Vad är likviditetspooler? Fonderna som håller DeFi igång

En annan trolig utveckling är därför att pensionsspararna tröttnar på den låga avkastningen och i stället börjar välja sparformer utan garanterad avkastning och därmed utan solvensreglernas begränsningar. Stora delar av världens sparkapital förvaltas av pensionsbolag. Vad som händer i dessa bolag är därför inte bara av intresse för bolagen själva och deras kunder, utan det påverkar kapitalallokeringen i hela ekonomin. Intressanta är inte minst de solvensregler som ska säkerställa att pensionsbolagen kan leva upp till sina utfästelser om garanterad avkastning. Dessa solvensregler behandlar — precis som bankernas kapitaltäckningskrav — innehav av statspapper som riskfria, vilket väcker ett antal frågor.

THOR-noder har incitamentet att tillsammans skicka RUNE-tokens till ett värde av 20 miljoner USD till protokollet. THOR-noder betalar en obligation i RUNE-tokens för privilegiet att bekräfta transaktioner. När en THOR-nod https://bestcoin.se/ är aktiverad kan den tjäna vinst i en månad innan den måste ge sin plats till en annan THOR-nod. På så sätt förändras noderna hela tiden, och ingen har privilegiet att fungera som en THOR-nod under långa perioder.

Fortsatt tillväxt med god lönsamhet Perioden juli september Perioden januari september Vd:s kommentar. juli september 2018

Det kan också krävas ett auktoriserat värdepappersföretag om en pool aktivt erbjuds eller marknadsförs för en kund, oavsett jurisdiktion. Vissa kryptolikviditetspooler kringgår denna fråga genom att använda tokens för styrning som representerar samhällets ägande. Reglerna kan inte förfölja ägarna i domstol eftersom de har det fullständiga ägandet. Överföring av kryptotillgångar för förvaring hos någon annan eller som säkerhet för en förpliktelse (pantsättning), innebär inte att äganderätten har övergått. Tillgången har då inte avyttrats, och den typen av överföring medför därför ingen kapitalvinstbeskattning.

  • Trots detta har vi haft hög tilltro till produkthöjden i bolaget.
  • Den här veckan har vi repeterat begreppen dubbelt och hälften, om något skulle hända.
  • Det innebär att du får prisdata direkt från en börs och samtidigt kan interagera direkt med orderboken.
  • Dessutom kan alla CFD-marknader hos NSBroker handlas med hävstång.

Limit order kan användas för att ange det pris man önskar göra affär vid, varpå en konvertering sker först när det priset uppnås. Det vanliga är istället att handlare får acceptera det pris som är aktuellt just vid tidpunkten då man önskar göra en trade. KNC tokens skapas av de avgifter som tas ut i samband med att användare nyttjar Kyber Networks reserver för att konvertera tokens från en sort till en annan. För att erhålla KNC kan ETH enkelt förvärvas med ett kreditkort, varpå dessa ETH's sedan kan lösas in och konverteras till KNC direkt via Kyber Network. Möjlighet finns också att använda exchange-sajter som Binance, OKex och Huobi för att trada KNC. Bättre för dig som ska konvertera en token till en annan, och även så Kybers likviditetsleverantörer genererar intäkter – genom spreads mellan köp-/säljpris.

Nu tar vi sommar och återkommer i september igen

Det är den faktiska användningen som är avgörande för gränsdragningen. Tillgångar kan användas för personligt bruk även om det finns ett inslag av kapitalplacering. Om detta inslag dominerar ska egendomen däremot https://ormodapabw.doodlekit.com/blog/entry/21717642/vad-r-likviditetspooler-fonderna-som-hller-defi-igng inte anses som personlig tillgång.

På det virtuella kontot får du ett belopp på 100,000 USD som spelpengar. Med dessa pengarna kan du först utveckla en känsla för plattformens funktioner och hur det är att handla på marknaden. EToro imponerar med sitt stora aktiva handelsforum “Social Trading” där investerare har möjlighet att följa bestcoin.se andra investerare. Förutom kryptovalutor erbjuder även eToro handel med aktier, råvaror och forex. Börser som Kraken eller Binance baseras avgifterna på din månatliga handelsvolym. Det betyder även att handel med stora belopp medför lägre avgifter än vad investerare med mindre belopp betalar.

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"