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	<title>Optiuni program | Facturis.ro</title>
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	<description>Facturare si gestiune</description>
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		<title>Implementare Cod QR RoPay în programul de facturare Facturis</title>
		<link>https://facturis.ro/blog/program-de-facturare/implementare-cod-qr-ropay-in-programul-de-facturare-facturis/</link>
					<comments>https://facturis.ro/blog/program-de-facturare/implementare-cod-qr-ropay-in-programul-de-facturare-facturis/#respond</comments>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Mon, 16 Mar 2026 07:31:22 +0000</pubDate>
				<category><![CDATA[Optiuni program]]></category>
		<category><![CDATA[afisare cod QR pe factura]]></category>
		<category><![CDATA[cod QR pe factura]]></category>
		<category><![CDATA[cod QR RoPay]]></category>
		<category><![CDATA[plata factura cu cod QR]]></category>
		<category><![CDATA[program de facturare integrat cu RoPay]]></category>
		<guid isPermaLink="false">https://facturis.ro/?p=14936</guid>

					<description><![CDATA[<p>RoPay este serviciul național de plăți instant de pe mobil din România, o platformă dezvoltată de Transfond împreună cu Asociația Română a Băncilor, care permite transferuri de bani în timp real, direct din aplicația bancară. Tipurile de plată disponibile cu...</p>
<p>The post <a href="https://facturis.ro/blog/program-de-facturare/implementare-cod-qr-ropay-in-programul-de-facturare-facturis/">Implementare Cod QR RoPay în programul de facturare Facturis</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
										<content:encoded><![CDATA[<strong>RoPay</strong> este serviciul național de plăți instant de pe mobil din România, o platformă dezvoltată de Transfond împreună cu Asociația Română a Băncilor, care permite transferuri de bani în timp real, direct din aplicația bancară.<br><br>

Tipurile de plată disponibile cu ajutorul <a href="https://www.ropay.ro/" target="_blank" rel="noopener">RoPay</a> sunt:
<ul>
 	<li>Plățile contactless (NFC);</li>
 	<li>Plățile realizate utilizând doar numărul de telefon mobil din aplicația de mobile banking;</li>
 	<li>Prin deep-link la cumpărăturile online;</li>
 	<li>Plățile prin <em>scanarea codului QR</em> direct din aplicația de mobile banking.</li>
</ul><br>
Majoritatea băncilor din România au implementat deja acest sistem de plată <strong>RoPay</strong> în aplicațiile mobile, astfel că persoanele juridice cât și persoanele fizice utilizează deja acest <em>serviciu de plată modern</em> la scară largă.<br><br>
<h2>Ce opțiune nouă aduce programul Facturis pentru clienții săi?</h2><br>
<strong>Generarea și printarea automată a codului QR RoPay, direct pe factură.</strong><br><br>

Printr-o simplă configurare în <a href="https://facturis.ro" target="_blank" rel="noopener">programul de facturare și gestiune stocuri</a>, puteți include automat pe factura dvs. <strong>codul QR</strong> care conține toate detaliile de plată, eliminând astfel introducerea manuală a datelor bancare de către client.<br><br>

<em>Scanarea codului QR de către client</em>, îi permite acestuia efectuarea plății în maxim 10 secunde, fără a mai introduce beneficiarul, codul IBAN, suma sau alte detalii repetitive. Ele sunt completate în mod automat doar prin simpla scanare a codului QR existent pe documentul dvs. de plată, indiferent de banca la care sunteți înrolat sau de banca din al cărei cont vă va face plata clientul.<br><br>

Oferind această facilitate clienților dvs., nu doar că le oferiți clienților <strong>un mijloc modern de plată</strong> conform legislației în vigoare, dar le oferiți și o experiență profesională și foarte facilă în tot acest proces.<br><br>
<h2>Cum se configurează Codul QR pentru a apărea pe facturile emise de dvs.?</h2><br>
<strong>1. Se obține codul unic de client în sistemul RoPay</strong><br><br>

<strong>Codul unic</strong> de client (<em>Id Client</em>) în sistemul RoPay este un cod unic și personal, asociat contului dvs. bancar în acest sistem de plăți instant. El poate fi scanat de către <em>utilizatorul Facturis</em> din aplicația sa bancară de mobile banking.<br><br>

<strong>Codul unic</strong> poate fi obținut atât din aplicația dvs. de mobile banking, direct de la ghișeul băncii la care aveți conturile, cât și de pe site-ul oficial RoPay, unde veți găsi informații despre băncile partenere și despre modalitatea de activare a acestui serviciu, specifică băncii tale.<br><br>

Obținerea codului dvs. unic direct din aplicația de banking, se face accesând secțiunea plăților RoPay, unde veți găsi opțiunea de generare sau de vizualizare a codului unic în cadrul meniurilor <em>“Primește bani”</em> sau <em>“<a href="https://www.ropay.ro/cod-qr-ropay/" target="_blank" rel="noopener">Cod QR RoPay</a>”</em>.<br><br>

Exemplu:<br>

În aplicația BCR (George) accesați meniul <em>Accounts – Payments – RoPay</em> și inițializați o cerere online pentru înrolarea în serviciul RoPay. După acceptarea și semnarea cererii veți primi un ID de client. Acesta este ID-ul pe care dvs. va trebui să îl introduceți în <a href="https://facturis-online.ro/legislatie/utilizarea-codului-qr-pe-factura-pentru-programul-casa-verde.html" target="_blank" rel="noopener">configurarea codului QR</a> în programul de facturare Facturis.<br><br>

<strong>2. Configurarea codului QR RoPay de plată, în Facturis:</strong><br><br>

În <em>Configurare – Date Firmă</em>, din tabul <em>Factura</em> se apasă butonul <em>Configurează cod de bare</em>:<br><br>

<img fetchpriority="high" decoding="async" class="alignnone size-full wp-image-14938" src="https://facturis.ro/wp-content/uploads/2026/03/ropay-configurare-in-facturis.png" alt="" width="578" height="541" srcset="https://facturis.ro/wp-content/uploads/2026/03/ropay-configurare-in-facturis.png 578w, https://facturis.ro/wp-content/uploads/2026/03/ropay-configurare-in-facturis-300x281.png 300w" sizes="(max-width: 578px) 100vw, 578px" />
<br><br>
Treceți <strong>ID-ul de client</strong> obținut la înrolarea în sistemul RoPay, în căsuța corespunzătoare.<br><br>

Puteți seta ca acest <a href="https://facturis-online.ro/optiuni-noi/optiunea-de-plata-prin-cod-qr-inclus-pe-factura.html" target="_blank" rel="noopener">cod QR să apară oriunde pe factura emisă</a>, punând coordonatele dorite.<br><br>
<h2>Cum apare codul QR RoPay pe factură?</h2><br>
Exemplu:<br><br>

<img decoding="async" class="alignnone size-full wp-image-14939" src="https://facturis.ro/wp-content/uploads/2026/03/cod-qr-de-plata-ropay-pe-factura.png" alt="" width="902" height="612" srcset="https://facturis.ro/wp-content/uploads/2026/03/cod-qr-de-plata-ropay-pe-factura.png 902w, https://facturis.ro/wp-content/uploads/2026/03/cod-qr-de-plata-ropay-pe-factura-300x204.png 300w, https://facturis.ro/wp-content/uploads/2026/03/cod-qr-de-plata-ropay-pe-factura-768x521.png 768w, https://facturis.ro/wp-content/uploads/2026/03/cod-qr-de-plata-ropay-pe-factura-600x407.png 600w" sizes="(max-width: 902px) 100vw, 902px" />
<br><br>
<a title="Factura salvata in PDF cu acest cod QR pe ea." href="https://facturis.ro/wp-content/uploads/2026/03/factura-in-PDF-codQR-RoPay.pdf" target="_blank" rel="noopener">Factura salvata in PDF cu acest cod QR pe ea.</a><br><br>
<h2>Cum vă face clientul plata scanând codul QR RoPay?</h2><br>
Deschide aplicația lui de internet banking, intră pe <em>Transfer nou</em> și apasă pe opțiunea de <em>scanare cod QR RoPay</em>.<br><br>

Exemplu în aplicația BCR (George):<br><br>

<img decoding="async" class="alignnone wp-image-14937 size-large" src="https://facturis.ro/wp-content/uploads/2026/03/optiune-plata-cod-qr-din-internetbanking-473x1024.png" alt="" width="473" height="1024" srcset="https://facturis.ro/wp-content/uploads/2026/03/optiune-plata-cod-qr-din-internetbanking-473x1024.png 473w, https://facturis.ro/wp-content/uploads/2026/03/optiune-plata-cod-qr-din-internetbanking-139x300.png 139w, https://facturis.ro/wp-content/uploads/2026/03/optiune-plata-cod-qr-din-internetbanking-768x1662.png 768w, https://facturis.ro/wp-content/uploads/2026/03/optiune-plata-cod-qr-din-internetbanking-600x1298.png 600w, https://facturis.ro/wp-content/uploads/2026/03/optiune-plata-cod-qr-din-internetbanking-710x1536.png 710w, https://facturis.ro/wp-content/uploads/2026/03/optiune-plata-cod-qr-din-internetbanking-947x2048.png 947w, https://facturis.ro/wp-content/uploads/2026/03/optiune-plata-cod-qr-din-internetbanking-scaled.png 1183w" sizes="(max-width: 473px) 100vw, 473px" />
<br><br>
Prin simpla <a href="https://facturis-online.ro/tag/cod-qr" target="_blank" rel="noopener">scanare a codului QR de pe factura dvs.</a>, toate datele se vor completa corect în mod automat, iar clientul va trebui doar să semneze că este de acord cu plata, finalizând astfel procesul.
<br><br>
<img loading="lazy" decoding="async" class="alignnone wp-image-14941 size-large" src="https://facturis.ro/wp-content/uploads/2026/03/initiere-transfer-RoPay-473x1024.png" alt="" width="473" height="1024" srcset="https://facturis.ro/wp-content/uploads/2026/03/initiere-transfer-RoPay-473x1024.png 473w, https://facturis.ro/wp-content/uploads/2026/03/initiere-transfer-RoPay-139x300.png 139w, https://facturis.ro/wp-content/uploads/2026/03/initiere-transfer-RoPay-768x1662.png 768w, https://facturis.ro/wp-content/uploads/2026/03/initiere-transfer-RoPay-600x1298.png 600w, https://facturis.ro/wp-content/uploads/2026/03/initiere-transfer-RoPay-710x1536.png 710w, https://facturis.ro/wp-content/uploads/2026/03/initiere-transfer-RoPay-947x2048.png 947w, https://facturis.ro/wp-content/uploads/2026/03/initiere-transfer-RoPay-scaled.png 1183w" sizes="auto, (max-width: 473px) 100vw, 473px" /><p>The post <a href="https://facturis.ro/blog/program-de-facturare/implementare-cod-qr-ropay-in-programul-de-facturare-facturis/">Implementare Cod QR RoPay în programul de facturare Facturis</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
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			</item>
		<item>
		<title>Modificare automată cote de TVA în programul de facturare Facturis</title>
		<link>https://facturis.ro/blog/program-de-facturare/modificare-automata-cote-de-tva-in-programul-de-facturare-facturis/</link>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Fri, 25 Jul 2025 03:33:27 +0000</pubDate>
				<category><![CDATA[Optiuni program]]></category>
		<category><![CDATA[cota de tva 11%]]></category>
		<category><![CDATA[cota de tva 21%]]></category>
		<category><![CDATA[modificare cota de tva 21%]]></category>
		<category><![CDATA[program de facturare 21%]]></category>
		<guid isPermaLink="false">https://facturis.ro/?p=14897</guid>

