Rahandusministermäärusalgtekst-tervikteksthasartmängaruandlusjuhendvormavaldamineavaldatud2009-03-06+02:0017RTL2009-03-12+02:0024302http://www.riigiteataja.ee/akt/131566232009-03-15+02:00maarus_1_10.02.2010.xsd1315662312010-10-28+03:00migraator333787Hasartmängukorraldaja raamatupidamise aastaaruande lisa „Panused ja väljamakstud võidud” vormi ja selle täitmise juhendi kehtestamine Määrus kehtestatakse «Hasartmänguseaduse» § 65 lõike 6 alusel.

]]>1AruandevormKehtestada hasartmängukorraldaja raamatupidamise aastaaruande lisa «Panused ja väljamakstud võidud» vorm (lisa, edaspidi aruandevorm).2Aruandevormi täitmine1Hasartmängukorraldaja märgib aruandevormil:1lahtris «panuste summa» tulude hulgas kajastatud panuste summa;2lahtris «väljamaksete summa» kulude hulgas kajastatud väljamaksete summa;3lahtris «panuste summa ja väljamaksete summa vahe» tulude hulgas kajastatud panuste summa ja kulude hulgas kajastatud väljamaksete summa vahe.2Käesoleva paragrahvi lõikes 1 nimetatud summad märgitakse aruandevormil eraldi iga hasartmängu liigi ja alaliigi osas vastavalt aruandevormil toodud tabelitele.3Käesoleva paragrahvi lõikes 1 nimetatud summad märgitakse aruandevormil iga õnnemängu alaliigi, õnnemänguturniiri, samuti toto ja osavusmängu korraldamisel mängukohas eraldi iga linna või valla osas, kus mängukoht asub.4Käesoleva paragrahvi lõikes 1 nimetatud summad märgitakse aruandevormil kaughasartmänguna korraldatavate hasartmängude korral eraldi iga hasartmänguliigi ja alaliigi kohta vastavalt aruandevormil toodud tabelitele.3Tulude hulgas kajastatud panuste summaTulude hulgas kajastatud panuste summana märgitakse aruandevormil tekkepõhiselt hasartmängukorraldaja tulude hulgas kajastatud müügitulud hasartmängu korraldamisest.4Kulude hulgas kajastatud väljamaksete summaHasartmängukorraldaja otsustab, kas lahtrisse «väljamaksete summa» märgitakse tekkepõhiselt kulude hulgas kajastatud:1võitude summa või2võidufond.5Mängulaual korraldatava õnnemängu erisus1Mängulaual korraldatava õnnemängu puhul, mille tulemuste väljaselgitamiseks kasutatakse mängu läbiviija abi, on käesoleva määruse §-s 3 sätestatud hasartmängukorraldaja tulude hulgas kajastatud müügituluks hasartmängu korraldamisest hasartmängukorraldaja poolt mängulaual kasutatava raha või elektroonilist lugemist mittevõimaldavate raha asendavate vahendite (näiteks žetoonid, tšekid) lõpp- ja algsaldode vahede positiivne summa.2Mängulaual korraldatava õnnemängu puhul, mille tulemuste väljaselgitamiseks kasutatakse mängu läbiviija abi, on käesoleva määruse §-s 4 sätestatud hasartmängukorraldaja kulude hulgas kajastatud võitude summaks või võidufondiks hasartmängukorraldaja poolt mängulaual kasutatava raha või elektroonilist lugemist mittevõimaldavate raha asendavate vahendite (näiteks žetoonid, tšekid) alg- ja lõppsaldode vahede positiivne summa.6RakendamineKäesolevat määrust rakendatakse aruandeperioodide kohta, mis algavad 2010. aasta 1. jaanuaril või hiljem. Minister Ivari PADAR ]]> Kantsler Tea VARRAK ]]>ÕIEND6.11.2009 14:30Lisatud määruse lisa.Alus: "Riigi Teataja seaduse" § 17 lõige 3¹ punkt 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