Dėl dvigubo apmokestinimo panaikinimo
Klausimas: Lietuvos gyventojas yra įdarbintas Lietuvos įmonėje, bet 9 mėnesius buvo išsiųstas dirbti į Vokietiją. Lietuvos darbdavys išskaičiavo ir sumokėjo pajamų mokestį Lietuvoje nuo viso išmokėto darbo užmokesčio, įskaitant už darbą Vokietijoje. Pasibaigus 2021 m., gyventojas nuo darbo užmokesčio už darbą Vokietijoje pajamų mokestį sumokėjo Vokietijoje. Taikant dvigubo pajamų apmokestinimo išvengimo sutartį, pajamos už darbą Vokietijoje turi būti apmokestintos Vokietijoje. Kaip užpildyti GPM311 deklaraciją, kad gyventojas susigrąžintų Lietuvoje išskaičiuotą pajamų mokestį nuo Vokietijoje apmokestintų pajamų?
Atsakymas: Darbo užmokestis deklaruojamas 2 eilutėse (B dalyje „Darbo pajamos“): 3 mėnesių darbo užmokestis – kaip gautas Lietuvoje, 9 mėnesių – kaip gautas Vokietijoje. Deklaruojant Vokietijoje gautą darbo užmokestį, tam skirtoje vietoje turi būti įrašoma nuo jo paties gyventojo į Vokietijos biudžetą sumokėta pajamų mokesčio suma. Deklaruojant už darbą Lietuvoje gautą darbo užmokestį, įrašoma darbdavio išskaičiuota ir į Lietuvos biudžetą sumokėta visa pajamų mokesčio (įskaitant ir nuo darbo Vokietijoje pajamų) suma. Naikinant dvigubą pajamų apmokestinimą, darbdavio nuo 9 mėnesių darbo užmokesčio išskaičiuota ir į Lietuvos biudžetą sumokėta pajamų mokesčio suma bus grąžinta gyventojui pagal jo pateiktą deklaraciją ir pridėtus mokesčio sumokėjimą Vokietijoje patvirtinančius dokumentus. _______________________________________________________________________________________________________________________
Darbo užmokestis ir dienpinigiai už darbą užsienio valstybėje
Klausimas: Nuolatinis Lietuvos gyventojas gauna darbo užmokestį ir dienpinigius už darbą užsienio valstybėje. Darbo užmokestis apmokestintas dvigubo apmokestinimo išvengimo sutarties valstybėje, t. y. Lietuvoje neapmokestinamas. Kaip deklaruoti dienpinigius? Ar kartu su darbo užmokesčiu ar atskirai?
Atsakymas: Užsienio valstybių mokesčių administratoriai darbo užmokesčio ir dienpinigių duomenis VMI dažnai pateikia bendromis sumomis. Tokiais atvejais, taip pat kai gyventojo turimuose dokumentuose darbo užmokesčio ir dienpinigių sumos neišskirtos, jas galima deklaruoti viena eilute kaip darbo pajamas (01 kodu). Kai iš gyventojo turimų dokumentų ar užsienio mokesčių administratorių pateiktų duomenų galima nustatyti darbo užmokesčio ir dienpinigių sumas, jos deklaruotinos dviem atskirais įrašais, dienpinigių suma – 05 kodu. _______________________________________________________________________________________________________________________
Pajamų rūšies kodo patikslinimas
Klausimas. Užpildant deklaraciją vedliu, pastebėta, kad įmonė neteisingai pranešė pajamų rūšies kodą. Kaip patikslinti pajamų rūšies kodą?
Atsakymas. Pastebėjus, kad įmonė pranešė duomenis, tačiau nurodė neteisingą pajamų rūšies kodą, spauskite įrašo redagavimo mygtuką ir Duomenų tikslinimo lange paspauskite "Pajamų rūšies keitimas".
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)
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)
Atsidariusiame lange pakeiskite pajamų rūšį ir išsaugokite.
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Dėl padidinto NPD
Atsiradus arba pasibaigus teisei į papildomą NPD ar teisei į didesnį papildomą NPD, šis dydis pradedamas arba nustojamas taikyti nuo kitą, negu atsirado arba pasibaigė teisė į jį, mėnesį gautų pajamų.
Pavyzdžiui:
- Gyventojui padidintas NPD nustatytas 2021-03-03, tokiu būdu teisė taikyti padidintą NPD atsiranda nuo kito mėnesio, t. y. 2021 m. balandžio mėn.;
- Gyventojui maksimalus NPD nustatytas iki 2021-09-16, tokiu būdu teisė taikyti padidintą NPD galioja iki 2021 m. rugsėjo mėn. imtinai.
Jūsų naršyklėje Flash rodymo priemonės yra neįdiegtos arba išjungtos.