					<description><![CDATA[]]></description>
										<content:encoded><![CDATA[<section class="wpb-content-wrapper"><div class="vc_row wpb_row vc_row-fluid vc_row_visible"><div class="wpb_column vc_column_container vc_col-sm-12 text-left"><div class="vc_column-inner"><div class="wpb_wrapper">
	<div class="wpb_text_column wpb_content_element " >
		<div class="wpb_wrapper">
			<h2>Din 19%  în 21% și respectiv din 5% sau 9% în 11%</h2>
<p><strong style="color: red;">ATENTIE!!!</strong> Trebuie să realizati update-ul la ultima versiune <strong>v4.11</strong> pentru a beneficia de aceste opțiuni!</p>
<p>Începând cu 01.08.2025 <strong>se modifică cotele de TVA</strong>, motiv pentru care am adăugat/configurat automat în program in ultima versiune 4.11, în Nomenclatorul de Cote de TVA, noile cote <strong>de 11% și 21%.</strong> De asemenea, am pregatit și o procedură automată de modificare în noile cote, pe care o poți apela în 2 moduri diferite, și anume:</p>
<ul>
<li>După data de 01.08.2025 00:00:00 îți va apărea un mesaj la intrarea în aplicație, care te va întreba dacă dorești modificarea automată a cotei de TVA din <strong>Configurare – Date Firmă</strong> și a cotelor de TVA din <em>Nomenclatorul de Produse</em>. Dacă răspunzi afirmativ, <strong>cotele de TVA se vor modifica în mod automat, peste tot</strong>.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-14904" src="https://facturis.ro/wp-content/uploads/2025/07/mesaj-schimbare-automata-cote-de-tva-21-desktop.png" alt="" width="552" height="238" srcset="https://facturis.ro/wp-content/uploads/2025/07/mesaj-schimbare-automata-cote-de-tva-21-desktop.png 552w, https://facturis.ro/wp-content/uploads/2025/07/mesaj-schimbare-automata-cote-de-tva-21-desktop-300x129.png 300w" sizes="auto, (max-width: 552px) 100vw, 552px" /></p>
<ul>
<li>Dacă nu dorești să faci această procedură de modificare imediat și vrei să apelezi la această modificare oricând, la o dată ulterioară sau anterioară datei de 01.08.2025, ai la dispoziție butonul de <strong>Modificare TVA 21%</strong> din meniul <strong>Configurare – Date Firmă</strong>, prin care poți să modifici cotele de TVA când dorești.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-14906" src="https://facturis.ro/wp-content/uploads/2025/07/buton-schimbare-automata-cote-de-tva-21-desktop.png" alt="" width="1038" height="757" srcset="https://facturis.ro/wp-content/uploads/2025/07/buton-schimbare-automata-cote-de-tva-21-desktop.png 1038w, https://facturis.ro/wp-content/uploads/2025/07/buton-schimbare-automata-cote-de-tva-21-desktop-300x219.png 300w, https://facturis.ro/wp-content/uploads/2025/07/buton-schimbare-automata-cote-de-tva-21-desktop-1024x747.png 1024w, https://facturis.ro/wp-content/uploads/2025/07/buton-schimbare-automata-cote-de-tva-21-desktop-768x560.png 768w, https://facturis.ro/wp-content/uploads/2025/07/buton-schimbare-automata-cote-de-tva-21-desktop-600x438.png 600w" sizes="auto, (max-width: 1038px) 100vw, 1038px" /></p>
<p><span style="color: red;">ATENTIE!!!</span> Această modificare de cotă a TVA-ului, trebuie realizată după ce ați terminat de facturat pe luna iulie 2025. După modificarea cotei de TVA în 21%, orice <a href="https://facturis-online.ro/e-factura/ce-trebuie-sa-stii-despre-sistemul-ro-e-factura-daca-intentionezi-sa-iti-deschizi-un-srl.html" target="_blank" rel="noopener"><b>e-Factură</b></a> emisă după modificare, cu luna iulie 2025, va trebui modificată manual cu cota de TVA de 19%.</p>
<p>Operațiunea de modificare a cotelor de TVA, poate fi facută și manual, prin modificarea cotei de TVA principală, din meniul <em>Configurare – Date Firmă</em>, din 19% în 21% și folosind apoi funcția de Modificare date la produsele selectate, disponibilă în <strong>Nomenclatorul de Produse</strong>:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-14905" src="https://facturis.ro/wp-content/uploads/2025/07/modificare-date-schimbare-cote-de-tva-21-desktop.png" alt="" width="1040" height="751" srcset="https://facturis.ro/wp-content/uploads/2025/07/modificare-date-schimbare-cote-de-tva-21-desktop.png 1040w, https://facturis.ro/wp-content/uploads/2025/07/modificare-date-schimbare-cote-de-tva-21-desktop-300x217.png 300w, https://facturis.ro/wp-content/uploads/2025/07/modificare-date-schimbare-cote-de-tva-21-desktop-1024x739.png 1024w, https://facturis.ro/wp-content/uploads/2025/07/modificare-date-schimbare-cote-de-tva-21-desktop-768x555.png 768w, https://facturis.ro/wp-content/uploads/2025/07/modificare-date-schimbare-cote-de-tva-21-desktop-600x433.png 600w" sizes="auto, (max-width: 1040px) 100vw, 1040px" /></p>
<h2>Ce trebuie să mai fac după configurarea și modificarea noilor cote de TVA?</h2>
<h2>1. Modificare prețuri produse</h2>
<p>In primul rând, trebuie să verifici dacă trebuie să modifici sau vrei să modifici și prețurile din Nomenclator.</p>
<p>Exemple de cazuri când <strong>nu trebuie sau nu vrei să modifici</strong> prețurile din Nomenclator.</p>
<ol>
<li><em>De exemplu</em>, dacă la vânzarea produselor/serviciilor, ai configurat în program ca preț de vanzare, prețul fară TVA și s-a modificat cota de TVA în 21%, iar tu dorești să păstrezi aceleași prețuri fară TVA (la care se va adăuga doar noul TVA de 21%), atunci nu trebuie să mai faci nimic. Ele se vor factura cu prețul de bază + noua cotă de TVA, caz în care prețurile îți vor crește cu 2%, adică diferența de TVA de la 19% la 21%.</li>
<li><em>Un alt exemplu</em>, în care nu trebuie să mai faci nimic este cel în care ai configurat ca preț de vanzare, prețul cu TVA și vrei să lași prețurile de vanzare a produselor/serviciilor ca și până acum (adică nu vrei să scumpești prețurile și alegi să suporți tu creșterea de TVA). În acest caz, produsele/serviciile se vor factura cu 21%, iar prețul final de vanzare va rămâne același, ca și până acum.</li>
</ol>
<p>Se pot modifica prețurile produselor în masă, introducând în casuța de jos valoarea cu care dorești să se adune, să se scadă sau să se înmulțească prețurile din Nomenclator.</p>
<p>In plus, aici există opțiunea de modificare (mărire) pret cu TVA, exact cu diferența dintre cota 19% și 21%. Mai exact, procedura scoate prețul fără TVA din prețul actual cu TVA folosind cota de 19% și apoi adaugă noul TVA de 21% (practic, se împarte prețul cu TVA la 1.19 și apoi se înmulțește cu 1.21, deci se inmulteste cu 1/1.19*1.21=1.0168067).</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-14902" src="https://facturis.ro/wp-content/uploads/2025/07/modificare-preturi-19-21.png" alt="" width="1038" height="762" srcset="https://facturis.ro/wp-content/uploads/2025/07/modificare-preturi-19-21.png 1038w, https://facturis.ro/wp-content/uploads/2025/07/modificare-preturi-19-21-300x220.png 300w, https://facturis.ro/wp-content/uploads/2025/07/modificare-preturi-19-21-1024x752.png 1024w, https://facturis.ro/wp-content/uploads/2025/07/modificare-preturi-19-21-768x564.png 768w, https://facturis.ro/wp-content/uploads/2025/07/modificare-preturi-19-21-600x440.png 600w" sizes="auto, (max-width: 1038px) 100vw, 1038px" /></p>
<h2>2. Proces verbal de modificare prețuri</h2>
<p>Dacă folosești gestiunea stocurilor la <strong>prețul de vânzare cu TVA,</strong> atunci va trebui să faci <em>un proces verbal de modificare de prețuri</em>, după ce ai modificat cotele de TVA și prețurile în <em>Nomenclatorul de Produse</em>. Acest lucru se realizează foarte ușor din cadrul programului de gestiune stocuri Facturis, cu doar câteva clickuri.</p>
<p>Procedura de emitere a <strong>Procesului Verbal de Modificare de Prețuri</strong>:</p>
<ul>
<li>Se dechide un Proces Verbal nou</li>
<li>Se apasă butonul <strong>Adaugă mai multe,</strong> după care apeși <strong>Modifică.</strong></li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-14903" src="https://facturis.ro/wp-content/uploads/2025/07/proces-verbal-modificare-pret.png" alt="" width="1041" height="763" srcset="https://facturis.ro/wp-content/uploads/2025/07/proces-verbal-modificare-pret.png 1041w, https://facturis.ro/wp-content/uploads/2025/07/proces-verbal-modificare-pret-300x220.png 300w, https://facturis.ro/wp-content/uploads/2025/07/proces-verbal-modificare-pret-1024x751.png 1024w, https://facturis.ro/wp-content/uploads/2025/07/proces-verbal-modificare-pret-768x563.png 768w, https://facturis.ro/wp-content/uploads/2025/07/proces-verbal-modificare-pret-600x440.png 600w" sizes="auto, (max-width: 1041px) 100vw, 1041px" /></p>
<h2>3. Casa de marcat</h2>
<p>Dacă folosești casă de marcat, atunci va trebui să schimbi cotele de TVA și în casa de marcat. În acest caz, trebuie să iei legătura cu cei de la casa de marcat pentru a te ajuta, fiecare casă având propriile setări.</p>

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	</div>
</div></div></div></div>
</section><p>The post <a href="https://facturis.ro/blog/program-de-facturare/modificare-automata-cote-de-tva-in-programul-de-facturare-facturis/">Modificare automată cote de TVA în programul de facturare Facturis</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Optiunile pentru Sistemul de Garantie Returnare ambalaje</title>
		<link>https://facturis.ro/blog/program-de-facturare/optiunile-pentru-sistemul-de-garantie-returnare-ambalaje/</link>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Mon, 05 Feb 2024 14:14:54 +0000</pubDate>
				<category><![CDATA[Optiuni program]]></category>
		<category><![CDATA[Garantie ambalaje]]></category>
		<category><![CDATA[Garantie pet]]></category>
		<category><![CDATA[SGR]]></category>
		<category><![CDATA[Sistemul de Garantie Returnare ambalaje]]></category>
		<guid isPermaLink="false">https://facturis.ro/?p=14757</guid>

