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	<title>It&#039;s @cloften &#187; choegocasino.com</title>
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		<title>인터넷 베팅 하우스를 통해 내 시간을 유지하는 가장 간단한 방법</title>
		<link>http://www.cloften.com/?p=3090</link>
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		<pubDate>Sat, 28 Nov 2020 15:07:19 +0000</pubDate>
		<dc:creator>JonDod</dc:creator>
				<category><![CDATA[choegocasino.com]]></category>
		<category><![CDATA[www.access35.xyz]]></category>
		<category><![CDATA[카지노]]></category>

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		<description><![CDATA[그럼에도 불구하고 논란이되고있는 고정 배당률 베팅 단말기의 수익률이 높아짐에 따라 육상 기반 마권업자 수입은 안정적으로 유지되었습니다. 이는 베팅 매장의 수익과 관련하여 17 억 달러를 차지하고 fifty six %를 차지했습니다. 이 기계들은 &#8216;미디어와 정치인들이 높이 치는 거리의 크랙 코카인&#8217;이라고 불린다. 이 수치는 또한 영국의 주류 언론에 충격을 주었고, 번화가 북 메이커가 놀라운 속도로 영국의 도심을 통해 [...]]]></description>
			<content:encoded><![CDATA[<p>그럼에도 불구하고 논란이되고있는 고정 배당률 베팅 단말기의 수익률이 높아짐에 따라 육상 기반 마권업자 수입은 안정적으로 유지되었습니다. 이는 베팅 매장의 수익과 관련하여 17 억 달러를 차지하고 fifty six %를 차지했습니다. 이 기계들은 &#8216;미디어와 정치인들이 높이 치는 거리의 크랙 코카인&#8217;이라고 불린다. 이 수치는 또한 영국의 주류 언론에 충격을 주었고, 번화가 북 메이커가 놀라운 속도로 영국의 도심을 통해 확산되고 있다는 자체 인식을 불러 일으켰습니다.</p>
<h2>배송 정보</h2>
<p>이번 주 인디애나 폴리스에서 열린 제 84 차 미국 시장 회의에서 USCM은 레크리에이션 베팅을지지하는 결의안을 승인했습니다. 미국의 거의 만장일치로 시장을 계속 금지하고 있기 때문에 웹 사이트를 베팅하는 수많은 해외 레크리에이션 베팅이 미국을 대상으로합니다. 그러나 일반적인 레크리에이션 베팅이라는 의견은 활동에 대한 도박을 원하는 사람들을 지원하기 위해 완화되는 것 같습니다. Thompson에 따르면, 네 명의 남자는 지난 12 개월 동안 NFL 시즌에만 불법 베팅으로 9 억 2700 만 달러를 모았습니다. Brooklyn 지방 검사 Ken Thompson은 6 월 30 일 웹에서 스포츠 도박 링을 관리 한 혐의로 fifty seven 건의 기소로 four 명이 기소되었다고 발표했습니다. Thompson은 그룹의 전선 공간이 코스타리카의 산호세에 있었다고 말합니다.<br />
1 년차와 동일한 종류의 베팅이있는 경우 전체 베팅은 최대 £ 6,240이됩니다. 다시 한 번 20 % ROI를 달성하면 £ 7,488로 연말을 마감하게됩니다. 이는 1 년 대비 £ 248 인 £ 1,248의 수익입니다. 이제 12 개월 동안 매주 ROI와 수익을 공유 할 수 있다고 상상해보십시오.<br />
내가 지식이 풍부한 도박꾼이라고 누군가에게 말할 때마다 그들은 내가 포커 참가자를 의미한다고 생각했습니다. 그것은 분명히 돈을 도박으로 만드는 가장 잘 알려져 있고 잘 이해 된 접근 방식 일 것입니다. 그러나 그것은 또한 모든 사람들이 그것을 시도하는 결과로 가장 어려운 것 중 하나임을 의미합니다.</p>
<p>한편 Frank Pallone (D-NJ) 의원은 대법원의 판결에 대해 잘 준비되어있었습니다. 플레이어의 개인 정보 및 데이터 보안을 보호하기위한 보호 장치 그리고 소비자를위한 자원 메커니즘. Pallone 의원의 입법은 공화당이 통제하는 의회에서 견인력을 얻지 못할 것으로 보입니다. 이는 일부 유권자들이 eleven 월 중간 선거에서 민주당의 물결에 &#8220;하원을 배팅&#8221;해야한다는 것을 의미합니다.<br />
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width="301px" alt="the stakes"/><br />
