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	<title>IGREJA BATISTA RENOVADA </title>
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	<description>MINISTÉRIO MISSÃO DA FÉ</description>
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		<title>{ Pick  That Baccarat  대신   That Long  Trail Baccarat&#124; 가장 절대적인 것   무시 됨 해결책  Baccarat&#124;바카라 광장&#124; 다른 사람이  당신이해야하는 일  다른 일을하고  관련 Baccarat</title>
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		<pubDate>Tue, 29 Dec 2020 09:11:38 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Rapha]]></dc:creator>
				<category><![CDATA[오바마카지노]]></category>
		<category><![CDATA[007카지노]]></category>
		<category><![CDATA[﻿바카라사이트]]></category>
		<category><![CDATA[카지노]]></category>

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		<description><![CDATA[누가 모든 포커 핸드를 집어들 었는지를 보여주는 바카라 점수 판을 통해 개인은 실제로 룰렛을 사용하는 것처럼 확실히 카운트를 유지할 수 있습니다. Bookie는 웹에서 쉽게 베팅 할 수있는 중요한 추가 장치입니다. Bookie를 사용하면 수많은 국가가 유로, 달러, 파운드 및 기타를 좋아하는 모든 통화를 가져올 수 있습니다. 그들의 Bookie는 베팅 가격을 준비 … <a class="continue-reading-link" href="https://www.batistarenovada.org.br/site/?p=1244"> Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>누가 모든 포커 핸드를 집어들 었는지를 보여주는 바카라 점수 판을 통해 개인은 실제로 룰렛을 사용하는 것처럼 확실히 카운트를 유지할 수 있습니다. Bookie는 웹에서 쉽게 베팅 할 수있는 중요한 추가 장치입니다. Bookie를 사용하면 수많은 국가가 유로, 달러, 파운드 및 기타를 좋아하는 모든 통화를 가져올 수 있습니다. 그들의 Bookie는 베팅 가격을 준비 할 수있게 해주 며, 이것은 시간당 손을 향상시킬 또 다른 멋진 쇼케이스가 될 것입니다. 축구 비디오 게임에 대한 베팅은 오랫동안 스포츠 애호가들에게 재미있는 요소였습니다.</p>
<h2>파라다이스 카지노 제주 롯데</h2>
<div style='border: black dashed 1px;padding: 15px;'>
<h3>Resorts Online Casino Bonus Code for $1,000 Match Bonus &#8211; OnlinePokerReport.com</h3>
<p>Resorts Online Casino Bonus Code for $1,000 Match Bonus.</p>
<p>Posted: Mon, 16 Nov 2020 <a href="https://aprcasino.com/">우리카지노</a> 21:53:18 GMT [<a href='https://www.onlinepokerreport.com/resorts-casino/' rel="nofollow">source</a>]</p>
</div>
<p>참가자에게 가장 가까운 가장 좋은 공간이나 공간은 참가자의 핸드에 베팅하는 데 도움이되는 곳입니다. 감자 튀김을 처리하고 심지어 내기를하기 위해 식당 테이블의 모든 부분에 실제로 도달 할 수있는 곳이면 어디든 심장이 다른 경쟁자들을 역전시키는 것입니다. 크루 피어에 속한 얼굴에는 줄 안에 더 효과적인 용기가 있습니다. 이러한 종류의 패키징은 회원들이받는 대출 기회 핸드를 따라 지불해야하는 실제 수익을 기록하는 데 사용됩니다.</p>
<h3>온라인 바카라 플레이</h3>
<div style='border: black solid 1px;padding: 10px;'>
<h3>Playgon Games Soft Launches its Proprietary Tiger Bonus(R) Baccarat Game &#8211; TheNewswire.ca</h3>
<p>Playgon Games Soft Launches its Proprietary Tiger Bonus(R) Baccarat Game.</p>
<p>Posted: Thu, 19 Nov 2020 18:15:44 GMT [<a href='https://www.thenewswire.com/press-releases/1AJ6FgqmV-playgon-games-soft-launches-its-proprietary-tiger-bonusr-baccarat-game.html' rel="nofollow">source</a>]</p>
</div>
<p>그 지불 상자 뒤에는 크룹 피어 근처에있는 크룹 피어에 확실히 집이 있습니다. croupier 옆에있는 것은 의심 할 여지없이 카드가 처리되는 신발입니다. Minuscule Baccarat는 무엇입니까?</p>
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<h2>바카라에서 판다와 드래곤은 무엇입니까?</h2>
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<p>undefined</p>
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<p>그러나 이러한 블라인드는 모든 웹 사이트에서 사용할 수있는 것은 아니지만 일부는 원하는대로 블라인드를 선택합니다. 당신이 확보 한 시간에 s, 그리고 당신이 잃은 후에 훨씬 더 강력한 베팅. 실제로 플레이어가 룰렛 테이크에 대해 시도한 베팅 프로그램에 속하는 변형입니다. 당신은 분명히 바카라 점수 판이있는 dwell 카지노를 얻게 될 것입니다.<br />
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" width="300px" alt="Baccarat"/></p>
<p>Minuscule chemin de fer는 서양 바카라에 대한 완전한 적응에서 맨 아래로 내려 오는 표현입니다. 많은 온라인 카지노는 비용 스핀없이 추가 보너스를 제공합니다. Minera는 표준 전체 유형의 바카라와 함께 더 작은 chemin de fer를 함께 제공합니다.</p>
<div style='text-align:center'><iframe width='563' height='316' src='https://www.youtube.com/embed/RMZ7ticD6h4' frameborder='0' alt='Baccarat' allowfullscreen></iframe></div>
]]></content:encoded>
			<wfw:commentRss>https://www.batistarenovada.org.br/site/?feed=rss2&#038;p=1244</wfw:commentRss>
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		</item>
		<item>
		<title>Gambling에 대한 확실한 가이드</title>
		<link>https://www.batistarenovada.org.br/site/?p=1224</link>
		<comments>https://www.batistarenovada.org.br/site/?p=1224#comments</comments>
		<pubDate>Wed, 23 Dec 2020 07:38:23 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Rapha]]></dc:creator>
				<category><![CDATA[오바마카지노]]></category>
		<category><![CDATA[예스카지노]]></category>
		<category><![CDATA[우리카지노]]></category>

		<guid isPermaLink="false">http://www.batistarenovada.org.br/site/?p=1224</guid>
