이있는 UCL 손상의 유망한 결과를 보여주었습니다. Savoie et al. ninety three %는 우수한 결과를 보였고, 97 %의 환자는 관절 경 보조와 함께 봉합사 앵커를 사용한 수리 후 RTS를보고했습니다. 팔꿈치의 척골 측부 인대는 외반 스트레스에 대한 주된 제한이며 머리 위로 던지는 운동 선수에게 중요한 구조입니다.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>체스는 스포츠인가요?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>undefined</p>
</div></div>
</div>
<p>팀 스포츠, 특히 볼 스포츠는 &#8216;다중 요인&#8217;스포츠로, 다양한 정신-생리 학적 성능 매개 변수로 구성됩니다. 플레이어의 성능을 모니터링하기 위해 유효하고 신뢰할 수있는 두 가지 현장 및 실험실 테스트가 많이 있습니다. 따라서이 체계적인 검토의 목적은 실험실 테스트 그룹을 사용하여 주니어 선수의 스포츠 성능을 조사하는 방법을 탐구하는 것이 었습니다. 그러나 우리나라 수상 스포츠의 종류와 피해 특성에 대한 문헌은 없다. 강 유원지가 많은 우리 도시에서는 내륙 수상 스포츠 환자들이 자주 발생했습니다. 그래서이 도시에서 그러한 환자들에 대한 임상 연구를 통해 부상 특성, 관련 요인 및 부상의 심각도를 분석하여 수상 스포츠 활동과 관련된 위험을 파악하고자합니다. 최근 들어 쉽게 접근 할 수있는 강이나 호수에서 수상 스포츠 생활을 즐기는 사람들이 늘어나면서 수상 스포츠로 부상당한 환자들도 점차 증가하고있다.<br />
현장 테스트는 실제로 많은 수의 인구를 테스트하거나 필요한 실험실 장비를 사용할 수 없을 때 이루어집니다. 또한 이러한 종류의 측정은 표준화 된 조건을 제공하지 않으며 실제 경기 상황의 요구 사항을보다 현실적으로 반영 할 수 있습니다. 현장 테스트에 비해 실험실 운동 테스트의 분명하고 분명한 이점이 있습니다. 하나는 표준화 된 테스트 환경에서 주어진 분석의 재현성이므로 실험 또는 연구의 전체 테스트 절차가 중복 될 수 있습니다. VO2max는 축구 및 공 스포츠 선수의 유산소 체력을 평가하는 데 가장 널리 사용되는 지수이며 다양한 실험실 및 현장 테스트를 통해 검사 할 수 있습니다. 2001 년에 한 연구에 따르면 에어로빅 용량을 11 % 늘리면 경기 강도가 5 % 증가하고 경기 완료 거리가 1800m 증가했습니다. 실험실에서는 모든 생리적 매개 변수를 직접 평가할 수있는 표준화 된 환경을 제공하는 것이 훨씬 쉽습니다.</p>
<p>SBS NEWS에 따르면 엘리트 스포츠는 국제 대회에서 금메달을 획득하고 개인 기록이나 세계 기록을 꺾고 국가의 명성을 높이는 데 초점을 맞춘 스포츠입니다. 엘리트 스포츠에서 대부분의 한국 선수들은 어린 시절부터 훈련을 위해 캠프에 머물며 훈련 과정에서 신체적 폭력에 자주 노출됩니다. 많은 스포츠 디렉터는 폭력을 사용하지 않으면 운동 선수가 높은 성과를 거둘 수 없다고 믿는 것으로 알려져 있습니다. 스포츠 성능은 신체 능력뿐만 아니라 다양한 심리적 변수에 따라 달라지는 복잡한 현상입니다. 신체 구성, 지구력, 근력, 힘 및 민첩성, 그리고 스포츠 재능을 감지, 식별 및 최종 개발할 때 스포츠 전문가에게 중요한 정보를 제공하는 지각 속도 및 반응 능력 변수. 오늘날 스포츠 전문가들은 모든 연주 관련 능력의 발달이 다른 연령대의 선수들에게 동일한 효과 나 적응을 생성하지 않는다는 데 동의합니다. 이들 중 몇 가지 조사에 따르면 플레이어의 성숙 발달로 인한 자극과 주어진 훈련 세션의 물리적 구성 요소는 기술 및 전술적 준비와 통합되어야합니다.</p>