					<description><![CDATA[<p>Taxa Garantie SGR &#8211; Se introduce in Nomenclatorul de produse un nou produs de tip Produs pentru aceasta taxa. &#8211; Asociere taxa pentru produsele cu ambalaje: &#160;&#160;&#160;&#160;&#160;&#160;&#8211; se intra in nomenclatorul de produse &#160;&#160;&#160;&#160;&#160;&#160;&#8211; se selecteaza produsele cu aceasta taxa...</p>
<p>The post <a href="https://facturis.ro/blog/program-de-facturare/optiunile-pentru-sistemul-de-garantie-returnare-ambalaje/">Optiunile pentru Sistemul de Garantie Returnare ambalaje</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
										<content:encoded><![CDATA[<ol>
 	<li><strong> Taxa Garantie SGR</strong></li>
</ol>
&#8211; Se introduce in Nomenclatorul de produse un nou produs de tip Produs pentru aceasta taxa.
<br><br>

&#8211; Asociere taxa pentru produsele cu ambalaje:<br>

&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&#8211; se intra in nomenclatorul de produse<br>

<img loading="lazy" decoding="async" class="alignnone size-full wp-image-14764" src="https://facturis.ro/wp-content/uploads/2024/02/sgr1.png" alt="" width="1045" height="761" srcset="https://facturis.ro/wp-content/uploads/2024/02/sgr1.png 1045w, https://facturis.ro/wp-content/uploads/2024/02/sgr1-300x218.png 300w, https://facturis.ro/wp-content/uploads/2024/02/sgr1-1024x746.png 1024w, https://facturis.ro/wp-content/uploads/2024/02/sgr1-768x559.png 768w, https://facturis.ro/wp-content/uploads/2024/02/sgr1-600x437.png 600w" sizes="auto, (max-width: 1045px) 100vw, 1045px" />

&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&#8211; se selecteaza produsele cu aceasta taxa<br>

&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&#8211; si cu click dreapta se selecteaza optiunea de Modificare date la produse selectate si se selecteaza ultimul camp de “Produs Asociat” si la valoare se selecteaza produsul Taxa proaspat introdus.<br>

<img loading="lazy" decoding="async" class="alignnone size-full wp-image-14767" src="https://facturis.ro/wp-content/uploads/2024/02/sgr2.png" alt="" width="1044" height="760" srcset="https://facturis.ro/wp-content/uploads/2024/02/sgr2.png 1044w, https://facturis.ro/wp-content/uploads/2024/02/sgr2-300x218.png 300w, https://facturis.ro/wp-content/uploads/2024/02/sgr2-1024x745.png 1024w, https://facturis.ro/wp-content/uploads/2024/02/sgr2-768x559.png 768w, https://facturis.ro/wp-content/uploads/2024/02/sgr2-600x437.png 600w" sizes="auto, (max-width: 1044px) 100vw, 1044px" />

Astfel la fiecare vanzare deprodus cu astfel de taxa va aparea automat in bonul fiscal aceasta taxa automa. La fel se intampla si in NIR. Si astfel pe stoc vor exista produsele de tip taxa garantie pentru ambalajele din stoc.<br>

<img loading="lazy" decoding="async" class="alignnone size-full wp-image-14768" src="https://facturis.ro/wp-content/uploads/2024/02/sgr3.png" alt="" width="1044" height="762" srcset="https://facturis.ro/wp-content/uploads/2024/02/sgr3.png 1044w, https://facturis.ro/wp-content/uploads/2024/02/sgr3-300x219.png 300w, https://facturis.ro/wp-content/uploads/2024/02/sgr3-1024x747.png 1024w, https://facturis.ro/wp-content/uploads/2024/02/sgr3-768x561.png 768w, https://facturis.ro/wp-content/uploads/2024/02/sgr3-600x438.png 600w" sizes="auto, (max-width: 1044px) 100vw, 1044px" />

&nbsp;
<ol start="2">
 	<li><strong> Cum isi incaseaza clientul banii pe taxa platita?</strong></li>
</ol>
&#8211; cash prin casa de marcat – se introduce o operatiune de scoatere numerar din casa si se tipareste o dispozitie de plata clientului din aceiasi fereastra automat.<br>

<img loading="lazy" decoding="async" class="alignnone size-full wp-image-14769" src="https://facturis.ro/wp-content/uploads/2024/02/sgr4.png" alt="" width="716" height="557" srcset="https://facturis.ro/wp-content/uploads/2024/02/sgr4.png 716w, https://facturis.ro/wp-content/uploads/2024/02/sgr4-300x233.png 300w, https://facturis.ro/wp-content/uploads/2024/02/sgr4-600x467.png 600w" sizes="auto, (max-width: 716px) 100vw, 716px" />
<br>
&#8211; prin vouchere si pot fi introduse ca modalitate de plata la urmatoarele cumparaturi pe bonul fiscal ca modalitati de plata.<p>The post <a href="https://facturis.ro/blog/program-de-facturare/optiunile-pentru-sistemul-de-garantie-returnare-ambalaje/">Optiunile pentru Sistemul de Garantie Returnare ambalaje</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Configurarea caselor de marcat ATHLOS cu programul de gestiune stocuri Facturis</title>
		<link>https://facturis.ro/blog/program-de-facturare/configurarea-caselor-de-marcat-athlos-cu-programul-de-gestiune-stocuri-facturis/</link>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Thu, 17 Sep 2020 10:21:06 +0000</pubDate>
				<category><![CDATA[Optiuni program]]></category>
		<guid isPermaLink="false">https://facturis.ro/?p=11530</guid>

					<description><![CDATA[<p>Casa de marcat ATHLOS este distribuita de catre Accord Electronics SRL. Este o casa de marcat dedicata magazinelor mici si mijlocii. Este adaptabila. I se pot atasa diferite periferice pentru a indeplini toate cererile clientilor. Mai multe detalii despre aceasta...</p>
<p>The post <a href="https://facturis.ro/blog/program-de-facturare/configurarea-caselor-de-marcat-athlos-cu-programul-de-gestiune-stocuri-facturis/">Configurarea caselor de marcat ATHLOS cu programul de gestiune stocuri Facturis</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>
<a href="https://facturis-online.ro/casa-de-marcat/configurarea-caselor-de-marcat-athlos-cu-programul-de-gestiune-stocuri-facturis-online.html" target="_blank" rel="noopener noreferrer">Casa de marcat <strong>ATHLOS</strong></a> este distribuita de catre <a href="https://accordgroup.ro/" target="_blank" rel="noopener noreferrer">Accord Electronics SRL</a>.
</p>
<p>
Este o casa de marcat dedicata magazinelor mici si mijlocii.
</p>
<p>
Este adaptabila.
</p>
<p>
I se pot atasa diferite periferice pentru a indeplini toate cererile clientilor.
</p>
<p>
Mai multe detalii despre aceasta casa de marcat gasiti in urmatorul <a href="https://accordgroup.ro/athlos/" target="_blank" rel="noopener noreferrer">link</a>
</p>
<h3>
Ghid de instalare casa de marcat ATHLOS :
</h3>
<p>
1.	Aceasta casa de marcat nu necesita instalarea unui anumit driver special pentru ea. Pasii pentru conectarea casei de marcat sunt :
</p>
<ul>
	<li>
	Se conecteaza prin cablu de retea in reteaua locala ca orice alt calculator
</li>
	<li>
	Si practic va functiona din prima ca si casa de marcat in retea putand sa se trimita bonuri de la orice calculator din acea retea
</li>
</ul>
<p>
2.	Setari necesare in programul de facturare :
</p>
<ul>
	<li>
	se selecteaza modelul casei de marcat : ATHLOS
</li>
	<li>
	dupa care se scrie ip-ul casei din retea (imediat ce se conecteaza cablu de rete ava aparea pe ecran la deschiderea casei acel IP)
</li>
</ul>
<a href="https://facturis.ro/wp-content/uploads/2020/09/configurare-casa-athlos-cu-facturis.jpg"><img loading="lazy" decoding="async" src="https://facturis.ro/wp-content/uploads/2020/09/configurare-casa-athlos-cu-facturis.jpg" alt="" width="692" height="732" class="alignnone size-full wp-image-11537" srcset="https://facturis.ro/wp-content/uploads/2020/09/configurare-casa-athlos-cu-facturis.jpg 692w, https://facturis.ro/wp-content/uploads/2020/09/configurare-casa-athlos-cu-facturis-284x300.jpg 284w" sizes="auto, (max-width: 692px) 100vw, 692px" /></a><p>The post <a href="https://facturis.ro/blog/program-de-facturare/configurarea-caselor-de-marcat-athlos-cu-programul-de-gestiune-stocuri-facturis/">Configurarea caselor de marcat ATHLOS cu programul de gestiune stocuri Facturis</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Gama de case de marcat Tremol functioneaza foarte bine cu Facturis!</title>
		<link>https://facturis.ro/blog/program-de-facturare/gama-de-case-de-marcat-tremol-functioneaza-foarte-bine-cu-facturis/</link>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Thu, 22 Nov 2018 15:33:44 +0000</pubDate>
				<category><![CDATA[Optiuni program]]></category>
		<guid isPermaLink="false">https://facturis.ro/?p=11295</guid>