		<description><![CDATA[&#8216;스포츠 베팅 무결성 실행 계획은 영국이 스포츠에 안전하게 베팅 할 수있는 장소를 유지하고 발생하는 모든 부패 위협에 대처하는 것입니다. 이번 주 UKGC는 관련 뉴스에서 도박 링에 의한 경기 고정으로부터 프로 스포츠를 보호하는 것을 목표로하는 스포츠 베팅 무결성 실행 계획을 발표했습니다. 그러나 그는 운영자와 공급 업체가 더 나아가 야하거나 산업 성장을 … <a class="continue-reading-link" href="https://www.batistarenovada.org.br/site/?p=1224"> Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>&#8216;스포츠 베팅 무결성 실행 계획은 영국이 스포츠에 안전하게 베팅 할 수있는 장소를 유지하고 발생하는 모든 부패 위협에 대처하는 것입니다. 이번 주 UKGC는 관련 뉴스에서 도박 링에 의한 경기 고정으로부터 프로 스포츠를 보호하는 것을 목표로하는 스포츠 베팅 무결성 실행 계획을 발표했습니다. 그러나 그는 운영자와 공급 업체가 더 나아가 야하거나 산업 성장을 불가피하게 방해 할 정부 통제를 강화해야한다고 경고했습니다. 또한 슈는 자신이 소유하고있는 경기도 화성시 진안동 다가구 주택의 임차인과 갈등을 겪고있다. 박씨가 슈가 소유 한 건물 전체를 압류로 주에서 승리하자 임차인들은 임대료 반환이 불확실 해지자 슈에게 임대료를 반환하는 소송을 제기했다. 그녀는 손실, 민사 소송 수수료, 주택 임대 보증금 미 반환에 대한 은행이자와 원금을 지불하라는 명령을 받았지만, 그녀는 돈이 없다고 주장하면서 그와 연락을 피한 것으로 알려졌다.</p>
<div style='text-align:center'><iframe width='565' height='311' src='https://www.youtube.com/embed/adHWkJ1jfJU' frameborder='0' alt='gambling' allowfullscreen></iframe></div>
<h2>Tiger Woods Vs Phil Mickelson : 배당률 및 소품 베팅</h2>
<p>온라인 도박에 대한 가장 쉬운 설명은 다른 카지노 비디오 게임과 마찬가지로 가능성이있는 비디오 게임이라는 것입니다. 그럼에도 불구하고 스포츠 활동 도박은 그보다 훨씬 더 정교합니다. 스포츠 활동 베팅이 승자를 선택하는 것과 관련이 있더라도 배당률을 이기기 위해서는 많은 분석, 통계 및 기술이 필요합니다.</p>
<div style='border: grey dashed 1px;padding: 12px;'>
<h3>Tiny Nick&#8217;s Gambling Picks: 11/17 &#8211; Zone Coverage</h3>
<p>Tiny Nick&#8217;s Gambling Picks: 11/17.</p>
<p>Posted: Tue, 17 Nov 2020 20:39:35 GMT [<a href='https://zonecoverage.com/2020/gambling/tiny-nicks-gambling-picks-11-17/' rel="nofollow">source</a>]</p>
</div>
<h3>도박 중독에 대한 효과적인 예방 및 대책</h3>
<p>정보 통신부 관계자는 &#8220;20 대 학생들은 사이버 도박에 쉽게 노출 될 수 있으며 너무 오래 노출되면 향후 오프라인 도박에 참여할 가능성이 높다&#8221;고 설명했다. &#8220;나는 도박 사이트에 로그인하는 것을 거부 할 수 없었다. 나는 계속졌지만 몹시 이기고 싶었다. 도박에 대한 집착은 정말 짜증이 났고 &#8220;마침내 백만원을 잃을 때까지 후회하지 않았다&#8221;고 덧붙였다.</p>
<p>경마 시설 운영자는 더 높은 수준의 긍정적 인 감정 상태를 이끌어 내기 위해 중요한 속성 (예 : 음식, 서비스 또는 분위기)을 강화해야합니다. 이 연구는 책임감있는 도박 행위를 장려하기위한 효과적인 마케팅 전략을 개발하기 위해 경마 도박꾼 간의 다양한 도박 동기, 열정 및 감정에 초점을 맞추 었습니다. 긍정적 인 감정은 고객 만족도에 긍정적 인 영향을 미쳐 도박꾼이 도박을 위해 경마 트랙으로 돌아 가려는 호의적 인 의도를 갖게합니다.</p>
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<h2>정말 룰렛에서 이길 수 있습니까?</h2>
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<p>undefined</p>
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<p>관광객은 도박을 할 <a href="https://www.ozlemgultekin.com/">ozlemgultekin</a> 수 있지만 현지인은 할 수없는 특이한 이중성 인 한국의 도박 법에 대한 논쟁을 재개했다. 국가가 도박에 대해 강경 한 입장을 취하는 이유와 그 결과 경제적 이익을 놓치고 있는지 살펴 보겠습니다. 2018 년 동계 올림픽은 전 세계의 팬, 운동 선수, 언론인들이 한국에 짧은 거주지를 마련하면서 한국 경제에 반가운 활력을 불어 넣었습니다. 평창의 알펜시아는 게임의 분주 한 신경의 중심이었습니다. 의원은 &#8220;교육부가 학생 도박 문제를 관리해야하지만 방치하고있다&#8221;고 말했다. 플레이어는 이제 집이나 다른 곳에 앉아있는 동안 평판이 좋은 카지노의 벤더와 정통 시간 도박을 경험할 수 있으며, 인터넷 링크가 필요합니다. 이제 모든 사람들이 도박을 할 수있는 웹 참여 기능 때문입니다.</p>
<p>반대로 부정적인 감정은 만족감을 감소시켜 복귀의도를 낮 춥니 다. 그림 1에 표시된 요인과 위에서 설명한 요인 모델 간의 가설 관계는 LISREL eight.seventy five.35를 사용하여 동시에 조사되었습니다.<br />
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iDjzc8lv4LB6693W5Emtr5pc+DnnColT1YnJLmbPQX8UldW4a7hFFrXPcGtGSVf7VobUN4AdSUreHzc8BTUnJ6RUSkoLcnox9FlldtvqO2xGaqbA1vo/JWLzxSU8ropAOIdcJKLi9SWhCcZrcXsulphDo/eUiuiDJjgKmp66en5Mdy8l6dViZ3FJyK5tM6LvsDiYF4c/Pipx4HMyCCqVw4SVhGzeiopo+9lDT0ysyoZqajow4EAhYTDJwO4s4IU2aukLO7a84WU2n0OdkOdaZtrR2sO9q44HS+7nplbS1DrejtNgIdIC4szjK5j0vVSQ3Frw48lm+qRX3O1fmiSCPNTqsmUa2vErbsWPrV5GvdQ3R14u09cf03clbl7mhkgkMcrS1w8CvCiFlrXQIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALuL+Tk2YoNVXuXWlxiZI6OTuoeIZ4Wg8/mVw6vpl/Js2650Ojo3Qtdw1UrpS4/oguOFZcJgp5G34JsqeM2OGNpeLS+4+kduZT2agjo6RrfcaBkdApU/ttQ4vL+FnmvVDExkLZJ3ZDG5OT1WtN3t6rboekfGwOknwQyNnUlW1cHOxqPV+ZUTnGEE5dPcZ9KyBjS6oqGtwOrisV1DrDR2no3TVd0pmubzy54XF2ve0TubcoKiqBkttHk8J6kNXIm4W7V9v1fI2t1RXVMZPMd6Wt+ijZPEsfDnyWbbLPD4Nl59Xrakkvj1PopuF2ntAU5ko2XyB5GRwseFzfr/AHe0zfGSmhfC4uzz5HK47q7rRTDjFU4yHnzeSrf9vz07sslfgeqjWcXVseWMdI6VcKlRPc3tmx9bVNLXxSztY1p582rR10q3srXtY88OVk9Zq58kDopHnmPFYTWSiad0g8SqeTU57LaG1HqTRVvHRxR05lZgklUoOF6Y4ArDjo3TIujOVAxEc1OLwcLyXZ/cm2NIlcGOpUOEeamEZXktWdmNBrXtIcx3MeSvVu1hqC1N4aSqDQOmW5Vpix49F7cWZ8Cim4vaMSrjNakXS46z1NdW8FXcnFvk1oCspbJI7je4knqSphcxeRJgdUc5S6sRrjDpFaJZjKgWkKb3rFDjb5ImzOkSw4joVHvDjmouLT4LwVnuY7HriC8nmURZMbLlZJmwVQe7zWe0t9jMXcjhIx0K1kyRzDlpwqmO41MY91+FhSlF9DSdas7mQamt8U4NXFgHqsUVbJdquSMxvfkFUROTlFs2iuVaYREWTIREQBERAEREAREQBERAEREAREQBERATKammrKiOlp4zJLK4MY0DmSfBfYfsUWqXS+grbT1VCIXR08Yf7vjwjK+QNluktlu1JdYWtc+llbKGu6HB6L61dkXfzS2ttL0lC0silDGskjPItcOoV1wfk5ppv2mih43zpQa+yn3951bV6omnieynDscwMBaS3B01V368NkkgMziemM4+K3bTxW10XexuZhw5HKo6ijtdO81UxYMAnJV5TYq30RQXVysS2znrVey1ZqWwS0romxcTC3kMcsL5xb8bRXvau/yNlD5aGVxxJ+qc9F9aNZbl6Ys0b4XXCIOAI4QQuHO07VfziQyRWyITDJ5gdVScfWO6fWWaU/DzPU+itmXC/wBXXvkffyOG56w+BwV4bUVLmlwdnCuOo9KXexTGOupHRgHkT0VlhkfHyXmq+Vx3E9VmKbnqaFRVPcOB7cFUh6qbUScb+ilKRFaRVzfUIDhEWxqR4inEVBEM7PXGfJOM+S8osaGyJeVDJ80RZMDJ817iikmdwMaSSkDGvkDXnAKzCw0VvD2Mjw6R30XC671S7EvFxvXvbekWCLT9bIBiNxJ8AFUO0vWxt4nxuC21b7RSQQ96/BcR4+KyKx2S1VgMtwY1rf0WlQHl2st1gUJHOVTb6in6xux5kKl4TnC6C1LoahvFQ2ltrGsbn3neSpbhozQekbS6a6VERmx483ErtHN6aa6ke3he/ai9I0PgJgBXC+1Vvqq+R9thLIc+7nxVuU6LcltlRNKMtJ7Inl4JxKGSi2NdhERDAREQBERAEREAREQBERAOXkmR5IiAiC3PMKYHQY5sOVKRYa2ZT0VLXUf6TCVMZNQDHFESqJFrybM85cTUW3+p+i8vlt5Hux4VAix6teY5iqMlJjkwrZmxO6FZoHVVOylkkbFUSBpDXdCtUrK9r7TFd9a26nmlDI2yB5J8fRSMfmrtjKD67I+WoWUSjYumj606D3klrbDFVVU5IawOJLvRax3i7TtyjkNkscp9olPC0h3T1VkuRpdMaDdNBVNx3WeR6YC42k3JbX61mqauoLo2SFoJPLqvRcczpYeOlV9t+J5n0e4fDNyv6z7KOgYrlcapxumoLhLVTPPEeN54R8Asa1XuVT2s8cJa4N5FueSoW7g6ZqqMQ1E+OWORWO12mNM6tD30ty4HEZALl86lZKctyez67TRCENQSRge4m4MeqIjEYGgg8nLWckvE4kclk2uNNS6drDA2oEzPAgrEzlWuLGPJzIouI22KfJJa0Rd5qCIpRVsIiIAiIgCIiAIiIA04IKudvuUlG8SMfgjorYi0nBTWmdqbpUvaNhW7Vs5YH1MrcN8Mqnuu5ly5wW5wYBy4lg3G/GOI4+KguEcWCe31JVnEJtagtGUx7kaniaRHV4c79LxCsNwutxuspnuFXJM8+LnZVIi7RqhDrFEWzIttWpS6BERdDiOSiOHPPKgiA9/m/VQd3fhleUWNGdjkp8DKZzT3ryHeAUjB8l6EUh6NKNb8Qnoq4oKFzwHynBVaKOyjhDp+Z681a2UVU/7sRVXT2G4TkAR4HquT1/eMucV3LjDRae4vfmz+KvdPBouKJveBhd55Vto9DTzgcc4BPkFeKXayafmag/JEm+3UjTyaV3noY0R/q/oirP5oHf6Qfl/gi35JeRy/asb/ABDWCIi3JgREQBERAEREAREQBbX2Q0hp+53aK8X+9+ytgeHMjY7BPxK1QpkdRPCCIpnsB6hriFvVNVzUmt6OGRVK+twjLWzqvfDdKxUtik09pu4mrnczu8QuyG+HMrl+mtdzmma+OmkOTkk8lTMrKmP7sp+J5qfHeblF9yqcPwC3ysmzKnzSOWHiLBhy19TZlnsFNVWwMmid7RjwOeaoBpnWNDO40EdQI88iCViVr1hd7fMJPaC4DwIWb2rem4UnC17GPxy5hUllE4N6W0erxcuE4pyemY1erPqR7y+40tQ71cCVYp7dLE0h8DmkeYW1qjedlazE9sif/dCq7VqbR18aWXakjhz6ALWN9lS049CbPFpyevN1Zo4jBwQmB5LP9a6d07LOZNOS5Pi0dFh0tkucH36V5HmAp9WRXat7KDJwbceemtoocDyUMeSqm22uecNpnk/BRmtdxgZxy0r2t88Lrzx7bI3qp99Mo0Qgg4KLc5hERAEREAREQBERAEREAREQBERAFEFQRATWdVWw8sc1bmuI8VNbK4Ec1zlFsw0X6lkHLmFfre9hxz5rDoajmPeV7t1Q4Ec1FacGQ76trZnlraS8Y5hZramAgBa9tNUQWniWbWmsa0DLgp1MjzmVCSMj7gIqb29n64RSeYreWfmcqIiKMfQgiIgCIiAIiIAiIgCIiAIiIAiIgJkc74+hVTHc5Wfo/JUSLVwjLujtDItr6RZeoNRSQHia3n6q6Ues3F4FWGub4jCxFFwliVS7omV8VyIeOzNrpqq3uYHUTOF48cKz1WrrhU05pnhpb5kc1YUWIYlUPDYv4pfd26fAi5xe4uPioImPVSitb31CIBnxRAEREAREQBERAEREAREQBERAEREAREQHpry05yrjRVz2EDKtii1xacgrSUFJGGk+5m9sup5AP5rL7VdHHAL1qCKuqISCx3RXGHVNfCAGAcvHK5xjOD6EG/CVn2Tc/wBo/wBv6otQflncf/pRdOefkQ/3Y/cY8iIty7CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIickBFoB6nCvWndEau1c2qfpfTdxuoomh0/slO6Uxg9Mho8VS6fslfqK7U9ntsLpaipfwMA8PEk+QABJPkF0Nt7uNauzxeaa21roLiyImSUMB5uPVwIzz8s+Ch5OV6mUYQW5P8F59D0vAeAR4pC3IyZ8lUE+vRbl/6YpyaS2/F9kc+XrS2pNOPEV/sFytrz0bWUkkJP4PAVrwvoXqnti7X7gaXl0/NbparvmBobWSM4Iz5gE5P4BaYrNO6DvjHOorBaqh7+eGtazH4jCh5PF44suWUW/eun56Pa+jv9FV3pLhSyqcqFck2lCWm35NODltP/L4eRy2i72s/Yo2U1jpqG50upK+krpo+JzqOpYYo345gseCRj4rlXfnaizbR6rj07aNTx3kOg72RzXNLo3ZOAceY5qwhkxk4prXN27fo2eDzvR+/CV0lOMlU0pa5otbel0nGLfXyXTxNZoiKQUIREQBERAEREAREQBERAEREAREQDKIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCckRAbu7N81jsdZc9RXqgbUvbSyspQ6PI7wD9YkNaMElxPg3Hjg7E2S0hsPuHdrxcN3oKyOtdLihjqZZqWkMAHJwewjLvMF3wU3Zns+7kbj7ftptKWlraRrWl9QahkT5JCOIsOSPcOW5BByWtPgt02fU3aR0LWW/QOvdM6XpaZ0Yhpquqha0OjbhvERE7DgBjOAvLy4rVVfO3y8/L9T6k+B3ZGDXw2hNtJOUU1vem9669tv/8Aa1zrvxsVtRYbxA7ajV3exTsc6WkMvtMcLvDEo54PkclYTtHHPJqeLQFNbe+vdZUmGB7SOFxx0LifdAAJyurtfdju/wB4qavWbN5NKB9Y41L6OnBo6bpzazBPD8cepWKbYbObJXa8vfqlt3slxpHiSkuFqnk92QHm4yAl2c4IPDhc7eKU3p/tEvYfl0197/mei4RwCzBpWfwRKN9PSTmpS5+bwUYx7rzXL0XXe2yGptlt29C0cupPZHVlKyAiojt9WZC0Z+8Y+R5ebcrj/cC5VN01bcamq7wPbL3eJPvANGMHK75393Mptp9Jx+w7uXS/NqWOgipKihibPMQOX54MaSPM4XzqrquavrJ66ocXS1EjpHknmSTkqw4XXjTsd+Kny61ttPfw0ec9NuOcTyeHVYXFLIu1zc+WKcXFa0uZNLTbba14LfiSURFeHy4IiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiKIb5kBDKTZBEOPAohgIiIAiIgCIiAIiAEnAGSUB6ZHJIcMYXfAKDmuacOBB9VkVv7i1UJlqWDjfz5qxVlSaqd0pAAPQDwC4wsc5NJdDeUeVdSSvQjeejV5UeJw6ErsarXiR7qT9VRbDI44DV543/rFON4/SKx1M+yVLbbVObxBowenNPs2qBwWgH4qSJ5/CZw/FR76b+td81p7fmjfUPJmWaS3A3N0PPx6O11erM49fY6+SNp+LQcH5LI6/e/eC818Fx1Bql14q4OTKita2SQDyD+oH4rVxkkHMSO+ah30p/wA475qNbg1XPc4Rf3InY/FsvDf9RbKPwk/qdAad7SGorPdKK6ag0bY9Qso3cfs1a6QxP5Y5gkjPkts1Xbd0jfbLVUjdgbfb7hJERBUUM0bQ2Tw5ta0hvz+BXE5nncMGV5HxVXb7vU2+QOaeJvi0qvlwHF9U6owWn4dfqWlfpZxOE1Y7m2u2/wCWt/fsybXd31Vrm+z6g1LWl9RJyjiJPBAzwYwHoB9eqw6SJ0bi1xGfQrLjc6HUMIp5ZTHJjkM4IViuNguNETJ3bpYvB7Rn5qwxmqoqrSil0S1oosm6eVZK61uU5Pbbe235lsDM+IXswuxkOafxQQTkcQieR54XghzTzBCmfBkft3R67l/ooGNzeq88Tv1j81HiPinUeyQwUQ8+gRZNQiIgCIiAIiIAiIPRAEUQ156AlRIe37zCB8FjZnR5RR4h5fVEGl5mwJNsq6F4jZSyzO/sNJ/cvX80mqakhtPZ52h3m0ldwUeruz/Sgez07w7xPdklLprnbKoj7nTgc6dw93ijzg/ivES4nxuc9VY0kvOX+5aws4dCPt3Rb8kcUnYjVTY++mYYmAZJc3oqFu3lJBL7G6okqatx4WxRN4nE/ALvzRdg2grWuuG5mtrg1p5tooYixnwJaCT81d7nrzZrTsUlHtVoWkknxgVdTCGknzOfeKs8d8Tmt5Ekv8v1I92Thx6VQ6+/6HAdL2ddzLmPaI7EaGlPMPqTwnHwxlW7Ue0/5LwFtxu7JKr+rYB+zquu7t+Ueq6t0mpdQSwQOPKmo4TEwDyznJVZaNF6KpTxT2+OqPi6VvE76lWHrrUusiHzzm9qD+RwfRaSuNZLwlvdMz95/Lkr9atq6271raGiuMcsrv0WNyV3rbafa+imMdXpmkkyOhiVRXW+hbxSaTsdBRRPP3hBzAWZZNnnownJ9FD8GcRXjs461stH9oVMP5jGeI8ljFDtpX10hjZWxNLTzBHRfRq1V1DR0Jiv1sbXZ+9xRhrVIdq7Ze3kxz6Ut8cvj+ZaqW/ifFuZwxsdy96lD8mydCOHVFTyrVH3NS/M4Ej2Rub2F5usI/D/ABUs7J36aRlNb5fa6iQ8McUTMucV3pU642cqYjSx2ahpu85GQQglo8wtpbZao7G+2NtdeqetFffZW8Tny0znvDvJvu4aFIwLOM5DbyIOHx5Xv5HDJzuGRWqZxl97X5nAdk7FGvYrO6+azJtkPDxtix72PUnotVX/AGwqaS8yW+zukqYWO4TLj3fmu9N7N0qPd26iCLVTrXZmOw2jp4/eeP7R/cttbCdkM62scF8EXsdteAY5qqAh0w8w3I5equeTIh7U2VcM+u+bhT1PmRQbH1VVAJJ7n3DvEHHJZHprZaw09SBVXplVU5wyMAHn8F9IN5dG7WbJVdPa7ubXX1UvPumxDvAPMgZwPisCg3P2dpmd/R6UooZ282yCAZHyT1d9i8dGs8+umXLOSTRxZrDs260roftG02uQ07W5GCBn8Fr62bMXmpq3UdyqPY5GnBa5i7k1Rrik1HUcUWqpqKlDs9xDByI8s4WTab13tPbaJkNdbIKuYAcUslPkn16KNmV8QopSxYOT92lr5m+JxXDssfr5pJefj8jhePs33OQcUd3a4eYaoVXZzuVNTvmFy43NH3Q0L6GN3f2kja1kdhhA9Kb/AAVNVbqbXVcEkLLHCO8HX2fp9FTRfpC31ql84fQtXxLg2ulsf/scgbFdiW8bq01VW1M8jWQkhobyWrd6djLltVrCTTUrZXBo4g5zfDK+qPZ63t2Y24oayjuj6pjqiV0gLKR7hg+HutWru0fQ7Q706wj1Fbqm5RNZGYzilIDufXBblelppyHJOzaKi7iFar56mm/I+dWnNubdciPb6yVn/VCyCq2fsPIUdZUOOOfLK7J0Jtvs7pmqM13objcG55B1Of8A4rctJqTs/wBBRimi24ke3GMmiyf/AGrFtGQpew+hYYWfgyrTyYyUvd/sfLS6bUT07c0TpZMdQWqGitvLdcNQwW3U0klNBK4M4+gB9V9Mqmr2DrHSOk0XXR8WcBtKcD6LVGrNt9qL1XuqbdRXOlZnOBAR/wDit6qL5dJs4cR4jiVwTxYy37zUesewDqar0y3VG2kjri1rO8dBnPEMZ90rmG6beamsldNbLtb5aWqgcWSRSsLXNPwX1a2G3as+zzW2auluNxsx6RzREui+HLmPRSu0te+zpu5bftCx6YqotQt+5VMpjEc+Ts8nBdqsa+L5XtrzK6zi1Kq9YpJSXg/0PlCzSV1BBa0gjxCznQ9W601bKfU1IZqQkAv4clo9R4roNm2dGelO35KhuW2NLxBghAz6KRZw6U17TKuPpKv7pftOdnnTO5NqFy0DU0T6pzc91yc1x8iOoK1tuPsPq/Qr3Rar2zlp4XcmVcY4oXevF4LO9J6b1Bom5R3jS90moamN2Q6N2AfQjoV1tth2oqSsom6Z3r0tTXCje3u3VcMYeCOmXxn9yhT4XbX1XUnUcfx7nyylyv39j5TXTbq6yVGbfbxGw+BfyVGdstUDn7NH/tr7Y2rsn9mTcyo/K7b32F/e+9JSMk4oiT4Fh5tKyJ3ZE2OoA2mrtE01PKej3NzGT8fBY3KHQso2WzW1rXmfCh23WpW/8XZ/tKspNvbs0ZqqRp/vL7Qa17AWz2qYOKnndaXn7slG9o/ctH6p/kyrzQNkrNO67ZX0zQS2ORgbJj45wfos/wBotOWjSeRk0vpDZ824NvnOeO/p8N8g8q/WzbTTtUeCpZIw+jyumLv2cNPafuEtpvmspKSrgdwvjdBzB+avWj9udIaQqvaoNX09Sc5xNTZ/euOTgXzrbqlJvyT1+OjjRx6EbOW5JLx3p/hs5crtnbG1vFRtqH+gyf3K3jaaiAw6iq/iGu/gvoJT66sVJGITV2V7emfZCvbNW6YlkDu+s5Lj1NLgfsVAquOQ6epb/wDkX+kuP3twqT36+P8AA/qfOuq2nhb/AJGOpHlljv4K2T7TXwjipKWoePD808/uX1VtUlouUAMF30qzI5B8QBXsWqrq5zDb7zpqQjwZEP4qKuKcUpbjOpLXnZ/4kxRxLFzRs3vyh/M+TD9rNYNP/BVRjzML/wCC8nbLVjfvW6Uf9k/+C+vUW0mq7x73tVjIP6sQKrW9n/VkcR4aqzDI6ez5/YFzl6WWVPls9Wn/AO5/4mf2CEusXL+D+Z8cnaH1BSn32hh/tAj9oU6GwX2Lk9lO8eq+o2tex1X6vLvb7zSMcerYYQP2rA6r+T3rWML6eaWdo8nNBP0VtR6QcPugnddCL8t/rpFdfVmVS1VW5Lz/AJbPn59i3D/Q6b5/4Iu7f9wZc/8Ak+v/ANpv8EUj958M/wCoh/EvqRufO/wZfJluq6DaizSOMML7o8cuGOPDc/FY3da+0VALbNpuOhGeT2/eWwhtBTMIcbnVsDjj3qVzf2hVrtmKanZE9tXW1ZeebWsawAfFxVtU8OD3KcpP37/2IeVHjN0XGuqFcf8At5d/PrI06WXGQhslVUOA8HHCmU81dSnip3uDj6rpO17N6BZRNqrxMz2hoGIZqtvEfT3SrhUaC2roaRsz2Wamcf8ANvl75+f7pXR8QoT1Gpv7kRoej2dJc9uTGPTfWT3+XT5nMQuGoql3A6tkx5clWULdRNqW+zzTTPP6DW8WfwC3zXfkJZGBtPSWqc4+5HTF2fLmsY/Kmioah1VQaSt9LMD7spcQR+C61zleny4/z0jhkY1eG07eIdfHXM3+G/x0WOhdr6tYylbpYyHoHOpi0/MrL7PatUxxCK6WqSm9QQ4fIK3P3N1FM8NkZTSBvLHvfxVrl1Hfa6V05u8lPxHk2N/ID4LjLhV9/TkjH5ssKfSTh+D7bustflqKX4r9TPTY5KuMwzUjun3uYWK3fauy1kzpaioiD+vD3vCf2q0SXS+EFv2/WHPXDzn6KlmpK2qIndUzSOB94ucXFbY/A7qZbVmvgYz/AE2wMuHLLF5v8zX6JlPX7dadp3mOO6QRSN8HOLlbrftxXXi6xWiyUslwq6h4ZFHAwkvPoFtjajZXVm7F6FvtFDI2mjP9Jr5WcMMI8yfE+g5rt/Qe1u2HZ401Jd62qpmTxx5q7tWYD3f2WDwHk0cyrBv9l9lycmefhR++JethUqoLu1v9en39DT3Z+7Dth0rJBq7dSmp664sAkgt3FxQwHrmQ9HOHl0WSb99qqyaApJ9G7biCrvEbTC6ojaDT0fLGBjk5w8hyC1pvV2tLjrY1OmdDCot1mJLJJ8llRUt+I+60+Q5+a54kjgme6VoHnjiPM/it6sOVr57vkaZXF6cODxuHr4y8/h9fkWa9x3HVl2nv2orlPW1tS4vlmldkk/u+CkDTtFjkX4+Cv5p4w0OwwZ8AeamMiBJZGx559SDgqxVUYrSPNu2UnuTMcj0/Ql4aS/r5K8Q6es8TG924veRzyzGF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width="307px" alt="dice"/><br />
그림 1에서 알 수 있듯이 개념 모델에는 외생 변수의 직접 경로가 포함되어 있습니다. 도박 열정 척도의 두 가지 차원에 대해 두 가지 차원의 도박 동기가 지정되었습니다.</p>
<p>설문 조사를 완료 한 사람들에게는 작은 선물이 주어졌습니다. 수집 된 447 개의 설문지 중 18 개의 설문지가 누락 된 데이터로 인해 분석에서 제외되었습니다. 궁극적으로 429 개의 설문지가 코딩되어 분석에 사용되었습니다. 수많은 연구에서 도박 행위의 정서적 상관 관계를 고려했습니다.</p>
]]></content:encoded>
			<wfw:commentRss>https://www.batistarenovada.org.br/site/?feed=rss2&#038;p=1224</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>{Baccarat의 추악한면&#124; The Greatest Solution For Baccarat Baccarat-음모</title>
		<link>https://www.batistarenovada.org.br/site/?p=1188</link>
		<comments>https://www.batistarenovada.org.br/site/?p=1188#comments</comments>