온라인 도박으로 인한 세금, 규제 및 경쟁의 증가로 인해 200 개가 문을 닫으면서 베팅 상점의 수는 지난 2 년 동안 실제로 감소했습니다. 126 억 달러 중 영국인은 온라인 도박에 36 억 파운드, 내셔널 복권에 33 억 파운드, 도박 상점에 32 억 파운드를 지출했습니다. 브렉 시트가 우리에게 보여준 것이 있다면, 영국인들은 위험을 감수하는 것을 꺼려하지 않는다는 것입니다. 이것이 아마도 그들이 작년에 우연의 게임에 대해 기록적인 126 억 파운드 (167 억 달러)를 도박 한 이유 일 것입니다. 그들의 나라는 최근 마닐라에있는 두 개의 카지노가 올해 초 방글라데시 은행 강도 사건에서 돈을 세탁하는 데 사용되었다는 사실이 밝혀진 후 당황했습니다. 나중에 처음 만난 내각에서 새로 취임 한 대통령은 온라인 도박을 마쳤습니다. 이 지역의 다양한 소식통에 따르면 Duterte는 내각 직원들에게 인터넷 도박 기업과 전자 빙고에 대한 단속을 권고했습니다.</p>
<h3>유럽 소매 업체가 Ai에 베팅하는 이유</h3>
<div style='border: black dotted 1px;padding: 13px;'>
<h3>Comprehensive Analysis On Mobile Gambling Market Based On Types And Application &#8211; The Daily Philadelphian</h3>
<p>Comprehensive Analysis On Mobile Gambling Market Based On Types And Application.</p>
<p>Posted: Fri, 20 Nov 2020 04:06:35 GMT [<a href='https://thedailyphiladelphian.com/news/280939/comprehensive-analysis-on-mobile-gambling-market-based-on-types-and-application/' rel="nofollow">source</a>]</p>
</div>
<p>이러한 베팅은 매우 간단하며 초보자에게 좋은 출발점으로 작용합니다. 그렇기 때문에 선호하는 말이 더 낮은 지불금을 제공합니다. 더 많은 사람들이 좋아하는 것에 베팅하는 경향이 있으므로 선호하는 사람이 이기면이 말에 할당 된 풀의 섹션을 더 많은 개인에게 나누어야합니다. 롱샷 말이 이기면 그 말을 뒷받침하는 개인이 줄어들 기 때문에 모든 사람이 추가 상금을 축적합니다. 기본적으로 미러 웹 사이트를 사용하면 등록, 계정, 입금, 베팅, 수익성있는 콘테스트 및 추가와 함께 원본과 동일한 작업을 수행 할 수 있습니다. 기본적으로 미러 웹 사이트를 사용하면 등록, 로그인, 입금, 베팅, 선물하기 등과 함께 단위와 같은 동일한 작업을 수행 할 수 있습니다. 고정 가격과 예상 배당 베팅 시스템을 결합했습니다.</p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/kvT_yIVI2Qw' frameborder='0' alt='gambling' allowfullscreen></iframe></div>
<p>스포츠 베팅 사업은 규제 기관 및 라이센서와 같은 관련 기관과의 업무 분배를 통해 공정하고 투명합니다. Gamble City 추천 코드를 사용하고 Gamble City 웹 사이트에서 <a href="https://choegocasino.com/">바카라</a> 보너스, 무료 베팅 및 기타 프로모션을 받으세요. 경기장은 31,000 명을 수용 할 수 있으며 연중 내내 매주 금요일과 토요일에 30 분 간격으로 9 ~ 10 개의 레이스를 볼 수 있습니다. 여기에는 12 월 마지막 주, 1 월 1 일, 7 월 마지막 주, 가장 더운 날인 8 월 1 일은 제외됩니다. 한국에는 3 개의 경마 공원이 있는데 나머지는 서울과 부산에 있지만 제주도는 경기장의 크기가 작고 1 년에 방문하는 사람이 적고 보존을 염두에두고 지어진 점이 눈에 띈다. GOLF.com에 따르면 11 명의 골프 전문가 중 7 명은 Woods가 승자가 될 것이라고 예상합니다. Oddsshark에서 Wood의 승리 배당 수익률은 Mickelson의 1.sixty five보다 낮은 zero.53입니다.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="the stakes"/></p>
<h2>도박 중독</h2>
<p>잉글랜드 축구의 두 번째 부문은 어떤 일이 일어날 수있는 용서할 수없는 곳입니다. 핵심적이고 껄끄 러 우며 좋은 승률을 가진 목표로 가득 차 있습니다.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>베팅에서 +200은 무엇을 의미합니까?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>undefined</p>
</div></div>
</div>
<p>AmWager Horse Racing $ a hundred 보너스. &#8220;상반기 동안 2.5 개 이상의 목표&#8221;를 달성하는 것도 생각할 수있는 사항입니다. 이 바이에른 대 리옹 제안 선택의 제목이 이미 보여 주듯이, 바이에른이 결승전에 진출하기 위해 베팅하는 수준은 거의 없습니다.</p>
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