div id=”toc” style=”background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;”p class=”toctitle” style=”font-weight: 700;text-align: center;”Content/pul class=”toc_list”lia href=”#toc-1″Legalizarea activelor crypto în Moldova va avea loc până în iunie 2027/a/lilia href=”#toc-2″TUXC Price Statistics/a/lilia href=”#toc-3″TOP oferte de lucru/a/li/ul/div
img class=’wp-post-image’ style=’display: block;margin-left:auto;margin-right:auto;’ width=”608px” alt=”TUX coin regulation Moldova” 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”/
pIar dacă încă nu ați dat like la a href=”https://tuxmoldova.com/”https://tuxmoldova.com//a pagina de facebook a blogului vă invit să o faceți și pe asta. Tranzacțiile în aceste monede pot dura de la secunde la minute pentru a fi introduse în lanțul matematic. Nu este necesar să se demonstreze proveniența acestor monede sau scopul tranzacției cu ele, atâta timp cât sunt în posesia ta în portofelul digital. Portofelul digital este anonim, astfel că beneficiarul real nu poate fi identificat. Delucru.md este o platformă de recrutare, ce oferă tuturor posibilitatea de a-și găsi un loc de muncă, iar companiilor angajați competenți./p
pDe asemenea, escrocii folosesc din ce în ce mai des mediul online și metodele de „prelucrare” la distanță a victimelor. Unele piramide au niște site-uri web sofisticate, care ne pot face să credem că e vorba de o afacere mare și serioasă. Alte piramide, din contra, nu au deloc site-uri proprii, ci funcționează în mod exclusiv în mesagerii ca WhatsApp, Telegram etc. Una puțin mai ieftină, însă ilegală și cu riscul mari de a deveni jertfa unei escrocherii (în cel mai bun caz)./p
h2 id=”toc-0″Cum recunoaștem o piramidă financiară/h2
pPrimii participanți, încântați de o investiție atât de profitabilă, povestesc despre succesul lor cunoscuților, ceea ce duce la creșterea numărului de participanți la piramidă. În același timp, banii colectați nu sunt direcționați către investiții, adică nu sunt înmulțiți pe piața de capital sau în sectorul de producție, ci sunt, pur și simplu, redistribuiți de la noii participanți către cei vechi. Pentru ca sistemul să funcționeze, este necesar ca în fiecare val nou de participanți să vină mai multe persoane decât în valurile anterioare, adică trebuie să se respecte principiul piramidei. În acest fel, într-o piramidă câștigă numai primii participanți și organizatorii ei, care dispar cu banii strânși de la ultimele valuri de participanți./p
h3 id=”toc-1″Legalizarea activelor crypto în Moldova va avea loc până în iunie 2027/h3
p©Toate materialele de pe acest site sunt disponibile sub licența Atribuire – Partajare în Condiții Identice 4.0 Internațional (CC BY-SA 4.0). Legi europene pentru un stat european – o practică care doar va ușura aderarea (sperăm cândva) la Uniunea Europeană./p
h2 id=”toc-2″TUXC Price Statistics/h2
pEu sunt bucuros când preluăm, chiar și dacă cu “copy-paste”, din legile europene și le aplicăm în Republica Moldova. Cred că fiecare dintre voi ați auzit măcar o dată despre cuvintele care bântuie internetul și, mai recent, toate organele și instituțiile internaționale de reglementare – criptomonedele! Subiectul criptomonedelor este unul foarte fresh (leneș) în Republica Moldova, atât la nivel de lege, cât și la nivel de reglementare și control. Este esențial să subliniem că informațiile furnizate în acest context sunt în scopuri informative și nu constituie sfaturi sau consultanță profesională. Este important să vă asumați propria responsabilitate și să aveți o conștientizare adecvată înainte de a lua decizii sau acțiuni pe baza informațiilor furnizate aici sau în legătură cu criptomonedele în general./p
pPentru cei care au cetățenie românească, și vor sa achite aceste impozite în România, beneficiați de o rată fixă de 10% impozit la veniturile din investiții în criptomonede. De această dorință profită organizatorii de piramide financiare, cu toate că acestea în niciun caz nu pot fi considerate instrumente de economisire, contrar închipuirilor multor persoane naive. Iar a doua, legală și fără vreun risc – cu ajutorul căreia nu doar poți schimba fără grija de a fi escrocat, dar și care totodată îți oferă posibilitatea de a legaliza oficial banii schimbați./p
pDin aceste considerente ia nu poate fi impozitată atât timp cât nu o schimbi în fiat (MDL, USD, EUR). Un cuvant des asociat criptomonedelor este Blockchain-ul – o tehnologie cheie fără de care criptomonedele ar pierde orice fel de incredere in utilizare. Banca Naţională a Moldovei atenționează periodic asupra riscului ridicat de pierdere a sumelor investite în criptovalute. Pentru ca să fii și mai informat, îți propunem să examinezi care sunt pozițiile diferitor țări UE cu privire la monedele virtuale. Dacă doriţi sănbsp;expediaţi un mesaj (întrebare sau sugestie) în regim on-line accesați compartimentul “Feedback” din meniul principal din partea de sus a site-ului. Potrivit documentului, cadrul de reglementare pentru cryptoactive trebuie să fie pus în aplicare până în iunie 2027./p
h3 id=”toc-3″TOP oferte de lucru/h3
pEscrocii urmăresc știrile și inventează legende, ținând cont de ultimele evenimente. Oricum, bunul simț ar trebui să ne sugereze că afacerile reale nu pot aduce, în principiu, profituri atât de ridicate, iar tranzacționarea de criptomonede, în general, nu poate oferi rentabilități cât de cât previzibile din cauza volatilității lor înalte. În opinia mea, cu o astfel de limită, statul ratează sute, dacă nu milioane de lei, ba chiar euro, de impozite plătite în alte țări decât Republica Moldova./p
pCriptovaluta este susceptibilă de a fi indisponibilizată, eventual – prin emiterea de către Agenţia de Recuperare a Bunurilor Infracţionale a ordinului de îngheţare sau prin emiterea ordonanţei de aplicare a sechestrului. În cazurile care vizează spălarea banilor prin intermediul criptovalutelor (şi nu doar), este indispensabilă aplicarea principiului follow the money şi, în consecinţă, indisponibilizarea activelor virtuale. O piramidă financiară este un sistem în care participanții primesc venituri nu din investiții reale, ci din contribuțiile noilor participanți. De obicei, organizatorii unei piramide financiare promit niște rentabilități foarte mari (de exemplu, 300% anual)./p
pAceste măsuri vor asigura faptul că reformele industrială și digital financiară din Moldova vor impulsiona o creștere economică durabilă, vor spori încrederea investitorilor și integrarea pe piața globală”, se menționează în hotărârea Guvernului. Și dacă tot am atins subiectul criptomonedelor în Republica Moldova, să vedem cum stăm la capitolul reglementare și legislație privind aceste active virtuale. Criptomoneda și-a primit numele, deoarece folosește criptarea pentru a verifica tranzacțiile. Aceasta înseamnă că codarea avansată este implicată în stocarea și transmiterea datelor criptomonede între portofele și către registrele publice./p