		<pubDate>Wed, 23 Dec 2020 07:35:25 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Rapha]]></dc:creator>
				<category><![CDATA[오바마카지노]]></category>
		<category><![CDATA[007카지노]]></category>
		<category><![CDATA[우리카지노]]></category>
		<category><![CDATA[클럽골드카지노]]></category>

		<guid isPermaLink="false">http://www.batistarenovada.org.br/site/?p=1188</guid>
		<description><![CDATA[처음으로 적합성에 대해 베팅을 한 다음 평생을 위험에 빠뜨리지 않고 많은 돈을 벌 수 있습니다. 온라인 카지노는 최근에 다른 국가의 통화를 사용할 수 있도록 허용했습니다. 따라서 외국 팀에 대한 팬이어야하고 경기 인터넷도 즐기고 싶다면 좋아하는 축구 또는 크리켓 팀의 웹 페이지를 클릭하기 만하면 대안과 치료법을 확인할 수 있습니다. greatest.UFABETWINS.COM은 최고의 … <a class="continue-reading-link" href="https://www.batistarenovada.org.br/site/?p=1188"> Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>처음으로 적합성에 대해 베팅을 한 다음 평생을 위험에 빠뜨리지 않고 많은 돈을 벌 수 있습니다. 온라인 카지노는 최근에 다른 국가의 통화를 사용할 수 있도록 허용했습니다. 따라서 외국 팀에 대한 팬이어야하고 경기 인터넷도 즐기고 싶다면 좋아하는 축구 또는 크리켓 팀의 웹 페이지를 클릭하기 만하면 대안과 치료법을 확인할 수 있습니다. greatest.UFABETWINS.COM은 최고의 온라인 카지노 블로그입니다. 먹튀 검증 회사와 똑바로 사용하고, 속임수를 쓰지 않는 에이전트를 확실히 통과시키지 않습니다. fifty five 개 이상의 테이블은 사람들이 단순히 25 바트를 600,000 바트에 걸기 만하면됩니다. com 축구 내부에서 조사를하기에 충분한 시간을 할애함으로써 확실히 많은 것을 발견하게 될 것입니다.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>은행가가 바카라에서 더 자주이기는 이유는 무엇입니까?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>undefined</p>
</div></div>
</div>
<p>제조 단위 및 경쟁의 증가는 압력솥 사이에 더 많은 옵션이 있음을 의미합니다. 그러나 그것은 또한 평균적인 사람들이 그들이 찾고있는 것을 정확히 찾기 위해 더 많은 스토브 압력솥 리뷰를 검토해야한다는 것을 의미합니다. 스토브 탑 모델을 전기 모델과 분리하면 감소합니다. “마카오”라는 사람은 2009 년 2 월부터 작년 11 월까지 바카라 테이블에 몰래 카메라가 장착 된 카드 상자를 직원과 함께 22 회 가졌다. 공범자들은 그 대가로 9 천 9 백만 원을 받았다고 경찰은 밝혔다. 카지노 직원은 또한 별도의 도박 반지를 제안하여 또 다른 조작 된 카드 상자를 배달 한 것으로 밝혀졌습니다.<br />
딜러가 정말 나쁜 경우 주저하지 말고 테이블을 변경하십시오. 3) 시간에 민감한 상품의 가치가 현저히 하락하여 재판매가 불가능합니다. 결제 조건에 따라 배송비가 부과 될 수 있습니다. 접수 된 모든 피드백을 검토하고 추가 질문이 있으면 연락 드리겠습니다.<br />
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" width="306px" alt="Baccarat"/><br />
일부는이 시대의 다른 곳에서는 볼 수 없었던 낚시 비틀 거림 슬롯을 수행합니다. 선불 보너스의 일부 다양한 특별 행사는 베팅 레스토랑에서 허용되는 끝없는 현금의 배열부터 요금에 대한 비용없이 베터에 이르기까지 다양합니다. 이것은 실제로 불충실하지 않을 수 있으며, 대부분의 사람들은 경제적으로 길이를 함께 확립하여 그에 따라 다른 개인이 중간에 선을 고려하지 않을 것이라는 사실을 감당할 것입니다.</p>
<h2>게임 규칙</h2>
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<h2>바카라에서 플레이어와 뱅커 모두에게 베팅 할 수 있습니까?</h2>
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<p>undefined</p>
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<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>
<p>여기에서 확인하는 것은 처음에 6 점을주고 여기에서 three 점을 확인하려면 점수가 9 점이면 좋습니다. 동시에 우리 집은 대출 회사와 관련하여 최종 결정을 내리는 사람들에 대해 5 %의 금전적 수수료 확인을 포함 할 수 있음을 알 수 있습니다. 그 결과 돈과 관련된 작은 배수관을 자제하기 위해 자신을 사용하여 쉽게 파악할 수 있습니다. 바카라는 단지 단순한 재미의 밤만으로 많은 돈을 벌고 싶다면 내일의 주제와 관련하여 정확히 성공할 수있는 강박적인 게임 플레이의 양이 될 것입니다. Chemin dom fer는 은행이라고하는 주거지와 함께 배틀 러에 관한 대출자 인사말 카드의 가능한 가장 높은 건물 가격에 충돌을 포함하는 간단한 공연입니다. 바카라는 단순히 Las Boob 로케일의 모든 엄청난 페인팅 페인트 롤러가 아니며, 음주 운전 충전 실에 대해 묘사 할 수있을 것 같지 않습니다. 수 커넥션처럼되는 것과 관련된 아이디어는 당신의 집에서 가장 확실하게 받아 들일 것입니다.</p>
<div style='text-align:center'><iframe width='564' height='317' src='https://www.youtube.com/embed/sNMkd-JKVs0' frameborder='0' alt='Baccarat' allowfullscreen></iframe></div>
<p>직원은 자신의 전화 기록에 자주 나오는 번호를 샅샅이 뒤져서 사기에 가담했다고 자백했습니다. 사건 이후 카지노는 숨겨진 카메라로 만들어진 추가 카드 상자를 발견했습니다. 베팅을 마무리하기에 적절한 시간을 결정하는 것은 쉬운 일이 아니며 거의 모든 악취가 나는 집이 확률을 높이고 흥미 진진한 프로모션을 출시하는 즉시 게임 당일에 베팅하는 것이 좋습니다. 무료 보너스를 즉시 무제한 스포츠 리베이트 프로모션으로 매주 3 회, 매일 10 회 입금 광고를 통해 고객에게 제공합니다. 실제로 가장 편리하고 저렴한 유형의 활동을 포함하여 많은 스포츠 이벤트에 매력적인 요소가 있습니다.<br />
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.</p>
<h3>이반 바카라</h3>
<div style='border: black dotted 1px;padding: 11px;'>
<h3>The Best Casinos You’ll Find in Vegas &#8211; GamblingNews.com</h3>
<p>The Best Casinos You’ll Find in Vegas.</p>
<p>Posted: Fri, <a href="https://septcasino.com/">SeptCAsino</a> 13 Nov 2020 19:33:00 GMT [<a href='https://www.gamblingnews.com/blog/best-casinos-in-vegas/' rel="nofollow">source</a>]</p>
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<p>주조 알루미늄으로 만들어졌으며 무게는 약 20 파운드입니다. 하지만 금속으로 만든 21-1 / 2 쿼트 압력솥이라는 점을 감안하면 예상 했어야 했어요. 많은 사람들이 최고의 전기 밥솥이 최고의 스테인리스 스틸 압력솥과 거의 같다고 생각하기 때문에하지 않습니다. 스토브 탑과 전기 밥솥은 작동 방식과 음식 조리 방식이 다르므로 이러한 장치의 장단점을 아는 것이 가장 좋으므로 특정 요리 요구 사항에 맞는 장치를 알 수 있습니다. 최고의 스토브 압력솥에서 무엇을 찾아야하며 전기 모델과 어떻게 다른지 알려 드리고 싶었습니다. 안전하고 현대적인 기기로 간주 될뿐만 아니라 놀라운 요리 결과를내는 기계로도 여겨지며, 이러한 인기로 인해 사용 가능한 압력솥의 수가 증가했습니다. 최고의 스토브 압력솥을 구매하려는 소비자에게 좋은 소식과 나쁜 소식입니다.</p>
<p>둘 다 같은 점수를 받으면 게임은 무승부이며 베팅은 반환됩니다. Lofink Kurt; Lofink Richard. 바카라 플레이와 관련된 디스플레이를 생성하는 방법 및 시스템. 게임을 저장하고, 게임을 분석하고, 게임을 반복하십시오. 또는 예측 게임을 사용하고 베팅 전략을 따를 수 있습니다. 핸드가 9에 가장 가까운 쪽이 승리하고 승자는 원래 베팅 금액을받습니다. 딜러는 플레이어와 뱅커에게 각각 두 장의 카드를 나눕니다.<br />