					<description><![CDATA[<p>In aceasta gama de case de marcat regasim modelele: Activa Galaxy Plus ADPOS M Tremol M20 Tremol M20 versiunea Excel Master Ghid instalare case de marcat Tremol: &#160; 1. Se instaleaza driverul casei de marcat ZVPLabServer : driverul casei de...</p>
<p>The post <a href="https://facturis.ro/blog/program-de-facturare/gama-de-case-de-marcat-tremol-functioneaza-foarte-bine-cu-facturis/">Gama de case de marcat Tremol functioneaza foarte bine cu Facturis!</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>
	In aceasta gama de <a href="https://facturis-online.ro/facturare/casa-de-marcat">case de marcat</a> regasim modelele:
</p>
<ul>
	<li>
		Activa Galaxy Plus
	</li>
	<li>
		ADPOS M
	</li>
	<li>
		Tremol M20
	</li>
	<li>
		Tremol M20 versiunea Excel Master
	</li>
</ul>
<p>
	<br />
	<b><a href="https://facturis-online.ro/casa-de-marcat/ghid-de-instalare-case-de-marcat-din-gama-tremol-in-facturis-online.html">Ghid instalare case de marcat Tremol</a>:</b><br />
	&nbsp;<br />
	1. Se instaleaza driverul casei de marcat ZVPLabServer :
</p>
<ul>
	<li>
		driverul casei de marcat se instaleaza de la urmatorul link : click <strong><a href="https://appv1.facturis-online.ro/downloads/ZFPLabServerSetup.exe">aici</a></strong>
	</li>
	<li>
		daca nu functioneaza driverul se poate incerca si click dreapta pe iconita si optiunea <font color="#999999">Run as administrator</font>
	</li>
	<li>
		driverul pentru cablu USB se instaleaza de <strong><a href="https://appv1.facturis-online.ro/downloads/VCP_V1.5.0.exe">aici</a> </strong>sau de <strong><a href="https://appv1.facturis-online.ro/downloads/VCP_V1.5.0_Setup.zip">aici</a></strong>
	</li>
</ul>
<p>
	2. Setari necesare in Facturis :<br />
	&#8211; se selecteaza modelul casei de marcat apoi com-ul si viteza casei
</p>
<p>
	<img decoding="async" alt="" shrinktofit="true" 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
lxzr2JcQQnSwOzmWSKTGfY6rmxPaYitf0c13n2O1+y/n7WP242r3cpZevMf7HBsjyWQypxgDlGOBZ4/F8fGlLlzs6MPlLgeu9rrRNeBDj2Mcvc4g+lxhDHomYfem5Xhsn8txTCqBhZZVWDayVm+l9b6Kso3aTM2uw761g7IKWRsWofxBWoYglELk64/K8fSOKdc8qsqxSp+z2ipwvJRjQkiB8C/kycK/kMekQzlOQTlef5K/Jjb98xG1i78k5QY1pyS3g5NeVKZyAVzWRXOncsmxrC3JBWoOS+YCNemFc1mPSyWzgAvydI8px3yp/azaZ5VVb/3jTaYvylNb1eYFeYQQJZRjhlEP5TgF5ZgQQoihoBwzjHooxykox4QQQgwF5Zhh1EM5TkE5JoQQYigoxwyjHspxCsoxIYQQQ0E5Zhj1UI5TUI4JIYQYiqNHjxJCNCj1+1OAcqwB5ZgQQgghxHhQjjWgHBNCCCGEGA/KsQaUY0IIIYQQ40E51oByTAghhBBiPCjHGlCOCSGEEEKMB+VYA8oxIYQQQojxoBxrQDkmhBBCKhfvwj3YYtuYWnuM2PoT9MXuiD8TkgvKsQaUY0IIIaRyOeGYxzfes2Ekvo0W9wqeO9aF8NI9RFcelrxvlcTkyn1MLtzC2NQKHGOzcIVXMRHfQHR1/84j5VgDyjEhhBBSuUyuPsLr7UGY6iyoer8fn7gXMTbzBSLL90vet0ohuvQlIvOfY2rrD4jc+iNGl/+A3qn/wBVPElbvFsamt0rex72AcqwB5ZgQQki5Iy8d0OJyYEuxTYtnFS2eVXgSyaKWG7R4VjG19jhvm96Fe2jxrKJ36vauj98Xu6M47tTaY4SX7sEfv4XRqU34prcQSNzJuXIszEmLewUt7hVYJjYL7pvec9IXu4PReeXct3hWd3TcYhNe+BJjsQ34Vv+E8S1gYusvcC3/BT1Tf8Jn7j/idO8f8fvuzzE0vlTSfu4FlGMNKMeEEELKne+ddeHF5kGEFpOYXH2Ef+qM4o2rEURXHopy1eJZhanOgg+HFxBdfoB/tc7gmfpOmOosMNVZcKC+Axe9q3jjakTku2dG8GLzoLiNUJIwufoIsfUn+FFbEN94z4bI8n3xsdh6SsKFY0WW72cJXl/sDl46ac9q11RnwcunnQgu3M1qR6v9vtgdmOoseLF5EM8d68pq50B9h0J+TzjmYaqzwB69icD8lznF+F+tM2Jbz79rxQtNAzhQ34EXmgYwHL+NydVH4hi+8Z5N3PbF5kF0h7fEfkrPyTfes+GnHWFElx9kzcXlwBaeqe/EL25MiXMtPyeBxB1Yo7fyHm+v8EYWMRB9DNv0n+Fc+DPcS3/CUOJPuBH9My54/ozf3niCd1r/gN913sJwcLnk74ViQjnWgHJMCCGk3HnuWBd++KkXvvjniCzfx0sn7ThQ34GxmS8QXX6A2HpG+myBFbzbF8cz9Z1461oYvRPL6BlbxNcau/HR0Cx+bJnA65cD+LFlAqY6C2pbx9DcNyUiHEMQYFOdBX3BNYSX7on9EUS8L7iKibns1dPR+SRMdRa81jaO5r4puKMbcEXW4ZncxPjsbVFcc7U/tfYYP7kSwmtt4zhyJYDmvim8etGHA2914OzAFEanNsXtvQv3RIE+diOCwPyXOVdjJ1cf4YWmAbx60Yfh0Ao8k5vwxm7i26cc+PYpBwLzX8I9d1ccgzu6AVtgBYd+Nyg+P7n6KOucvPzBML7zwVDW+YitP8E33rPh5dNOeGM38fy7VrzSMoLmvin0TiyL8+KLf46R+Hbe4+3Va2s4uI7P3H/AlfE/oGfyj+ib/hO6J/+Mdv9DfOy4j+Odj/D2pSf4peWPuNC7gvGZz0v+figWlGMNKMeEEELKHVOdBe90hTE6tYnI8n08d6wLB+o78OpFHwKJ1N0Z3rgawfPvWjESWkXV+/34sWUC7ugGvLGbGJ+9DX/8FnzTWxifvY2JuW184l6Eqc4CZzAlar745/DHb4mrsi+dtOOvf+/Ggbc68D/a/FkS/MbVCEx1FoyElHJsi6VEr801B1dkHf74LUzMbSMw/yXCS/fEbXO1H1t/gsjyfYzNfAHf9Bbe7AzBVGfB8Z4wnMFl+OO3RMn+p84onjvWhf/j5CD+zw+G4It/nnPleGrtMQ7Ud6Du8hhckXVMzG0juHAXpx1zMNVZ4I3dxJmR1NycsEbgiqxjfPY2vvPBEA79bhDe2E1Elu9nnZOjXVHxg0loMYnYeurDyoH6DtgCKxid2sRX3+nCz9sn4AqvwRf/PDUniTsILSbR4l7Je7y9em1ddW7h5I3HaBn6C1r9QPsYcNV9GwPuCIY8Ifz79VWc7bmP4eifcM2dxHXnwr6p56Yca0A5JoQQUs54F+7BVGdBk20SvuktRFcewlRnwT985sWBtzrQF1wTV5P/9pNRuKMb+LFlAgfqO/DKWSd+ZZtGdPkBoisPU/9Nc9a1JAqusKIbXXmIydVHYplC++gi/uqMA19r7E4dO70qKoi4K7yGwPyXWf0VVpVfvejDa23jeLF5EN89M5JVfpGv/dh6SmKjKw/x//VMw1RnwZtXA3CF11JinN6uL3YHz9R34s3OEH5m8YuCKl2FVsNUZ0mtkkuO+ZvBlBy7Iut4/XIApjoLWl1z+N3gDF5sHsSB+g5c9szDG7sJ18ydrHMSWkziQH0Hft4+gYm5bYzOJ/HcsS78Y9u4KOCmOgteOevEq5f8ePmD4ayyCeHDhtbx9lJGP+vbxL+1PsaJ609wZgA4M/gHWD1L8Iz64fWPYdAdxdXhWxgMPkbn6B/w+64VuCIbJX9fFAPKsQaUY0IIIeWMIJs9Y4vwx5b6xkEAACAASURBVG+Jq4zd/gX8Px+P4NDvBjExt40D9R1482oA3liq7vaUfRaHfjco1ra+3h7Mqol942oEVe/3wxVZzxJcoUzh+y0jaLJN4pWzTpjqLLjsmUdwISUDf986gaoTNrijG+JjAoLoffN4L7513IbX2sbxZmdILDnQ076AUHrxZmcoteI6vZW1+vy9sy589Z0utNjjePVSSo7rLo8pVqGlCPXMlz3zWSvQL5204/stI1ly/J9/2w9TnQXf+WBILIWYmNsWz4FwTqIrD/HfP/PjW8dt8E1v4acdYXz916n58U1voXVsA6Y6C77W2I1vHbfhbz8ZxWtt4xiMpMpDftoRznm8vSyraB+6iV9f+AKh999Ge+P/jZ9+8o+w+NwIhWYwHpnDeCCE684lvNf+AI2X/4STHTfRNZwo+fuiGFCONaAcE0IIKWcE2XSF1zAxt51V0tAXXMNX3+nCa23jWSuZkeX7CC/dw9jMF+gLrorieN61IK6qCnLsmdzMktIfnPOKtcBfa+zGK2ed+Mrb1/FXZxwYm/kCk6uP8NJJO15pGYFnclMsIxD4+9YJfPuUA0OBJbjCa+IdJCbmthFdeair/dh65mK2t66FU7W5MjGWXlj3nxo6ceh3g/jWcRv+U0MnvLGbWavQUoQPG0L5wuh8Et8768LXf22DLbACb+wmXv5gGFUnbBgKLOH/PecWV+p98c8RXX6gOCdTa49FAf5tfwymOgtODsThmdxEYP5LHLcncKC+A0OBJQyHUmUW3thN8ZZz3z0zkvN4e/n6srrncbLtFqZ+9c/49B++gcYP/1dc6GvG6NgcQqEw/D4PPr4+j/pPHuBfLv4Jxy1fwNJXuG+VI5RjDSjHhBBCyhmpDAcSd/CDc15UnbCJYnbRuypKolCPO7n6SCxLuOhbw/PvWnHgrQ50+xeyapSr3u/H6FRGcAVxrG0dQ9foHJzBZXgmN3HkSkAUP+HuDEKJwAtNA3ixeVAsE/j6r22obU3V8552zOG9gRn85EpI/CMdetoXxPf7LSN4pyuM2tYxvN4exE87wnDP3cXofBLP1Hfi+y0juOicgWNiEa7IOtpHF8WSDmGc8vkUxvh2Vwh//Xs3nqnvxAtNA+gLrmJ0KiWzLzYPouqEDSOh1VTN89VU/759yoHh+G1xpVc4J7H11IV+z79rhanOgv92zgVXZD21Wr7yED9qC6RW6cNr+MS9iA+HF/CTKyFc9K0huvIw7/H2cuV4NLyIf79+E78+v4mf1l3DyIf/G/qvvoqz15dwsXcNF7tjOHX1Fj648RAnu/4DTZdv41LvTMnfF8WAcqwB5ZgQQkg58y89cRyo70iJWFrcvn3KAVdkHcGFu4iuPMQPL6Tu5DAUWMIFzzKeqe/Mug3a91tG0DO2KO4ztfYYvxmcw3c+GMqS4x+c8+Ll006MhFbhjm5gfPY2ggt3EZj/UhRsX/xzUca/ebwXta1jIoORzazbrklvmdY5sYb/em4U3/lgKGf7510LWe1/83gvqk7YUPV+P6re78db18L4xY0pPHesC9bxJVFCA/NfIrhwFz/8NLUyfW44oVp7LKxcf+Xt63jlrBMnB+LihYvCxYjCSq4wX6HFJE4OxHHgrQ7Uto7haFc065wIbf/ixlTqlnnOGXgmN8WV7pdO2hVz8tV3utDYG0Nw4a64Uq11POGc7cXrK7p8D9fs0/h5G/APJ5JoO/seLlpa0fDZl/i31sc42ZlES+9DtDke4PzAH3Hm+k10DEyX/H1RDCjHGlCOCSGElDPRlYcYm/kC3thNhBaT6IncwkB4Q7zlWmz9CcJL9+CN3cToVKpEQnobtN6JZbgi61nyJ7QbSNzB+OxtsZ3oykOMz96Gb3orS8im1h5jOH4bHzvn4I3dxKfuJVjHl8Rbofmmt8Q7YXzqXkJz3xT+fTAGV3gNrsi6WBYRSNwR70Ch1f7o1CY+cS/CHd2AM5jq++jUpohQoiH0M5C4k7WyGl66J5Y0