<p>이것은 겨울 스포츠에 관한 일부 국내 연구에서 상지 골절이 가장 흔하다는보고와 일치합니다 [6-eight]. 그러나 고막 천공 환자는 16 명으로 동계 스포츠와는 확연히 달랐다. 이 프로그램의 호스트 스퀘어 스포츠는 유럽 축구 인프라를 사용하여 Bundesliga Fortuna Duesseldorf의 지도자 3 명을 한국으로 모집했습니다. 리더들은 대한 축구 협회가 주관하는 I 리그 선수지도와 C, D 클래스 강연을 마치고 즉시 팀에 합류했다. 또한 한국에서 청소년 클럽을 모집하여 해외 최고의 청소년 프로그램을 적용했습니다.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.wpandassociates.com/?feed=rss2&#038;p=614</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>The Single Thing  To Accomplish For Baccarat</title>
		<link>http://www.wpandassociates.com/?p=612</link>
		<comments>http://www.wpandassociates.com/?p=612#comments</comments>
		<pubDate>Wed, 25 Nov 2020 13:52:44 +0000</pubDate>
		<dc:creator><![CDATA[WP]]></dc:creator>
				<category><![CDATA[파라오카지노]]></category>
		<category><![CDATA[choegocasino.com]]></category>
		<category><![CDATA[choegocasino더킹카지노]]></category>
		<category><![CDATA[바카라사이트]]></category>

		<guid isPermaLink="false">http://www.wpandassociates.com/?p=612</guid>
		<description><![CDATA[은행가의 점수가 0 ~ 2 인 경우 세 번째 카드를받습니다. Banker 또는 Participant가 eight 점 또는 9 점을 기록한 경우, 각 핸드는 스탠드하고 단순히 추가 카드가 작동하지 않습니다. 기본 전략을 사용하는 블랙 잭 플레이어는 훨씬 더 잘합니다. 세련된 능력을 가진 비디오 포커 플레이어도 마찬가지입니다. 이 게임을 온라인으로 쉽게 플레이하고 온라인 웹 사이트에서 많은 혜택을 누릴 <a href="http://www.wpandassociates.com/?p=612" class="more-link">[&#8230;]</a>]]></description>
				<content:encoded><![CDATA[<p>은행가의 점수가 0 ~ 2 인 경우 세 번째 카드를받습니다. Banker 또는 Participant가 eight 점 또는 9 점을 기록한 경우, 각 핸드는 스탠드하고 단순히 추가 카드가 작동하지 않습니다. 기본 전략을 사용하는 블랙 잭 플레이어는 훨씬 더 잘합니다. 세련된 능력을 가진 비디오 포커 플레이어도 마찬가지입니다. 이 게임을 온라인으로 쉽게 플레이하고 온라인 웹 사이트에서 많은 혜택을 누릴 수 있습니다. 온라인 웹 사이트의 카지노에서받는 고급 서비스도받을 수 있습니다.</p>
<p>교대에 따른 총알 경험 Prehranko.com – 멋진 도박장에서 행동을 취할 수 있도록 돕는 방법 식당 테이블 – 자주 안티 또는 하나의 전형적인 예의 중요성. 이것은 바카라와 관련된 모든 마지막 제안에서 유리한 기대치를 만들기에 충분할 수 있습니다. 전형적인 상황은 맨체스터 시티와의 경기 중 일부로 레스터 타운에 대한 베팅을 그보다 더 크고 신뢰할 수있는 팀에 두는 것은 미친 짓이라고 생각하는 것입니다. 어떤 종류의 순위가 중요 할 수 있지만 항상 최선의 선택은 아닙니다. 조사를 마치고 나면 Jamie Vardy가 프리미어 리그에서 최고 득점자 중 한 명이 된 것으로 밝혀졌습니다. 즉, 경기와 관련된 모든 단계에서 목표를 평가할 수있는 그의 타이틀에 대한 기회를 높이는 것이 거의 확실한 수익 창출 방법입니다.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>카지노는 바카라에서 속임수를 쓰나요?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>undefined</p>
</div></div>
</div>
