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	<title>Agora Ministries &#187; Crypto Reviews</title>
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		<title>Cardano Ada</title>
		<link>http://de.agoraministries.org/index.php/crypto-reviews-7/cardano-ada/</link>
		<comments>http://de.agoraministries.org/index.php/crypto-reviews-7/cardano-ada/#comments</comments>
		<pubDate>Wed, 21 Jul 2021 22:13:31 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Crypto Reviews]]></category>

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		<description><![CDATA[Det är däremot inte någon person eller organisation som har kontroll över fonden. Istället är det ett smart kontrakt som kan dela ut delar av fonden förutsatt att nätverket röstar igenom ett förslag som kommit in från en utvecklare. Det som är unikt med Cardano är däremot att blockkedjan ska vara säkrare, snabbare och mer [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Det är däremot inte någon person eller organisation som har kontroll över fonden. Istället är det ett smart kontrakt som kan dela ut delar av fonden förutsatt att nätverket röstar igenom ett förslag som kommit in från en utvecklare. Det som är unikt med Cardano är däremot att blockkedjan ska vara säkrare, snabbare och mer skalbar än dess ”konkurrenter”.</p>
<ul>
<li>Det som är unikt med Cardano är däremot att blockkedjan ska vara säkrare, snabbare och mer skalbar än dess ”konkurrenter”.</li>
<li>Detta sker genom att hålla ADA i en Yoroi-wallet.</li>
<li>Via ett enkelt program kan vem som helst skapa enkla smarta kontrakt som kan interagera med blockkedjan.</li>
<li>Här publiceras artiklar med kunskap som är bra att känna till för att lyckas bättre med aktiehandel, valutahandel, fonder, CFD-kontrakt och spartekniker.</li>
</ul>
<p>Att den kan interagera med flera andra blockkedjor. Man fokuserar på att etablera Cardano i utvecklingsländer där banksystemet är dåligt. Efter det att stridigheterna hade pågått i två år hade IOHK och Emurgo dock lyckats begränsa makten hos Cardano Foundation.</p>
<p>Nedan kan du läsa vår guide där vi med steg-för-steg förklarar hur du går tillväga för att köpa Cardano snabbt och billigt. Det finns även en jämförelse av de bästa handelsplatserna att handla Cardano på. Det första steget är att köpa Cardano på en handelsplats. Vi hjälper dig att jämföra och välja bäst plats för dig!</p>
<h2>Vad Styr Priset?</h2>
<p>Enligt grundarna av Cardano var syftet med att skapa denna plattform att förändra hur kryptovalutor är designade och utvecklade. Deras övergripande fokus låg på att skapa ett antal innovationer. Men även att tillhandahålla ett mer “balanserat och hållbart ekosystem“. Detta nya ekosystem ska vara bättre anpassat efter användarnas behov och andra system som vill kunna integreras. Cardano är en offentlig blockchain-plattform och använder en egen kryptovaluta som kallas för ADA. Denna kryptovaluta är skapad för att fungera som digitala kontanter.</p>
<p>Dessutom går det att få passiv avkastning bara genom att hålla dem i en wallet. Att investera i ADA innebär en förhoppning om att Cardano blir en av framtidens självklara blockkedjor. En blockkedja som ”fogar samman” olika blockkedjor till ett fungerande ekosystem. Det är ett extremt komplext projekt – som om de når målet kan bli extremt lyckosamt. Är du inte helt säker på vad Cardano är och vad man kan använda den till? Funderar du på att köpa Cardano, men du vet inte riktigt hur?</p>
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" width="309px" alt="cardano"/></p>
<p>För att det inte ska bli ett fåtal stora pooler finns en gräns för hur mycket en pool kan tjäna. Med andra ord – vid för mycket staking kommer avkastningen minskas succesivt. Det i sig är ett incitament för de som delegerar att välja en annan pool. Det finns idag hundratals kryptovalutor, på olika blockkedjor. De flesta kan inte interagera med varandra – exempelvis var det länge omöjligt att skicka Bitcoin till Ethereum.</p>
<h3>Är Det Säkert Att Använda Cardano?</h3>
<p>Det är en stor marknad med utrymme för olika typer av kryptovalutor. <a href="https://bitcoinera.se/genetics-pioneer-george-church-for-att-auktionera-sitt-genom-som-en-nft/">https://bitcoinera.se/genetics-pioneer-george-church-for-att-auktionera-sitt-genom-som-en-nft/</a> passar bra i en portfölj av kryptovalutor. Mycket beror på antal användare och applikationer.</p>
<p>Vilket kanske är inte konstigt eftersom <a href="https://bitcoinera.se/">https://bitcoinera.se/</a> skapades av Ethereums tidigare VD. Det är säkert att använda Cardano och kryptovalutor som bygger på blockchain-teknologi. På många sätt är Cardano säkrare än det nuvarande finansiella systemet. Kryptovalutan skyddas av kryptografi istället för lagstiftning som innehåller misstag och brister från människor. Det finns och kommer alltid finnas kryphål i lagar.</p>
]]></content:encoded>
			<wfw:commentRss>http://de.agoraministries.org/index.php/crypto-reviews-7/cardano-ada/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bästa Goggles Och Skidglasögon 2021</title>
		<link>http://de.agoraministries.org/index.php/crypto-reviews-7/basta-goggles-och-skidglasogon-2021/</link>