qEnlv7uX8WZnKNV2eE0sbxDuIR1bf4KeyC10+JazSjmkf2jEH78FX/xz8ZyI52r5AfzxW/BMbmbVCvdEbuHkQBwnrBGMhFbFORFWqrvDWzmPt5d1x9GVh3AF5tFyZRbvtD7GP18AfnHhL3i/4xFaeh/i08HHuDBwHx/bHuF0zx/x0fUFDPrnSv6+KAaUYw0ox4QQQsqZqbXHiC4/EP9QxuTqI4QWk1l/rGNq7bFYZxxdeZh1GzThVmrS7cV203ewkEqqcDcLuVROrj5CcOEuggt3EV66h8D8l+KtyCLL98U7YkSW7yOQuAN//FZqRTdxR7yNmzCOXO0H5r9EaDEpti+spApI25H/8RBhDEL/1Op1hQ8FQt+EOZP2R5hjqTAL8xVeuiceW358Yf6ENuVjG5v5AmMzX4i3tgstJsV5y3U8tfkqFuOzt3FjKIzPrvTidHscx9r+iH+9+B84ef0JPrI9xke2x2ixPcGJa3/Bsc+20dodxPjMrZK/L4oB5VgDyjEhhJBKI9+fbZaKr1z8inFcKVrbCXXPu2m/GP3U6lu+edltH7SOqzUvxT6eXlyRdXzU1ou3f/MhfnPyLN7/aBC//GQZv7x0G2dv3MWH1+/g3z67jbfPL+N35wfQ0evB2MwXT72fewHlWAPKMSGEEEKMyujUJi5eH8ZvW9rw/pmLONVyEb/7uBu/vTCG9z+bxHufRHD8nA8nP+5Gy2ed6BycgD/OlWPKcREmkxBCCCGk3Agv3YNnchOOiUU4xhdSTCzCGVzGcGgFQ4El8XFncFm8VWCp+10MKMcaUI4JIYQQQowH5VgDyjEhhBBCiPGgHGtAOSaEEEIIMR6UYw0ox4QQQgghxoNyrAHlmBBCCCHEeFCONaAcE0IIIYQYD8qxBpRjQgghhBDjUXFy7I8uwxdZxmhoEZ7APFwTcxgZm4HTF8eQbxp2zyT6R0KwOsZxnXJMCCGEEEIKoNRyfO5SFy6l5biz140bAz5YHeOwOYPod4Vh90zC4Y3B6YtjhHJMCCGEEEL2EsqxBpRjQgghhBDjQTnWgHJMCCGEEGI8KMcaUI4JIYQQQowH5VgDyjEhhBBCiPGgHGtAOSaEEEIIMR6UYw0ox4QQQgghxoNyrAHlmBBCCCHEeFCONaAcE0IIIYQYjwqU4xX4IisYDS3BE1iAayKBkbFZOH2pPyFt90yhfyQMq2MiLcdDlGNCCCGEEKKL0svxDVzq6MflriF09npwY8APq2MCNmcI/a4I7J4pOLzTcPpmMDI2SzkmhBBCCCF7B+VYA8oxIYQQQojxoBxrQDkmhBBCCDEelGMNKMeEEEIIIcaj8uR4cgW+6ApGw0vwBBfgCiQwMj4Lp38GQ/447KNT6HeFYR1Ky/ENyjEhhBBCCNFHyeW49QYuXe3H5RtD6LR5cGPQD+vQBGzDIfS7I7CPTsHhm4bTP4ORccoxIYQQQgjZQyjHGlCOCSGEEEKMB+VYA8oxIYQQQojxoBxrQDkmhBBCCDEelGMNKMeEEEIIIcaDcqwB5ZgQQgghxHhQjjWgHBNCCCk2R48eJYRoUOr3pwDlWAPKMSGEkGJz9OhRMAyjDOU4BeWYEEKIoaAcM4x6KMcpKMeEEEIMBeWYYdRDOU5BOSaEEGIoKMcMox7KcQrKMSGEEEORJceJZlSbTDCJVMNsTSitwWqGyVSNZpWnGGa/hHKcgnIc3kZN7QoOiWzgiP3Bnp7w1lMbOFS7giP20r/4ikZ4GzUN23CUuh+VOj6N9vfktVJu56rc+rNf5oLzqolCjqubITpvwormahOqZRZsNVfDbDYrHmeY/RTKcQrKsfwXSDiJpoYV1Fj2SpCTOFK7hVa1Y1cypRrL0zpuSeR4j14ram3tpv3d9u1pv3bK+X33NOW4nOdhj8kpx6qPJdBcbYYVVpjl2zLMPgrlOAXluNiisJPj7Qf267ie1vie5uvQ6HJcznDl+KmQV45hhdlkhlW6jdmKlCSztIKpnPj9/oKeoxynoBznWrFTrCqn/x3eRk3DFo40pEsxGtKre+tPELNvSco0NmRfhydxRHxO1n54O6u9prBwzGTmcWnJh9pxhH6d2hDbV20zazwq48jTTqtkf+HxmoYNHBLnRmXO1p/AYdnI9FdlZV71ebXxZ/VvJXXcXHOYb7yF7CseU3tf6Rw2ndpQOUdarynp61D7taJ7nnK+TqTHeoAmsf/qc6n9+lbZN+d7IMdrR+s87GguM+eqxpJM7yt9/ci3y/F+yTeeUr+P8r2mdL/mZP//2+EvlUogvxxnS3CiuRpma+ZnllYwlZBkMomamhp0dHQonuvo6EBNTQ2SyWTW45TjFJRj1V8QD9DUsIEme45fKrWZX54OywYOnUrqa1smxKmf08cLy7dJiUeWANVuaIib0K8NNNkfZMagaFO2n9o4FO2siLKVGavscftWnl/qshIBxS9ftec1xm+X9C/vHOoYr+59N/LPg2wOsyS1UFFRfa0UME+5Xic5V461znkB7eV9f6m8drTOw07mUhi//Ge5NBbyfinX91HR5Xj/U9jKcQLN1dIL9kwwsbSCqZCoCbKWGAOUYwHK8Y5XjtVXdVKrQMLKjmQ1TWPbzC9p6UWBqVUhhZzL2lEcR962WpvhHGNXG1+hc6A5N+kVxoYNHLEk4ZCLm9rzegQl3xzqHW8x5qqYj2uNs5B50vM6yXksna9vle11vwd28j4oZC61XiuFvF92M56n8T6iHBdMQTXHYkmF+CRLK5iKilSQc4kxQDkWoBznEoWCf3EJK5sP8rctb0/ta0zNX14ax1H8ss/z1ehT/aUu/Fv4ilujb9LnC5bjXYy3GHNVzMe1xlnIPOl5neg6Vp7Xd9b2Bb4HdvI+2DM5VnsN7HI8T+N9RDkuGD13q8hVRsHSCqbSIghyLjEGKMcClGO1XzoNwq2zUivI4tel0q9zVb+el21v2dK3cqz4WlzrceHrco3jZI1Fq01ZX7S+Dpa3o6ecQBQolTlbl37VL/sKe12Ya/nzOcoqdM+hjvEWY1+1sgpNwdR4Tel6rRQwT7peJ2rvA61zrqc9He8BzdeOxnnYzVzqlWPN14DO93RJ30f55qGA15xB0H+fY41VYtVSDIYp7ySTyZxiDFCOBSjH4e2c9znOuvjllPSXyobk4prMLxiHJXPxTtaFRtLjqf7iThZ0QZ7qcVREP/9FZirjUJERtbFK567m1Ia4j+qcyfusekGeyvOaF+QVMIf5xqt339oN1GjMg545zDk/Bazm6p4nva+T9SeIrSfTF9Zl6ln1v76z9837Hsjx2lE9D7uZS91yrP0a0PeeLu37KN886H7NpV8Lhrogj2EYMZT
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" />
</p>
<p>
	3. Cum se verifica daca sunt efectuate setarile de conexiune a casei de marcat la calculator:
</p>
<ul>
	<li>
		se deschide casa de marcat cu butonul <font color="#3366ff">ON/OFF</font>
	</li>
	<li>
		se apasa butonul <font color="#3366ff">MODE</font> pana in meniul <font color="#999999">PROGRAM</font> si se apasa <font color="#3366ff">33333</font> si pe ecran va aparea <font color="#999999">Program 0-9</font>
	</li>
	<li>
		la optiunea 0 Parametri se apasa <font color="#3366ff">TOTAL </font>si o sa apara pe ecran <font color="#999999">Param (0)</font>
	</li>
	<li>
		se apasa<font color="#3366ff"> 12 TOTAL</font> si pe ecran va aparea<font color="#999999"> 12 Com. PC&nbsp;&nbsp; 1</font>
	</li>
	<li>
		daca pe ecran apare <font color="#999999">12 Com. PC&nbsp; 0 </font>se apasa <font color="#3366ff">TOTAL</font> pana apare <font color="#999999">12 Com. PC&nbsp; 1</font>
	</li>
	<li>
		si apoi se iese cu <font color="#3366ff">TOTAL</font> pana ajunge in meniul principal
	</li>
</ul>
<p>
	4. Cum se trece casa de marcat Tremol M20 in modul de lucru cu calculatorul:
</p>
<ul>
	<li>
		se deschide casa de marcat cu butonul <font color="#3366ff">ON/OFF</font>
	</li>
	<li>
		se apasa butonul <font color="#3366ff">MODE</font> pana in meniul <font color="#999999">REG OPER</font> si se apasa <font color="#3366ff">0 TOTAL</font> si pe ecran va aparea <font color="#999999">0.00</font>
	</li>
</ul>
<p>
	5. Alte comenzi in casa de marcat din gama Tremol :
</p>
<ul>
	<li>
		Cum se scoate raportul X:
		<p>
			&nbsp;
		</p>
		<ul>
			<li>
				se deschide casa de marcat cu butonul <font color="#3366ff">ON/OFF</font>
			</li>
			<li>
				se apasa butonul <font color="#3366ff">MODE</font> pana in meniul <font color="#999999">RAPORT X </font>si se apasa <font color="#3333ff">22222 </font>si pe ecran va aparea<br />
				<font color="#999999">Raport zilnic X</font>
			</li>
			<li>
				<font color="#999999"><font color="#000000">si se apasa tasta</font> <font color="#3366ff">TOTAL</font></font>
			</li>
		</ul>
	</li>
	<li>
		<font color="#999999"><font color="#3366ff">​</font></font>Cum se scoate raportul Z:
		<p>
			&nbsp;
		</p>
		<ul>
			<li>
				se deschide casa de marcat cu butonul <font color="#3366ff">ON/OFF</font>
			</li>
			<li>
				se apasa butonul <font color="#3366ff">MODE</font> pana in meniul <font color="#999999">RAPORT Z </font>si se apasa <font color="#3333ff">11111 </font>si pe ecran va aparea<br />
				<font color="#999999">Raport zilnic Z</font>
			</li>
			<li>
				<font color="#999999"><font color="#000000">si se apasa tasta</font> <font color="#3366ff">TOTAL</font></font>
			</li>
		</ul>
	</li>
</ul><p>The post <a href="https://facturis.ro/blog/program-de-facturare/gama-de-case-de-marcat-tremol-functioneaza-foarte-bine-cu-facturis/">Gama de case de marcat Tremol functioneaza foarte bine cu Facturis!</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Ghid de instalare case de marcat Daisy cu programul de gestiune stocuri Facturis</title>
		<link>https://facturis.ro/blog/program-de-facturare/ghid-de-instalare-case-de-marcat-daisy-cu-programul-de-gestiune-stocuri-facturis/</link>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Tue, 13 Nov 2018 16:26:40 +0000</pubDate>
				<category><![CDATA[Optiuni program]]></category>
		<guid isPermaLink="false">https://facturis.ro/?p=11287</guid>