세 개의 디아 볼로 모양의 바카라 크리스탈 조각이 함께 묶인 절묘한 구슬이나 Brancusi의 기하학적 토템을 닮았습니다. 높이 5m, 가로 3m의 샹들리에는 eight,086 개의 크리스탈과 230 개의 조명으로 구성되어 있습니다. OP Score의 베타 테스트의 경우 각 경기의 특성에 따라 결과가 다소 부정확 할 수 있습니다. 가능한 한 가장 객관적인 등급을 만들 수 있도록 OP Score에 사용되는 지표 및 계산을 개선하기 위해 노력할 것입니다. 역할, 랜딩 페이즈, 킬 / 죽음 / 데미지 / 와드 / 목표에 대한 데미지 등과 관련된 통계를 결합하여 게임 내 사용자 성능을 측정하는 등급 시스템입니다.</p>
<h2>좋은 바카라 선수의해야 할 일과하지 말아야 할 일</h2>
<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.<br />
오히려 당신과 관련된 많은 모든 것이 운에 근거한 약간의 작은 것입니다. 많은 도박꾼이 돈을받은 후 딜러에게 &#8220;팁&#8221;을 주는데,이를 종종 &#8220;팁&#8221;이라고합니다. 온 카지노 사이트 사이트에서는 &#8220;팁&#8221;을 카지노에 전달하고 균등하게 배포해야합니다. 다른 카지노에서 팁은 개별 딜러 또는 딜러의 주요 수입에 속합니다.<br />
일부 시스템에는 공기 센서에 대한 보정 기능이 있습니다. 또한 시스템의 일부에서 Freeze Protect가 시작되는 온도는 다재다능합니다. Jandy 시스템은 eight도 범위에서 대기 ntc33 다운로드를 조정할 수 있습니다. 또한 동결 방지 온도를 34 ~ 42도 범위에서 변경할 수 있습니다. 만족 스러움과 함께 Chemin l&#8217; ordre de fer adaptations는 정확한 양의 솔루션이 필요한 경우에만 웹 사이트에 훨씬 더 까다로운 패키지로 이동합니다. 이러한 BAT 결정 추적기 Flutter Guarantee Monitor는 확실히 실용적인 도구로, 베팅과 관련하여 데이터 파일을 방지하는 데 도움이됩니다.</p>
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		<title>&#8216;매우 아주 매우&#8217;, &#8216;러시안 룰렛&#8217;mvs 비슷한가요?</title>
		<link>https://www.batistarenovada.org.br/site/?p=1140</link>
		<comments>https://www.batistarenovada.org.br/site/?p=1140#comments</comments>
		<pubDate>Thu, 10 Dec 2020 12:49:30 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Rapha]]></dc:creator>
				<category><![CDATA[오바마카지노]]></category>
		<category><![CDATA[더킹카지노]]></category>
		<category><![CDATA[바카라]]></category>
		<category><![CDATA[카지노]]></category>

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		<description><![CDATA[확실히 당신이 얻는 이점 중 하나는 일반적인 비디오 게임에서 접근 할 수있는 상황에 있지 않을 더 많은 보너스와 프로모션을 즐길 수있는 기회를 소유 할 수 있다는 것입니다. 많은 운이 필요한 블랙 잭과 달리 참가자는 룰렛을 할 때 운에 의존 할 필요가 없습니다. 플레이어가 승리를위한 최선의 방법을 배울 수 있다면, 그 … <a class="continue-reading-link" href="https://www.batistarenovada.org.br/site/?p=1140"> Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>확실히 당신이 얻는 이점 중 하나는 일반적인 비디오 게임에서 접근 할 수있는 상황에 있지 않을 더 많은 보너스와 프로모션을 즐길 수있는 기회를 소유 할 수 있다는 것입니다. 많은 운이 필요한 블랙 잭과 달리 참가자는 룰렛을 할 때 운에 의존 할 필요가 없습니다. 플레이어가 승리를위한 최선의 방법을 배울 수 있다면, 그 또는 그녀가이기는 현금의 양을 두 배 또는 세 배로 늘릴 수 있습니다. 블랙 잭은 카지노에서 가장 높은 점수를받는 게임으로 자주 생각됩니다.<br />
그러나 그는 한 순간에 마인드 컨트롤을 잃었습니다. 비디오 슬롯 머신 용 멀티 스핀 회전 휠 보너스. 일반적인 시각적 디스플레이에서 독립적으로 플레이 할 수있는 멀티 플레이어 게임 플랫폼. 빙고 표지판을 무작위로 선택하기 위해 공을 잡는 회전식 룰렛 장치가있는 빙고 게임기. 바퀴와 공이 회전하는 동안 바퀴에 무언가가 들어가면 딜러가 공을 집어“No Spin”을 선언하고 공이 바퀴에서 떨어지면 해당 게임은 No Spin으로 처리됩니다.<br />
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" width="307px" alt="roulette"/><br />
Im은 Jerry Seinfeld, Disney 및 Nintendo와 같은 전 세계 고객과 함께 일하는 다 분야 그래픽 디자이너입니다. 이 때문에 다크 윙은 그를 교전 할 때 여러 번 그를 이겼습니다.<br />
내 파트너와 나는 정직하게 안전한 음악 다운로드는 말할 것도없이 비디오 게임을 다운로드합니다. 그래서 저는 자주 경험할 새로운 버전을 찾으려고 노력하고 있습니다. Brief Fours는 많은 필름 콜로라도 홀덤에 비해 의심 할 여지없이 약간 느립니다. 그럼에도 불구하고 문서는 약 600 개의 손으로 재미를 느끼는 것이 개인적으로 장치를 통해 $ one hundred fifty를 사용하고 20 pct의 최신 감소를 즐기십시오.<br />
슬롯은 당신이 이길 때마다 고정 된 금액을 지불합니다. 카지노는 잭팟이 증가하기 시작하기 전에 일정 시간 동안 사업을해야합니다. 슬롯이 어떻게 작동하는지 이해하지 못할 수도 있지만 이는 직면 한 나쁜 확률 때문입니다. 그 카지노의 역사와 함께 그들은 배당률을 플레이하는 방법을 알고 있습니다. 온라인에서 룰렛을 플레이하는 것이 어렵지 않은 것처럼 온라인으로 인터넷 카지노 잭팟을 가지고 플레이하는 것은 어려울 수 있습니다. 문제는 그 확률이 당신에게 유리하지 않다는 것입니다. 자주 흘리는 이유와이 오류를 해결하는 방법을 이해하지 못하면 온라인에서 많은 현금을 잃게됩니다.<br />
확실히 훨씬 더 인기있는 장소는 &#8220;GreatBlue&#8221;, &#8220;IceLand&#8221;, &#8220;Firefox&#8221;, &#8220;Dolphinfish Saltwater&#8221;, &#8220;Reward Deal with&#8221;에 속합니다. 특정 난이도에 대해 개별 해피 베터는 잭팟에 액세스하는 데 필요한 표현과 일치하는 육지 플릭 포트를 사용할 수 있습니다. 100 % 무료 슬롯은 독창적이고 고가의 비디오 슬롯 머신에 일반 슬롯이 제공하는 현재 존재하지 않는 정의 된 많은 돈을 지불하는 슬롯 머신을 확대하기위한 것입니다. 이익의 내기 요구 사항이 실현 될 때까지 개인이 이득을 취하고 접근하는 것에 의해 인식되는 이점 때문에 어떤 종류의 테이크도 빼앗을 수 없다는 것을 깨닫는 것도 중요합니다.<br />
이것은 비용이 들지 않는 현대 도박 시설 멕시코 항목에 거의 투입되지 않고 &#8216;추가적인 재 작성에 나타나기 시작했습니다. 이러한 명명법은 Usa Empire 내부에서 &#8216;무료 청구서 이동&#8217;을 구현하기위한 일반적으로 금지 된 것만 큼 작습니다. 하나의 절차 어떤 사람이 확실히 이상적인 온라인 카지노 거주지입니까? 소홀한 참가자를 보는 것 외에도 참가자를 조심스럽게 읽을 것입니다.</p>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/BDgHByhoziw' frameborder='0' alt='gambling' allowfullscreen></iframe></div>
<h2>하우스 베팅</h2>
<p>이미 케 랄라의 문화 수도로 알려진 이곳은 교육 허브로 빠르게 발전하고 있습니다. 나는 위스콘신에서 온 fifty one 세의 유머러스 한 여성이다. Enalo, 꽉 찬 테라스에서 작은 방을 빌리기 위해 월급의 절반을 폭격했습니다.</p>
<h3>최신 Tv 수요 경쟁</h3>
<div style='border: black dashed 1px;padding: 14px;'>
<h3>&#8216;I was £400,000 down&#8217; &#8211; Former Arsenal star Bendtner opens up on gambling addiction &#8211; Goal.com</h3>