		<comments>http://de.agoraministries.org/index.php/crypto-reviews-7/basta-goggles-och-skidglasogon-2021/#comments</comments>
		<pubDate>Thu, 29 Apr 2021 22:20:26 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Crypto Reviews]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=27779</guid>
		<description><![CDATA[Referendum förhållit sig i den moderna amerikanska referendumrörelsen. Och har sedermera livligt diskuterats både i amerikansk och europeisk litteratur. Vilket torde vara ett av de tidigaste exemplen på denna terms användning. Att den icke spelar en så alldeles betydelselös roll som man vanligen föreställer sig. För att orka med vardagen behöver anhöriga ofta hjälp med [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Referendum förhållit sig i den moderna amerikanska referendumrörelsen. Och har sedermera livligt diskuterats både i amerikansk och europeisk litteratur. Vilket torde vara ett av de tidigaste exemplen på denna terms användning. Att den icke spelar en så alldeles betydelselös roll som man vanligen föreställer sig.</p>
<p>För att orka med vardagen behöver anhöriga ofta hjälp med insatser till den person som de hjälper eller vårdar eller stöd för egen del. Syftet med denna rapport är att kartlägga det veten­skapliga kunskaps­läget för äldre­omsorg. Med äldre personer avses individer som är 60 år eller äldre eller grupper med en medel­ålder på minst 65 år.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="anon system review"/></p>
<p>Synes man stannat inför tanken att grundlagsstadga ett skiljedomsreferendum. Med de justeringar, som bleve erforderliga på grund av nytillkomna röstberättigade. På att underkasta den konstitutionella sidan av saken den nödvändiga granskningen. Folkomröstning, då begäran därom framställts av 20,000 röstberättigade. Vara att betrakta såsom decisiv, ehuru den i själva huvudspörsmålet var en förhandsomröstning. Den form för referendum, som vi förut känna från vissa nordamerikanska särstater.</p>
<h2>Hur Förhindrar Jag Att Mina Goggles Immar Igen?</h2>
<p>Den här kart­lägg­ningen visar var det finns eller saknas veten­skaplig kunskap baserat på syste­matiska över­sikter om inter­ven­tioner och bedömning i äldre­omsorg enligt upp­ställda krite­rier och domäner. Behovs­bedömning för anhöriga är en annan veten­skaplig kunskaps­lucka. Kartläggningen har fokus på bedöm­ning och inter­ven­tioner med avseende på dess betydelse för en evidens­baserad praktik vilket ska karak­teri­sera kvalitet i äldre­omsorgens verk­samhet.</p>
<ul>
<li>Att ha en stabil bredning är viktigt för att uppnå noggranna dimensioner vid valsning av stångstål av hög kvalitet.</li>
<li>Eftersom företaget är väldigt stort, är det svårt att komma i gång när man är nyanställd, speciellt om man kommer direkt från skolan.</li>
<li>Väntar fortfarande på en orderbekräftelse av dom, det är ett skämt!</li>
<li>Som ett resultat av detta kan vem som helst byta med Q8 Trade med fullständigt förtroende för ett säkert handelssystem.</li>
<li>När ljuset sjunker och är lågt eller vad man kallar förhållanden med ”platt ljus”, dvs.</li>
</ul>
<p>I denna rapport ingår över­sikter om hjälp­medel enbart om de avser kommuni­kation eller kognitiv förmåga. Social­nämnden ska även erbjuda stöd för att under­lätta för de personer som vårdar en när­stående som är äldre (SoL 5 kap. 10 §). Kartläggningen redovisar det veten­skapliga kunskaps­läget om äldre­omsorg. Det görs utifrån syste­matiska över­sikter som under­söker bedöm­ning (utred­ning och upp­följ­ning) respektive insatser till äldre personer eller deras anhöriga.</p>
<p>Hoji Lock System är ett gediget låsningssystem som stabiliserar manschetten mot chassit och ger en låsning utan glapp. Med ett och samma grepp låses också kablarna till pjäxans rem samt översta spänne &#8211; One move to switch. I gåläge är skaftets rörlighet 55 grader vilket ger optimala egenskaper uppför och sparar mycket energi för utövaren.</p>
<h3>Bilaga 1 Kvalitetsbedömningsmall Baserad På Amstar</h3>
<p>Det här examensarbetet handlar om ett försök att konstruera ett enkelt, men ändå tillfredsställande, aktivt system för att reducera variationerna i bredning i Fundias mediumvalsverk i Boxholm. Företag som levererar med DHL borde verkligen se sig om efter andra lösningar då i alla fall jag kommer anstränga mig till mitt yttersta för att inte handla av ett företag som samarbetar med DHL igen. Enligt försändelsenummer, mitt i natten, kollar på dagen står att leverans skall ske enligt avtalad tid, vi har inte haft någon kontakt.</p>
<p>Samarbete etablerades med Chalmers radioobservatorium på Råö, som vid denna tid sökte pengar från Malmfonden för en utbyggnad med stora riktantenner. Dessa kunde inte bara utnyttjas för radioastronomi <a href="https://anon-system-review.com/sv/anon-system/">https://anon-system-review.com/sv/anon-system/</a> utan också för mottagningsexperiment med de telesatelliter som av USA sändes upp från 1962 och framåt. STSK omvandlades 1967 till ett nordiskt samarbete, NTSK, när Finland anslöt sig.</p>
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