					<description><![CDATA[<p>1. Se instaleaza driverul casei de marcat: DPrint driverul casei de marcat se instaleaza de la urmatorul link : click aici driverul pentru cablu USB se instaleazsa de aici&#160;sau de aici setarile in driverul casei se vor face in felul...</p>
<p>The post <a href="https://facturis.ro/blog/program-de-facturare/ghid-de-instalare-case-de-marcat-daisy-cu-programul-de-gestiune-stocuri-facturis/">Ghid de instalare case de marcat Daisy cu programul de gestiune stocuri Facturis</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
										<content:encoded><![CDATA[<h4>
	<strong>1. Se instaleaza driverul casei de marcat: DPrint</strong>
</h4>
<ul>
	<li>
		<p>
			driverul casei de marcat se instaleaza de la urmatorul link : click <a href="https://appv1.facturis-online.ro/downloads/DPrint.exe">aici</a>
		</p>
	</li>
	<li>
		<p>
			driverul pentru cablu USB se instaleazsa de <a href="https://appv1.facturis-online.ro/downloads/VCP_V1.5.0.exe">aici</a>&nbsp;sau de <a href="https://appv1.facturis-online.ro/downloads/VCP_V1.5.0_Setup.zip">aici</a>
		</p>
	</li>
	<li>
		setarile in driverul casei se vor face in felul urmator:
		<p>
			&nbsp;
		</p>
		<p>
			&nbsp;
		</p>
		<ul>
			<li>
				se selecteaza comul pe care e conectata <a href="https://facturis-online.ro/casa-de-marcat/cele-mai-mici-case-de-marcat-functioneaza-perfect-cu-solutiile-facturis">casa de marcat</a> Daisy la calculator
			</li>
			<li>
				se introduce la fisier &quot;C:/bonuri/DEFEXEC.TXT&quot; iar ca fisier de raspuns trecem &quot;C:/bonuri/DEFANSW.TXT&quot;
			</li>
		</ul>
	</li>
</ul>
<h4>
	&nbsp;
</h4>
<p>
	<img decoding="async" alt="" overflowing="true" shrinktofit="true" 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
hRwhhVe427BQVppOSHEZ01MlbSogLIj8v+RdZlxDilxLAjnFL8Y6PQd/ucxFC3C0JO0IIq3K3YUcIIYQQ1kPCjhDCqkjYEUIIIUQ9CTtCCKsiYUcIIYQQ9STsCCGsioQdIYQQQtSTsCOEsCoSdoQQQghRT8KOEMKqSNgRQgghRD0JO0IIqyJhRwghhBD1JOwIIayKhB0hhBBC1JOwI4SwKhJ2hBBCCFFPwo4QwqpI2BFCCCFEPQk7QgirImFHCCGEEPUk7AghrIqEHSGEEELUk7AjhLAqEnaEEEIIUU/CjhDCqkjYEUIIIUQ9CTtCCKsiYUdBSX4+QW6FKAxKVClawn215N8H8xJCCCF+aRJ2hBBWpe3CjproQ6WsXVpKWI4K/X2wtuvlEbKzjNVLjTjWcy0kS1mI+yIdqQY1YXuN2NuWk3DbfSpRxBexa7Wew8Eaii3jhO8rJiZNja7d1yyEEELcPgk7Qgir0mZhJ6eEWRNq+OilS9gf1pJf0v5ru14hDj3O8+WIaqbPrGTWzEpmrSsmr+H2nxN21ITtrWTA05cZNLeCE2kqjIZCnPtVs8VHzhAJIYT4zyJhRwhhVdoq7OQcMfH90nIOLqul3yIdmWql5bYCdkwysHF9NePHVTNtQTmHY1TmNsGlONub68ePM3EwXoU+Ws941wKMBgWFykLcHPRE5ikoydLid1RHQLIKo0bL/pUmpowzt11yQIvRoEBfpOHYygr2uZUzftxpnF2KyGk2z0Icepxhe4iGoib1hTc6s5Ofz+H1FUxrMk6JruXazW0m9zjHmKlnWLChCE2zsKMmYH2lZY3VTJ5eyeFEBUaDipSAYnYsqMBhsfk2+80lnNhTwdyp5r+XHtaYxyhVoogoZaGlDzsHg3k/3AePHyGEENZFwo4Qwqq0SdjR5rNz6WlW7ihGmaZn2Hs17AxVo9crMBr0jPjtZSasLmPT6gpmja1h4mwdOVmFOK+oZMbCCjZtKGOT3Vmme+ZRHHSaP7xvJLdUScbBM/z9LxdwOKEh5agBp3mVHErKx29ZBY7zK1izoYxNGyr4/utqPLMVlOQXYd/zB96zM7Jpg57Dvlo0zeZaiEOPOt7/8ByDbc9ia3uWTWEKlEllTOpeRUCzsJPHqfVGnOZUsLrJOB7Jyhbrt7QZZGLzFhNT7Co5mV7cJOyoiPfWm9e43sDKWbUMG64nyaDGf0MVI96uZe7aMjYtq+KrT84xYWYFa9eXsWnxWXq+UUm4QUFBdjHrvqrGYUMZmzaU42B/mhWbdKQWtP/jRwghhHWRsCOEsCptEXbyQ8uwX2zCLSiPMoOKwPnn+HJtIYXFCowGPWOfrmW/WoFRryL6QDnzxlcSFFfCwlHnee1vZ9ngqyU/T0OyQkFZQRHTXq/DJVGF9/SL2E6tZty8Mjw9DKxaXEpGko7x71/i2b9e5s0edfTscYlnH7nGBB8FJfmFLH7vIvMD1DeYayEOPWqZs1aPp08xR32KiVPcIOyk6Zj52UX+9Oxl3mgyzpj9Lc+oNLYJSS1hxfgzLN9Vzryml7GFGOnZo46ePS7yevervGAZy39DJbNHlBNeoMBYUsiawTU47StArVNgLCpl+EO1HDQoSN9zlqcf+IG/Wfp4+fmrvD/chG9a+z9+hBBCWBcJO0IIq3L3YUdFyNZqPuj+I79/9grdu1/mz89c46F3KonKV2I06Bnf5Qx+lm0TjxlwnHSakzkqFCn5RIaUsuyrc/TqfpmpbnmU6JQEz7zCOI8SZn9+Gk/fMhYOq2X6eiPLthaij9NjO7mKpdtLCAspaJCeZw47jh9eYGvqjeba+mVsrYadOD3jZ1QxZ5Ou2ThpqpZ9NraJLlUS6nKasfPO8tVLNeawE2Lk/VdqWRFSQFhIIcc8TAxvCDsVLBpXZvl8UAGbbKuafM5Hx/hO5rCT4nqWP40qbzaPuOQ8tMXt//gRQghhXSTsCCGsyl2HnbRiFk4/w3fOpUQmaUhJ0pCSVMyiD68y6YCKG4WdQ0fK2OZWSkimEm12HoEra+nvVERBsYJSt3N0evoHPltegCa5iJVfX6V7vxq2hyoxlhSwetgFxs8vIdkSPNJ3nGWaTxuHnZICtkw8x9jpeqJzG8eZ5XXjMzvRBgWlBYWsGVrHs7+qY4mPlvzjVXQZVm4eT6ckddtZ/nqHYUcRY8T2hTrWhZjHLIgrYfeeMk7ImR0hhBBtTMKOEMKq3G3YSfU24rCkEs94BeVN6nWHanh0nJ4bhR3/mGKchtXR9cFrdOp0jQdfqsEzRU1ZmQJjiZ6hv7nE6ngF5VoNR5fX8NlHp/HJtvSdrGfyPy/z5EOWtv93nn0lbRx2DApK03TMGXCJpx9sHGd77g0+s2MJO0aDgoz9p3n7zxdY6KMlX6fkwJQrdOp0jU6P/sQTX55j/B2GHUOxmkjXM/ztN+Z5PPSbK9jO1pOkb//HjxBCCOsiYUcIYVXkR0WFEEIIUU/CjhDCqkjYEUIIIUQ9CTtCCKsiYUcIIYQQ9STsCCGsioQdIYQQQtSTsCOEsCoSdoQQQlgjgz4HrSYFtTKhw8tTJ1FSlHFb+03CjhDCqrRF2MnOV3A0Rcn+OCGEEOLeO56qRFV449clgz4HlSKe+LgQsrKSO7y01DiSE0MoLrz1e38JO0IIq3K3YScrX8HyQBWvr0nnqQXxQgghxD3Xa2Mmm8JUqG8QeEpLMomNCaSkpIAff/yxwzt7toaU5Ggy0iJv+b5Awo4QwqrcbdjxiFfy8qpUhu3OYlNogRBCCHHPTfQq4uM9+QRmtPztM7OSogxiooP54YcfuHTpUodXV1dHYYGGxITgW74vkLAjhLAqdxt2tkUqecI+lk2hBUiRIkWKFCm/RPHIPEdv10KOptw87Fy9epWLFy92eBcuXKBAwo4QoiOSsHPjsnfvXiIjI9t7GlKkSJEipUW53bBz5coV6urqOrzz58+j1eZJ2BFCdDwSdm5c7OzscHd3b+9pSJEiRYqUFuV2w87ly5c5f/58h1dbW0t+vlrCjhCi47nfwo7B53tGHdJz5UI0az/eiqJNer2TcoYc/6Mc3BGDbZOwczrcGbtDuVz84V+/+IykSJEiRUrzcjthJzo6mEuXLt3yPXFHcPbsWfI1Kgk7QoiO556FHf1BvujyJJ07d7b4I70+cSH7pi9f8dg/+T3Hr17jUq0/M7otIOUevli2Xv7FTz9c5cqVH5nWEHay2dJvAYcLTvPDv3W49uvcZF1d6TXIkcjT9e2L8Jw0kJc6N92mM3ZhcPmcH+Oa1j/3PpN2JHAWgHw8Jw3kr52/ZreinMsN8wlj3ON/4K3vfTACcJpUz31sXxWMHuB0JI6DetG1ab92YfDjZfT+8/nEJd3czQUNx5fPZrr9ATQXzFXpLp+w5JiCGstg182v3otfsnyVIyMG2rHylIILDXOLwq5zZz7auIuRrbX7+3A2h2q4eI/uKSlSpHTccidhp7a2tsOrqalBI2FHCNER3ZOwE7+Mbo/3YVVm49viq1UFnNw8lnknK2786hW9gM5T/AHaMew0lobL2DK202fhAXTVl4BiNvfqhWtx/VZnyPZbgu1bg9kcUwUU4D56BW5+2Zxp0V/9muJbG0ztxegVO1k98SXmHsmm+lL9DUFMfHAYI6e9wJSj5UAlie472bj0JDrUuI/+nmWusRga0lEYE20mEnbtKhXRaxnWZz0ZAIZENk3sSdePphGoPg9UcHTKWDZHFHD+x5aTOU9+9AGWDtyOukltZehy+g6Zi39