<p>Us chemin de fer에서 그 크루 퍼는 그 스탠드의 중심에 나타납니다. , 양쪽의 플레이어와 에이전트의 도움으로이 크루 피어의 위치를 뒤집습니다. 바카라는 세계에서 가장 중독성이 강한 게임 중 하나입니다. 플레이하는 것이 흥미 진진 할뿐만 아니라 다른 패에서 승리하는 도전을 즐길 수 있기 때문입니다. 이 게임은 플레이어가 규칙과 전략에 대해 잘 알고 있어야하므로 대부분의 사람들이 생각하는 것보다 더 복잡합니다.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="306px" alt="Baccarat"/><br />
옵션에 도움이되는 구매 도움말이있는 효과적인 시나리오입니다. 바카라의 다른 변형이 공연에 참여하는 데 도움이 될 수있을 때 판매자가 실제로 모든 것을 수행하는 선택 사항을 발견하고 수행해야하는 많은 유형이 어느 것이 이길 지 결정할 수 있습니다. Top Payout Smart Home Sibiu의 도움으로 모험, 따라서 많은 레벨에서 바카라를 플레이 할 수있는 필수 실제 방법론이 전혀 없습니다. 모험을 안내하는 준비에만 국한되지 않고 카드 게임에 대해 좋은 도박을 할 계획을 세울 필요가 없다면 바카라가 어떤 기회를 제공하는지 확인하십시오.</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>Why Is Baccarat So Popular in China &#8211; Baccarat Popularity in China &#8211; BestUSCasinos.org</h3>
<p>Why Is Baccarat So Popular in China &#8211; Baccarat Popularity in China.</p>
<p>Posted: Fri, 31 Jul 2020 07:00:00 <a href="https://choegocasino.com/review/pharaoh-casino/">choegocasino.com</a> GMT [<a href='https://www.bestuscasinos.org/blog/why-do-chinese-gamblers-love-baccarat-so-much/' rel="nofollow">source</a>]</p>
</div>
<h2>온라인 바카라에 대해 자세히 알아보기</h2>
<p>수사관들은 공모자들이 사기 도박에 카메라를 사용하지 않은 후 인위적인 시나리오를 계획했을 가능성을 배제하지 않았습니다. 경찰은 몰래 카메라를 보여주고 보상을 받기 위해 카지노 단골과 공모 한 두 사람의 계략임을 알아 냈다. 단골은 다른 도박꾼들에게서 몰래 카메라를 만드는 데 필요한 돈을 모아서 두 사람에게 전달했습니다. 26 일 강원도 정선군 강원 랜드 카지노에서 발생한 몰래 카메라 사건은 사기꾼들이 모아 놓은 조작으로 간주됐지만 탐사선은 별도의 도박장을 발굴했다. 대한민국 1 위, Pmang New Matgo로 실제 상대와 빠르고 신나는 게임 플레이를 즐길 수 있습니다. 친구, 가족, 다른 사람들과 함께 즐길 수있는 다양한 콘텐츠로 플레이하세요. Eytys의 유광 블랙 바카라 로퍼는 전통적인 드레스 슈즈를 재 해석하여 재 해석 한 두툼한 핸드 메이드 밑창에 세팅되어 있습니다.</p>
<h3>사용되는 좋은 바카라 플레이어 구매의 장단점</h3>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/BGMlw-LNQXk' frameborder='0' alt='Baccarat' allowfullscreen></iframe></div>
<p>이것은 조정 가능한 백만 달러 질문 일 수 있습니다. 우리 모두는 바카라를 적극적으로 플레이하는 방법을 이해하고 싶어합니다. 실제로 영화뿐만 아니라 Billy Join a 라인 소설로 인해 널리 알려진 전 세계적으로 유명한 게임 중 하나입니다. Chemin de fer 게임 플레이 Reconnect가 시도한 것뿐만 아니라 실제로는 구타 당할 수 있습니다. 그는 현대 카지노로 인해 거의 사라진 Chemin de fer에 대한 성인 옵션 인 chemin delaware fer를 사용하고 있습니다.<br />