<p>&#8216;I was £400,000 down&#8217; &#8211; Former Arsenal star Bendtner opens up on gambling addiction.</p>
<p>Posted: Fri, 13 Nov 2020 23:18:00 GMT [<a href='https://www.goal.com/en-us/news/i-was-400000-down-former-arsenal-star-bendtner-opens-up-on/p3dq820cuyz91139yualglja5' rel="nofollow">source</a>]</p>
</div>
<p>블랙 잭, 카드 게임, 룰렛과 같은 많은 다른 게임이 동일한 사용자 인터페이스를 사용하여 플레이 될 수 있지만, 많은 게임이 플레이어에게는 덜 복잡 할 수 있습니다. 이에 대한 좋은 예는 바카라 또는 러 미와 같은 카드 게임이 될 것입니다.</p>
<p>이러한 장려는 아마도 특정 참가자를 위해 마련 될 것입니다. 항상 최고의 배당률 및 / 또는 지불금을 제공하는 위치에 베팅을합니다. 이 게임은 어렵지 않으며 정기적 인 지출 표에 따라 지출합니다. eight 월 28 일까지 크립토 카지노는이 새로운 슬롯을 위해 매일 플레이어 입금에 대해 최대 forty five %의 매치를 추가합니다.</p>
<p>둘째, 보안관 게임은 자신의 현장 활동에서 특정 크기의 애니메이션 그래픽 그림을 제공합니다. 새로운 전문가가 <a href="https://bollywood-media.com/TheKing_Casino">더킹카지노</a> 돈을 잃을 것이라는 사실에 대한 Farmville에 대한 승인 된 개념. 그럼에도 불구하고 실수에 대해 공부해야하며 과거에 힘들게 번 돈을 잃었거나 잃어버린 것을 고려하여 비슷한 오류를 판단해서는 안됩니다. 룰렛 차트를 꼼꼼히 확인하여 게임에 성공하기 위해 공부할 수 있습니다. 블랙 잭과 관련된 특정 그래프 및 / 또는 차트를 살펴 보는 것은 실제로 흥미롭고 흥미로운 일입니다.<br />
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" width="303px" alt="the stakes"/><br />
Goal Catcher, Lightning Chopper라고 불리는 실제 Take about A 많은 돈 행동을 좋게 할 수 있습니다. 관리가 필요하거나 단순히 인내하거나 독점이 이제는 사실입니다. 오후 세 번째 구성 요소는 링크 선택을 포함하여 많은 사용자 또는 수백 가지의 다양한 도박 시설 에지를 포함하여 매 순간 제공되는 추가로 절대적으로 무료로 제공됩니다. 온라인 카지노에서 게임을 할 때, 구매를 결정하기 전에 그들의 이용 약관을 매우주의 깊게 확인해야하며 따라야하는 모든 규칙과 규정을 이해하기 위해 모든 내용을 읽어야합니다. 카지노를 선택할 때 명심해야 할 가장 중요한 것은 옵션으로 룰렛과 블랙 잭을 제공한다는 것입니다. Contributors Construction은 참가자들에게 제공 할 수있는 수량 구매자 지원에 자부심을 느낍니다.</p>
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<h2>도박이 윤리적입니까?</h2>
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<p>undefined</p>
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</div>
<h3>스테이크를 어떻게 배치합니까?</h3>
<p>이것이 그가 탐지를 피하기 위해 특별한 규칙 세트를 개발해야했던 이유이며 그는 당신이이 같은 지식을 무료로 받기를 원합니다! 탐지를 피하고 금지 될 가능성을 낮추는 그의 특별한 규칙 세트를 배우기 위해.</p>
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			<wfw:commentRss>https://www.batistarenovada.org.br/site/?feed=rss2&#038;p=1140</wfw:commentRss>
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		<title>삼성 블랙 잭 해킹</title>
		<link>https://www.batistarenovada.org.br/site/?p=1138</link>
		<comments>https://www.batistarenovada.org.br/site/?p=1138#comments</comments>
		<pubDate>Thu, 10 Dec 2020 12:49:29 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Rapha]]></dc:creator>
				<category><![CDATA[오바마카지노]]></category>
		<category><![CDATA[더킹카지노]]></category>
		<category><![CDATA[에비앙카지노]]></category>
		<category><![CDATA[카지노사이트]]></category>

		<guid isPermaLink="false">http://www.batistarenovada.org.br/site/?p=1138</guid>
		<description><![CDATA[다른 약물의 베팅이 감소하는 동안 상당한 베팅을했다면 잠재 고객을 확보 할 수있는 기회를 혼자서 얻게됩니다. 실제 딜러가 실패하면 회사 상대보다 더 많은 것을 얻을 수 있습니다. 반대로 여러 다른 플레이어 또는 적어도 주요 적이 스포츠 북이 높으면 딜러가 좋은 편을 얻을 수 있다면 작은 베팅을하고 적은 손실을 입을 수 있습니다. … <a class="continue-reading-link" href="https://www.batistarenovada.org.br/site/?p=1138"> Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>다른 약물의 베팅이 감소하는 동안 상당한 베팅을했다면 잠재 고객을 확보 할 수있는 기회를 혼자서 얻게됩니다. 실제 딜러가 실패하면 회사 상대보다 더 많은 것을 얻을 수 있습니다. 반대로 여러 다른 플레이어 또는 적어도 주요 적이 스포츠 북이 높으면 딜러가 좋은 편을 얻을 수 있다면 작은 베팅을하고 적은 손실을 입을 수 있습니다. Contrarian 플레이어는 일반적으로 테이블에있는 PC 카드보다 크기를 추측하는 데 더 신경을 씁니다. 분명히, 온라인 페이딩 블랙 잭 토너먼트 형식과 같은 주된 이유 중 하나는 각 기타 연주자가 견디기 위해 처리해야하는 엄청난 수준의 힘을 래칫하는 것입니다. 결과적으로 이러한 종류의 형식은 모든 온라인 플레이어에게 이상적이지는 않습니다.</p>
<p>방법에 대한 보상 도박은 엄청난 손실을 입었을 때 의심 할 여지없이 보증이 줄어들 수 있습니다. 플레이어는이 특정 베팅 장치가 자신의 시스템에서 가장 건전 할 수 있습니다. 훌륭한 베팅 프로그램의 예는 Paroli 도박 시스템입니다. 이 시스템은 뛰어난 줄무늬 내에서 사용할 수 있습니다. 많은 골퍼가 선택하는 것은 최종 진행 과정에서 수여됩니다. 온라인 플레이어가 많은 사람들을 얻으면 베팅이 향상됩니다.<br />
게임의 목적은 카드를 총 21 장 또는 가능한 한 21 장에 가깝게하여 딜러의 패를이기는 것입니다. 딜러는 뽑기 규칙에 따라 플레이어와 뱅커의 핸드에게 카드를 뽑습니다.이긴 핸드는 9에 가장 가까운 핸드입니다. 플레이어와 뱅커 핸드는 각각 2 ~ three 장의 카드를받습니다.</p>
<h2>게임 옵션</h2>
<p>그러나 다른 주요 전략적 문제에 대한 일반적인 해결책은 불가능하며 개별 상황에 대한 자세한 조사가 필요합니다. 사례 분석을위한 공식과 방법이 명시되어 있지만 계산 세부 사항은 생략되었습니다. 마찬가지로 플레이어의 수학적 기대에 대한 공식이 명시되어 있지만 수치 평가는 설명되어 있지 않습니다.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>당신은 2를 분할합니까?</h2>
</div>