특정 게임이 시작될 때 플레이어는 스탠드의 Player, Banker 또는 Connect 공간에 베팅을합니다. 바카라는 온라인 및 지상 카지노에서 가장 인기있는 카드 비디오 게임 중 하나입니다. 테이블 게임이 캐주얼 한 플레이어와 노련한 플레이어 모두로 변한 이유를 쉽게 알 수 있습니다. 올바른 바카라 전략을 사용하면 자금을 늘리고 우승 기회를 높이며 게임 플레이를 다음 단계로 끌어 올릴 수 있습니다. 미국의 chemin de fer에서는 약 three 명의 갬블링 하우스 직원 (모든 회사 또는 아마도 croupier, 2 명의 딜러)을 찾을 수 있습니다. 작은 검은 색 드레스 바카라 주변에는 확실히 크룹 피어가 있습니다. 모든 크루 피어는 어떤 일이 벌어지고 있는지 두 사람이 전화를 걸고, 모든 승리와 패배를 나누는 것과 함께 수집에 참여하게 될 것입니다.<br />
당신은 또한 당신 앞에있는 것보다 더 높은 가치를 가진 한 쌍의 카드를 배치하고 같은 방법으로 베팅을 시도해야합니다. 컴퓨터 프로세서, 디스플레이 및 사용자 작동 가능 선택기를 포함하는 게임 바카라의 변형을 재생하기위한 어셈블리가 제공됩니다. 컴퓨터 프로세서는 바카라 규칙에 따라 우승 패를 결정하도록 구성되어 있습니다. 확실히, chemin de fer는 의심 할 여지없이 다른 가능한 잘 알려진 도박장 분 카드 게임입니다. 확실히 이전 비디오 게임이지만 새로운 게임과 관련된 도착에 관해서도 일반적으로 인기를 얻고 있습니다. 멋진 chemin de fer 게임을 얻을 수있는 방법은 무엇입니까? 개미 준비 부지가 chemin de fer에 엄청난 베팅을 할 수 있습니까?</p>
<div style='border: black dashed 1px;padding: 10px;'>
<h3>The most expensive Woodford Reserve ever released is finally available in the U.S. &#8211; Lexington Herald Leader</h3>
<p>The most expensive Woodford Reserve ever released is finally available in the U.S..</p>
<p>Posted: Tue, 13 Oct 2020 07:00:00 GMT [<a href='https://www.kentucky.com/lexgoeat/bourbon/article246394045.html' rel="nofollow">source</a>]</p>
</div>
<p>상점을 전환하면 현재 장바구니에서 제품이 제거됩니다. 플레이어 또는 뱅커에 베팅하고 그들이 이기면 두 배의 베팅을 받게됩니다. 플레이어 승리 또는 뱅커 승리 중 하나를 선택했습니다. 하나는 플레이어에게, 다른 하나는 뱅커에게 전달됩니다. 조각 된 줄기의 오버 사이즈 크리스탈 볼은 캐주얼하거나 포멀 한 현대적인 모습을 연출합니다.</p>
<p>이 게임은 게임과 매우 관련이 있으며 다시 한 번 주요 차이점은이 특정 버전에서 항상 하우스 또는 온라인 카지노가 보유하는 금융 기관을 포함합니다. 각 거래는 일반적으로 은행가의 손과 플레이어의 손을 맞대고 있으며 참가자는 단순히 둘 중 하나에 베팅할지 여부를 결정합니다. &#8220;페어&#8221;와 &#8220;타이&#8221;라고하는 몇 가지 다른 베팅이 있습니다. ” &#8220;페어&#8221;베팅에 대해, 한 사람이 뱅커 또는 플레이어 핸드에있는 두 장의 카드가 페어로 가장 먼저 베팅하고 있습니다. &#8220;Tie&#8221;베팅에서는 일반적으로 플레이어와 뱅커 핸드가 모두 동점으로 베팅합니다. 시도 할 수있는 또 다른 바카라 게임은 크랩입니다. 이 게임에서 플레이어는 같은 방식으로 베팅하거나 잃는 방식으로 더 많은 돈을 모아야합니다.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.wpandassociates.com/?feed=rss2&#038;p=612</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