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<p>전략 # 1 : 항상 어려운 상황에서 두 배 감소 11.<br/> 전략 # 2 : 항상 8과 에이스의 쌍을 나눕니다.<br/> 전략 # 3 : 5 초 또는 10 쌍을 분할하지 마십시오.<br/> 전략 # 4 : 딜러의 2 또는 3 UPCARD에 대해 항상 어려운 12를 누르십시오.<br/> 전략 # 6 : 딜러의 UPCARD가 9 이하일 때 항상 10에서 두 배로 감소합니다.<br/> 더 많은 아이템 • 플레이하는 핸드의 최소 48 %를 이길 것으로 예상 할 수 있습니다. 하지만이 수치는 블랙 잭 전략을 사용하여 게임을 강화할 때 증가합니다. 평균적으로 당신은 당신이 딜링 한 핸드의 43 %를 가진 어려운 12에서 17의 핸드를 기대할 수 있습니다. 이러한 핸드 값은 일반적으로 손실되지만 기본 블랙 잭 전략이 도움이 될 수 있습니다. 갈 수없는 플레이어가 있으면 버린 카드 더미에서 맨 위 카드를 가져옵니다. 와일드 카드는 다음과 같습니다 : 8은 다음 플레이어를 놓치게하고 (two eights는 두 번 놓친 경우 등), king은 플레이 방향을 반대로하지만, 둘 다 올바른 수트 나 랭크에서 플레이해야합니다. 결론 : 비록 당신이 3을 상대로 12로 부자가 될 수는 없지만, 어떻게 플레이하든 안타가 더 나은 플레이입니다. 왜냐하면 장기적으로는 스탠딩에 비해 돈을 절약 할 것이기 때문입니다. # 4를 재생합니다. 딜러의 9, 10 또는 에이스와 8을 나누지 않습니다. 딜러의 9, 10 또는 Ace에 대한 16은 패자입니다. 기본 전략은 업 카드 2 ~ 6에 대해 하드 13에 서있는 것이 좋습니다. 이는 딜러를 파괴 위치에 놓기 때문입니다. 반대로 딜러가 카드 7에서 에이스까지 보여줄 때 하드 13에 대한 최적의 접근 방식은 히트를 치는 것입니다. 일반적인 블랙 잭 게임에서 모든 플레이어의 주된 목표는 총합이 21에 가까운 카드를받는 것입니다. &#39;5 카드 찰리 규칙&#39;이라고도하는 블랙 잭 5 카드 트릭은 포인트입니다. 5 장의 카드를받은 플레이어가 자동으로 게임에서 승리하는 게임입니다. $ 10 베터가 1-2-3-5 베팅 진행을 사용하는 경우 평균 베팅은 $ 20입니다. 한 시간 동안 그는 평균 $ 20 x 80 핸드 또는 $ 1600의 베팅 가치가 있습니다. 카지노의 예상 승리는 $ 1600 또는 $ 8의 0.5 %입니다. 즉, $ 10 프로그레시브 베터는 $ 10 플랫 베터보다 시간당 두 배의 손실을 입습니다. 기본 전략 플레이 1. 딜러가 2-6 일 때 패가 12-16 일 때 서십시오.<br/> <a href="https://bollywood-media.com/">바카라사이트</a> 2. 딜러가 7-Ace를 가지고있을 때 당신의 패가 12-16 일 때 명중하십시오.<br/> 3. 항상 에이스와 8을 나누십시오.<br/> 4. 더블 11 대 딜러의 2-10.<br/> 5. 에이스 -6을 누르거나 두 번. 얼굴 카드 (잭, 퀸, 킹)는 모두 10의 가치가 있습니다. 에이스는 1 또는 11의 가치가 있습니다. 에이스 값이 11 인 핸드를 &quot;소프트&quot;라고합니다. 즉, 추가 카드를 가져도 핸드가 터지지 않습니다. 에이스의 값은 핸드가 21을 초과하지 않도록 1이됩니다. 딜러가 10보다 낮은 카드를 보여주고 있다면 더블 다운하는 것이 좋습니다. 카지노 규칙에 따라 딜러가 소프트 17에 도달해야한다고 규정하는 경우 딜러가 카드를 올리는 것과 상관없이 항상 11을 두 배로 줄여야합니다. 카드 계산은 플레이어가 외부 카드 계산 장치를 사용하지 않거나 카드 계산을 도와주는 사람을 사용하지 않는 한 미국 연방, 주 및 지역 법률에 따라 불법이 아닙니다. 카드 카운터를 식별하려는 노력의 일환으로 카지노는 카운터라고 생각되는 플레이어를 금지 할 수 있습니다. 당신은 시간당 더 적은 핸드를 플레이 할 것입니다. 집에 대한 기본 전략을 사용하면 시간이 지남에 따라 돈을 잃을 것입니다. 이 게임은 실제 확률이 허용하는 것보다 약간 적은 금액을 지불하도록 설계되었습니다. 따라서 더 많은 핸드를 플레이할수록 하우스가 당신의 돈을 &quot;승리&quot;할 가능성이 높아집니다. 대부분의 레크리에이션 블랙 잭 플레이어 (카드 카운터가 아닌)는 최소 $ 10 (핸드 당) 이하의 테이블에서 플레이합니다. 이들은 초보자를 유치하기 때문에 카지노에서 수익성이 있습니다. 이 페이지에서 설명했듯이 블랙 잭 핸드를 이길 확률은 약 42.22 %입니다. 무승부가 연승에 합산된다고 가정하면 연속으로 블랙 잭의 10 패를 이길 확률은 약 0.018 % 또는 5555 분의 1입니다. 무승부를 무시하면 약 0.046 % 또는 2174 분의 1입니다. 좌석 위치는 시간이 지남에 따라 게임을 변경하지 않습니다. 플레이어가 앉는 위치는 시간이 지남에 따라 수학에 중요하지 않습니다. 단기적으로는 누가 테이블에 앉아 있는지, 어디에 앉아 있는지에 따라 다른 카드를 볼 수 있습니다. 소개. 드물게 블랙 잭에서는 플레이어가 버스 팅없이 특정 수의 카드 (보통 5 ~ 7 장)에 도달하면 플레이어가 자동으로 승리한다는 규칙이 있습니다. 이것을 &quot;찰리&quot;라고합니다. 플레이어가 버스 팅없이 7 장 이하의 카드로 자동으로 이기면 그 규칙을 &quot;세븐 카드 찰리&quot;라고합니다.</p>
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<p>대부분의 카지노에서는 단일 자금으로 플레이 할 수 있습니다. 일부 카지노에서는 선택한 계정을 사용할 수 있지만 다른 카지노에서는 그렇지 않습니다. 온라인 카지노는 예금이 필요하지 않으므로 블랙 잭을 처음 접하는 플레이어는 많은 돈을 들이지 않고도 게임을 즐길 수 있습니다. 블랙 잭 테이블을 플레이하기 전에 가장 먼저해야 할 일은 사용할 덱을 선택하는 것입니다.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="blackjack"/></p>
<h3>프로와 같은 블랙 잭을 얼마나 정확하게 플레이하고 큰 승리를 거두는가!</h3>
<p>이것은 플레이하지 않은 카드를 얻을 수있는 기회를 제공합니다. 이 기회를 가장 먼저 정복 한 플레이어가 게임에서 승리합니다. 기본적으로이 투자 전략을 사용하면 필드의 나머지 부분과 다른 과정을 진행할 수 있습니다.<br />
목표는 카드의 손에있는 숫자의 합이 딜러를 이기지 만 21을 넘지 않도록하는 것입니다. 대답은 하나의 원형에서 다른 원형으로 재생되는 모든 것 중 가장 좋은 활동을 통해 그들이 톡톡 튀어 나오면서 긴장을 풀고 지켜봐야한다는 것입니다. 이것은 cartomancy rely와 매우 유사 할 수 있습니다.이 절차는 웹 기반 베팅 하우스를 보지 않는다는 문서화가 필요합니다. 그러나 이것이 블랙 잭에 대한 플레이어들 사이에서 확립 된 이익을 증가시키는 유일한 방법입니다.<br />
플레이어는 돈을 넣은 후 핸들이나 버튼으로 릴을 회전합니다. 로테이션이 중지되면 플레이어는 조합에 대한 상금을 얻을 수 있습니다. 게임은 지불금 테이블에서 가장 많은 상금을 얻는 것입니다. 플레이어는 먼저 앤티 베팅을 한 다음 각 플레이어와 딜러는 3 장의 카드를받습니다. 그런 다음 플레이어는 뽑은 세 카드의 값에 따라 추가 베팅을하거나 폴드하고 패를 몰수 할 수 있습니다. 블랙 잭은 가장 인기있는 카지노 테이블 게임 중 하나입니다.</p>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/eyoh-Ku9TCI' frameborder='0' alt='blackjack' allowfullscreen></iframe></div>
<p>선택한 온라인 카지노는 게임을 플레이하기 위해 보증금 또는 청구 카드없이 등록 할 수 있어야합니다. 이는 주 면허위원회에서 요구하며 온라인 블랙 잭을 플레이하기 위해 입장료를 지불해야하는 위험이 없음을 보장합니다. 온라인 블랙 잭은 다른 카지노 게임 중 가장 낮은 하우스 이점을 제공합니다. 좋은 전략을 사용하면 온라인 블랙 잭이 실제 현금 도박만큼 수익성이 있기 때문입니다.</p>
<p>인터넷 온라인 카지노 슬롯에서 성공할 수있는 신비한 약물은 없습니다. 현미경으로 침상 한 석판은 침 상식 비디오 포커 기계를 취미로 빠르게 재배 한 목재로 바꿔야했습니다. 우리 기록과 관련하여 도박 시설에 거의 모든 미국인 세트는 실제로 내구성있는 성격과 순위를 위해 인력을 통해 지원됩니다. 그러나 무선이 동작을 이해하는 것과 함께 다운로드하는 기술을 얻는다면 소프트웨어는 모든 가능성을 통해 갬블링 하우스 게임에 대한 우수한 최신 결과를 제공합니다. 그것은 카지노에서 발견되는 오래 지속되는 최소한의 포크를 위해 설계된 우수한 간판 일뿐입니다. 룰렛은 카지노에서 진행되는 라이브 카지노 게임입니다. 마지막 카드를 사용했는지 여부에 관계없이 도박을하는 블랙 잭과 매우 유사합니다.</p>
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<h3>How to Play Blackjack with Friends Online (No Download) &#8211; PokerNews.com</h3>
<p>How to Play Blackjack with Friends Online (No Download).</p>
<p>Posted: Mon, 06 Apr 2020 07:00:00 GMT [<a href='https://www.pokernews.com/casino/play-blackjack-with-friends.htm' rel="nofollow">source</a>]</p>
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<p>슬롯 수리, 온라인 카지노 kostenlos 보너스. 딜러가 카드를 열면 딜러의 합계가 17 이상이어야합니다. 그렇지 않으면 딜러는 계속해서 카드를 뽑아야합니다.</p>
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