BFT8CYXad6bW5sMkWZ8j2c2PFaPdm7aRIkSKlrctthZ2oIOrq6qipqenwqquryctTStgRQnQ8bR52/pWE42u2bIwzcfXaDV6lzqvZO20Ckxd5oT5fX/kTYfZ/ZWZgLQCXak8w8SFbBg3pTOfOnfjDO7ZsDDPy07WfuJK6h8G9X6BT58507vwgw3eouXqtsY3tMHObbm/bsjG8gmsU4GW3hp3uiZYAEs+CbjPwr70EFLKx7zvMmDuMzp3/yoffrGS3JUwMtLPD3X0vqS5DcDgUy5nLcH3YAThNssdqFo7dSFJ1Ae6jHdl+KI7iJv+rdulH8/ymd51JsKXufN0lfrgG/Osncg/PZOWuAxSEbeaNGR5oT1/k3/8GCGLGM1PZf2o9I953JvnHisawcyaB1fPX4xGcRUVtLRcu/8S/zY2Aa5w3pbB1wmSOG65RlnAKzzVj+W6DBwHxeq4ZjjN5wlaiCqu5LuvcIOwAZO/9miHLvMg/PIunPnWh2W6QsCNFipRfqNxJ2Kmuru7wqqqqyFMrJOwIITqeNg875UcZNXQzSRXnuVHWoa4Ar6XzWbwugII6c9VPFyOY/c0eNHVXAbhUe5TvnngRl2yAalIPrWXB2LXEqeJYOvRbFrslUXEFIB2nF/uyNq+xzdp04IqR0I0rmDPTk/xrNw87ju/9nt4bLZd7NTlzMtDOjr2u37N5oRvROUZ+AloPO2BIdMdljR0nCwpwH/0pLz/2FF27daObxYJo8/xG/L/OPGmpe2/4bAIK4VplHBuXbcYjNJ8rZLOx92CWh5Zx5dq/gSBmdFtAsFGBm/0/mXM4keiGMzugOTqbL94299d3yVHU2mJ0umouAz+dN3Fq6wRm+arIPeXLPpet7Fi5iZ0e8aT5zmLC1lMUVv/Qyh1047ADGSx7+U88aDOEw1WXWtwmYUeKFCm/TLndsHPhwgWqqqo6vNOnT6OWsCOE6IjaPOyc9mfCoBWE62r56d83f7FqLD+idZ/EN7szqLtq/gKAlpexGRLdWb5oLPsPH2T0ip34ZVc2tI5e0I2JQS0vE7uMOnAfmx03k1xz87Cz+fPBHNLX99Y87DgOfI7Z23zJNScrWg87P1IS5caWFQsJ09/pZWzXMEa7MGfBfFx8E8jOziZ45Wf0cQil+spP1Ied+B/Oojy+mUlf2bFmq0tD2Gla0rd+TM83XuZPjw7m2AXgSg0JR5wYusiNY7572OyrpThoL67eXuxe8BVORxIw1rV2f9wo7PzIOWMA83u/y5t/7MOMAB1Xm90uYUeKFCm/TLndsHP+/HkqKys7PJPJhFqVK2FHCNHxtP1ndrTsH2LLd2tOoKr5qfGV6cfL1BrzUZmuwI/nKc3NIkddbv68yJU8dsxagI+imh8tX3bWPOxcoSB0B2sXLyA0NpTJc1bgFlnE5WvApTLchr/I7NhbhR0nNu+M4fQ14IwfI7tOxe82ws7Hf3sH91OZVDe8q28Zdn7gXEUSBxyWsW51JMY7/czOJR3+W2byRb9/8snAgQwcOJCBA/vx6juj8S2+REPYAS6UZ3JwZT/6vzseh6Un0V0oJzO/hIpzV5p0eBq3ft1YlW3eb0XxB7B//ROmr9+Ae+Z5Lii9WbhqEp+/Opsj8UXUAdXqUE5mlzfpo/Wwc+V0KpvthzN7XyJnU935cNBEvIqapiUJO1KkSPllyu2GnXPnzmEymX4xOk0GERGBJKtKMJlMaFMDORaRiFZnwGQyoYhw52CU6hedk8lkoqKiApWEHSFER3QvvqDgTNJuZowezfSVe3B3dzdz3caW5c7syK697jM7Z1I2MGNjAJW1jZdUXao9znePfsISd3fc3bewZsl81q4PpaiyiJNrHbCftwaXXe64b/gO208dCK28WdipJHbDYqZPWsDGXe6475rBm49OxPc2ws7fBy8jKf9ck5fYYjb3eo5Ray3rct/F1lWLWDR/K6GaC5i/oGAq06c54VK/dnd3Eg2th5263KOscFyMS2Rpk29gO0Pcot70366hadiBOopiXBn+x9cZvvQkOmMsTsuX4LB6S+N+dl/N3MHuqAC4RpU6APvef+HtrzeScgGoy2LjtMH0+diJCLX5iwaiF3TjNxN9mszq+rBzxaTmxOpZDFtzhELL17epPAcy4JvVlnWb5y1hR4oUKb9Eud2wU1tbi9Fo/MVknNzEiBH9cfJOwWg0ErKqP8+PWEhYuhaj0cjBETZ0Gn/kF52T0WikvLwcpTJHwo4QouO5Z189XZPCjnlzsLOzs1jIGpcoygCumEj29eLoqSxMV6o5NW88646nca7Jx0d+uJyNR0NbO1Zu9yTLZLnxgoaTrquZZ7nNI7XG0kbJcacAy4fmf8CkTiEmOAbdRagrjMFtwyJzf/v24WHvhfLyD0AVMXv2kXG2fuQLlKQmEh2cwEi7b7Fd6U5B45fKAWeI2WzXZF3zWO16suHrnKGKVM/tONk13cYOL3XL+Vl2kzaG6OhgtDUtXskLA5h/VAmom7W5Wl1ExIFdHAhWUkMdmlA3Vi9oOtZGYqqa7MdaAwlHdrDdMxVTk/ntOJKAwRIuCwOcmOvV9EvBr3C6MI3gvfHU73Lz/nMnUFFO43mkfLzs7NiRUH8O6yLlimRCG8aSIkWKlHtTbjfsnD17lvLy8l9MXvIpduxYx7E4FeXl5aT7rWfhDi8y8oopLy8nesc4puyN/UXnVF5ejsFgQKnIlrAjhOh42v9HRStJOxJNjq61bwVrz3IGO7vRrHZ3p9WPtUiRIkWKlHYrdxJ2DAZDh1dWVoYiN0vCjhCi42n/sHP/lpiYGNRquSBLihQpUu63cjthJyoqkJqaGvR6fYdXWlpKroQdIURHdLdhxztZSe/N2Yw8VMz6uBohhBDinhvtVcYgNw1h2TcPO2fOnKG0tLTD0+l05ORkStgRQnQ8dxt28osVbItUMWCPhh4uWiGEEOKeG+imwSNeSVFJ669NJUUZREUGUl1dTUlJiSgpISc7Q8KOEKLjuduwYzQoKChWkKJWEKcQQggh7r3UPAVFuhu/LpWWZBEbc4rEhGhUKlWHl5mZTmTESbIzo2/5mi5hRwhhVdoi7AghhBD3k/KyXAq1qURHnSQoyLfDCwvxIyMtkrLS7FvuOwk7QgirImFHCCGENSovy6WsNAe9LrvDKyvNxqDPua39JmFHCGFVJOwIIYQQop6EHSGEVZGwI4QQQoh6EnaEEFZFwo4QQggh6knYEUJYFQk7QgghhKgnYUcIYVUk7AghhBCinoQdIYRVkbAjhBBCiHoSdoQQVkXCjhBCCCHqWU3YKSgooLa2kroL1UKIDuzypXM3DDtFRUXU1JjafY5CCCGE+GVYTdi5ePEily5dEkII6urq5HlCCCGEEFy6dMk6wo4QQgghhBBC3CkJO0IIIYQQQgirJGFHCCGEEEIIYZUk7AghhBBCCCGskoQdIYQQQgghhFX6jwg7fn5+HDx4gEOHDgohOrCwsLCb/s6OPE8IIYQQHYfVfPW0/KioEMJokB8VFUIIIUQjCTtCCKsiYUcIIYQQ9STsCCGsioQdIYQQQtSTsCOEsCoSdoQQQghRT8KOEMKqSNgRQgghRD0JO0IIqyJhRwghhBD1JOwIIayKhB0hhBBC1JOwI4SwKhJ2hBBCCFGvQ4WdrMwy/P0NHDmSgeehJCHEfxAvr2wCTppQKUpuepzfbdjJzSnlpL8RryOZ7b5mIYQQQlzv8OE0/PxKSU0xSdhpKiZai6urAjc3A56edUKI/yB79hSzY4ea1BTNPQ07iQn5uLoq2bu3tN3XLIQQQojr7d9fybZtWQQHFUjYaSo8LB03Nz1eXtfw8UEI8R/Ey+sndu8uJDEh856GnZjoDPbsKcHL66d2X7MQQgghruft/S/c3U2c8EuTsNNUWGga+/aVt/sdJIT4efbsKSYxPuOehp3oKPN/irT3WoUQQghxYx4eZ/Dzu/XncCXsNHH4YC3u7hb7L3DwcHudAbqG54EL7Hc/z6Ej/8Lbu636/RdHDl/Gw73JOt1rOeD5E143HaO+3TkOHPrBsu1PeB44j7v7BTyP/BsfH/D2/oGD7rXs97jEYa/2PwiE9bkfws6RZs8T5zngWX8G6BqHD11kv/t5DjYcU9EMeOA32NhMZMk92y8/ccjjfLNj2n3/eQ4duY12+8+Zj2Ev8PH5N95eP3DAvRaPA5c54g0+Pv9qZU1CCCFE+5Owc0dh50f279Ixvsd/8cBvu/HYo8/QqWsv/jEqkr37r+D1i9+BuYx7swcP27zIkKUVljcid8n7Gp4HirAf8T3P//oxHnmsG4891o2HH/oNb42MxtXjZu0rWT55Jn+y6cpbg73Y6AE+PhmM7P4S/2fzGt+svoCPDxzaH8jHj/2F7m8uYcme9j8IhPVp37DzEx67S5n8to35eeJ3Xej89Kv8fW
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
n8XZQseRbN0GTUrVmJ4ezW6V17n+MJnOXzPfEpnTMF401gaRo/mZOFAfhgwFHXgIKSifOT+6TTnJNOSmoynbxq703JYPXAQy0umsfqlZWz/8gv2V1agtTvxhCSikoIajS9hEw0KBEEQBEEQBKFzuSphR4lIKJJEWJHwqzLeqITL7UFbVcvBv3/PhpXvsGT+7aycMYX3klOoT8ulJbuI/8rpz8n+hSjFRcgjR9Awaiw/DL+JH4dOoHH4BPzjJ+OaMgvntFn4Js9GmjgHeeIslEkzkaaUEJ46HWnSdNSbpqKOn4I89iakMeOIjB1NZMwIpNHDCBcNpmFIMU2DBtCSn8OJzEzC6VmUZuTydn4Bz86cwisvLWbr1m0cPXIck8mO3y+hSApKa9CJKgqSqlzzD1MQBEEQBEEQhFOuSutpNSijSDKSKhOMyYTkKNFAmJDVjblax86/f897q1exZP5tLB09mg1JqegyCjhROIQfCvrTMqgIZfgwImNG0Th6JD+MHE7D2JGEJo8jMGMKwZnTkEtKaJpRQvOs6TTPnEbzjIn8MP1G/jFpPP/vxvEwdjyMGMOPI0bTMGoU4XGj8Nw4Au/QQcSGDkbJi7e4Dub051BmHmsLB7K0ZCqvvbaE97/9gsojx/FavEieSPwanfagoxJWFSIi7AiCIAiCIAhCp3JVurEpsoIiy6hyFKWNEkWKRPC4vdRU1bLzm+/5YM3fWHrHPF6fMIkNKSnU5OQQG1TEiaIi1MGDiYwegTp+BI3jhyNPGEV46njC0ycjT59G47QSTsyYwYnZJTTcPJ3I3OkEbptO4OaphGZOQpl6E403jaV53BgaR49EHj2c0KjhBEcMRBrSH7lgAIHCYvZkD+DNggE8P20yK5YvZvPnn3HwyFGMZhthfwQ5KKFKMoqiEFXiISeiKETFMjZBEARBEARB6FSufNhRVXxqfKmXGpVRI1HkqERIlfCoETxSCLfVifaIlt1/P8wHq9/jxXm388rYYjZlJaPPy6ZpUBE/DBtK46gRyONGErlpFOHJ4whOm0h42lTUqSU0T53JyekzaZw9C+XmmcRmz6Vh5h1EZs7FN2Mm3ulTCE+ZgHrTeJrGjKZx5DBiI4qRRvZHGlpIqGgw5ZmFrC0ayguzZvLyK0vYtH0bFYcr8ZtcBIJhIrKMrMgoqkxEkQmqcRFFEdfsCIIgCIIgCEInc1XCjldVkRQFNaqgRmSi0SghNYpPlQkoEnIgQsDqp0Zj5Juvv2PT2jW8dMccXhkxmM9yMjEOHEjTsJGcHDqMxhEjUMaPQ5k0kdi0aTSWzKRl+mz+s+Rmfpx1CyduuZXmuXP5cfY8/qvkLk6W3EGs5GaiJTOQJ08hduNNtIwZS/OIkTQPHcbJYcX4Bg6gLL+QtQX9eWnaVN5a8jwfb9/KgaNHsJvsyK4AkhQPNRElSlSVCSkSIUUmpMjxICfCjiAIgiAIgiB0KlelQYGsKPFGBR2pKrKiEJVlopJEJBTB4/JQXV3L7t17eH/VKl656x6WjRjJB/mF1A4oonn4SH4cPZ4T4yfRMmEKLZOncWLaDFpKZtEyaw4nb7mFE3Pn0nLrXFrm3kLzzbNpmj2TxpklNE6fTmzSZBomTKTpxgnExo5DGT4aOX8Yx3OLWDNwIEtLJvPuy0vZvnULmrJK7CYrPp+XsCzFZ3TOOAb5jGO71h+mIAiCIAiCIAinXJ1ubOfQ9rgsy8hy62xPJIzF5eS4TsvOXTv5aNVKVsyfx2vFQ9icn0fNkCEEx4wjOm4C0RsnEZ0wmeikqUSnTkMqKSE6cybRWTOJzJ5JeFYJ4ZnTCM+YSnj6FMJTJhOZNJHQ+BsJj7+R8NjxuIqHc7CgiPf6D+C1KTfyzuKn2P7lFiorKnEabEieINFImKgSPe9xnOuYBEEQBEEQBEG49q552Ok4SxKRo3ikEEa/h0ptLX/f+Q2b336Dt++4jVeHF7OmMJ8d2XmUpudRnp5HeWYBZVkFlGYVcCi7gMO5/TmU158DeYXszyvgQF4+B3LyOJCdy8HMHEqz8jiUls3htGzK0nLYk5rF20VFvFgyifeWPcPWzz/ioKYMk9lC2B1EDUooUgRZkUTYEQRBEARBEIRfmGsedtrIikxUiV/L45Ij6LxOyms0fP/dDj5e8Tpv3D2P58eN4oWiAbyYn8fygjxeLMjnxcJ8lhbms6R/PksGFrB4QD6LBuSxaEAOiwbksLh/Di8UZrO4MItl/XNYVpDDsoJsXirIZvmg/iybO5uVy55j2+eb2Hf0EFqHFV8ghByWUSUFRY4SVc69jE2EHUEQBEEQBEHovC5P2Nmqu+SwczYZpTVUhBUZtxTC5HZyrLqKXd/uYPO777By4V9Z/vCDvPDgvSx6KO75h+7luUfu49kFpyxccC8LF9zDwgV38+yCu+NfH7mb5x65m+cfvptFD93FkgX38tKTj7DurdfY/vkWDleUorOY8QZCSBEZVVJRovEAFlYiyKoIO4IgCIIgCILwS3KusGOz2XC5XBcXdoxG42UJO6oso0ajqFEZRZaJRKMEw2EcLhe1tXUc2LOXr7ZuZfOHH/H+hg/YuP4DNqz/gI0bPmDDxg/P8AEbNr5/ug0b2bBhIxs3vM/G9Rv54P0P+eyTz9i7cxfHK47iMNsIe0NEwzKKFO8cJysykdbZJjGzIwiCIAiCIAi/LPGwU8uRI0eora3FYDBcOOxEo9ErE3aiMqoUjZOV+KyKFCUUCOJ2edHrjWg0xzlUWsm+gxXsbbX/YAX7D1WeoaJVebt9h8rZd7CM/QfjXw+UVlJeeQxDnR6vxYnsDaMEoyiReNBRZIWoIhNRo0gi7AiCIAiCIAjCL84ubYib3r2EsHOlZnYUWUGR5fgMjxyf6VGkKLIkIUUkAsEQTp8fm9OD1ebCYnVitTmx2V3Y7G6sNhe20zg7cLSzO1zY7E5sDidutxePx0skEEQNS6gRCUWWkZUoUuv9dOQOYxNhRxAEQRAEQRB+OTpN2IkqClJrVzZVUVDlKGo0ghKNIEsRQtEIgahEMBImFAoSCgYIBQOEQ0HC4SDhUIBIMIAUCrYKIFN/YYwAAARNSURBVIX9SCFfu0jYjxQJEIn4CYd9SFIQvxwmrEhIchhJDiEpEcJqhJAqEVVllKjS2qhAdGMTBEEQBEEQhF+StmVsR48e/efCzmVrUKCqyKqCrHa4hkeOosjxfUZlmWhrGIrfm0dqJaPIURRZiovKcW3fn4PcQUSRkJQosiIhK1GiqkRUbZvVkVHk1mVtF7MUrxN8oIIgCIIgCIIgxF10N7bGxkZUNX4TUEmSCAQCF9V6WhAEQRAEQRAE4VrYpQ0xYU0dGo2G+vp6TCZTe9jx+/2EQqHTw46iKKeFHbPZzJMi7AiCIAiCIAiC0Mm0hZ1jx46h1Woxm804HA48Hk972JEkKR52YrFYe0e2YDCI2+3GYrHw5OcGEXYEQRAEQRAEQehUdmlDTFhbT1VVFTqdDovFgtPpxOv1EggECIfDRKNREpqamojFYqiq2h52PB4PVquVp0TYEQRBEARBEAShk9mlDTFxbT3V1dXo9XqsVutZzQnaw05DQwOxWAxZlgmHw/h8Pux2O09/YRRhRxAEQRAEQRCETmWXNsSkdVrq6urar9c5cwmbLMskNDc3t4edjtftuFwu/vqlmTs+c7DigE8QBEEQBEEQBKFTePRLF5Pf0521hC0YDLYvYVMUJR522q7bUdX4UrZQKITX6+WLI/HZnSe36Xl8q47HPqvn0U/rWPBJLY9sruHhj6t56ONqHtxUxYMfHecBQRAEQRAEQRCEy+TBj47z4KYqHvq4moc31/DIJ7Us+LSOx7ZoWfW9DqPRiM1mO60LW9usjqqqJLS0tNC2lE1V1falbIFAAI/Hg91ux2w2YzAY0GrjU0U1NTVUVVVx7NgxNBoNR44c4ciRI1RWVlJRUSEIgiAIgiAIgvCzVFZWtucMjUbD8ePHqa6upra2Fq1W2x50zjer0x52Os7utHVl6xh4nE4nNpsNi8WCyWTCYDCg0+mor69vDz81NTVUV1dTVVUlCIIgCIIgCILws1RXV7fnjLq6Ourr69Hr9ZhMJsxm82lB51yzOrFYjIQTJ07Q3NxMx0YFZwYen8+H2+3G6XRit9uxWq3twcdoNKLX69Hr9eh0OkEQBEEQBEEQhEum1WpPo9Pp0Ov1GAwGjEYjJpMJi8WCzWbD4XDgcrnaW0233US0bVYnFovR0NBAwsmTJ2mb3em4nK0t8EQiEUKhEH6/H5/Ph8fjOS342Gy29vBjNpsFQRAEQRAEQRAuC4vFgtVqxW6343A4cDqduN1uPB4PPp/vgkGnqakpHnZOnDhBx+Vs5wo84XCYYDB4VuhxuVw4nU4cDgcOhwO73S4IgiAIgiAIgvCztOULp9OJy+U6LeT4/f72a3QkSTor6DQ2NtLc3EzCDz/8QMfA09TUdFbgkWUZSZLaZ3kCgUB76PF6vXg8nvbwIwiCIAiCIAiC8M9wuVztwcbtdrfnDK/Xe1bIiUQi7dfonBl0mpqaaGlp4f8DicKqNjWGCFEAAAAASUVORK5CYII=" />
</p>
<p>
	<strong>2. Setarile in casa de marcat Daisy</strong>
</p>
<ul>
	<li>
		aceste setari trebuie sa fie realizate daca se poate de cei ce va livreaza casa de marcat si va asigura suportul tehnic pentru casele Daisy
	</li>
	<li>
		daca lucrati cu unitate de masura cu zecimale trebuie facute setarile cu 2 zecimale la u.m.:
		<p>
			&nbsp;
		</p>
		<p>
			&nbsp;
		</p>
		<ul>
			<li>
				se deschide <a href="https://facturis-online.ro/casa-de-marcat/cum-se-configureaza-noile-case-de-marcat-datecs-cu-jurnal-electronic-in-aplicatia-de-facturare-online">casa de marcat</a> si cu butonul <span style="color:#0000FF;">MODE</span> se apasa pana apare pe ecran <span style="color:#808080;"><em>&quot;PROGR.&quot;</em></span> dupa care se apasa <span style="color:#0000FF;">9999</span> si tasta <span style="color:#0000FF;">CLK</span>
			</li>
			<li>
				se apasa tasta <span style="color:#0000FF;">ST</span> de 3 ori si pe ecran va aparea <span style="color:#808080;"><em>&quot;Punct zecimal 0&quot;</em></span> dupa care se apasa tasta <span style="color:#0000FF;">2</span> si iara tasta <span style="color:#0000FF;">ST</span>
			</li>
		</ul>
	</li>
</ul>
<p>
	&nbsp;
</p>
<ul>
	<li>
		se configureaza departamentele cu cotele de tva dorite in casa de marcat
		<p>
			&nbsp;
		</p>
		<p>
			&nbsp;
		</p>
		<ul>
			<li>
				se deschide casa de marcat si cu butonul <span style="color:#0000FF;">MODE</span> se apasa pana apare pe ecran <span style="color:#808080;"><em>&quot;PROGR.&quot;</em></span> dupa care se apara <span style="color:#0000FF;">9999 </span>si tasta <span style="color:#0000FF;">CLK</span>
			</li>
			<li>
				se apasa tasta <span style="color:#0000FF;">01 </span>pentru departamentul 1 si cu tasta <span style="color:#0000FF;">ST </span>se verifica setarile departamentului
			</li>
			<li>
				la <span style="color:#808080;">&quot;GRUPA TAXEI:&quot;</span> se seteaza cota de tva aferenta departamentului 1
			</li>
		</ul>
	</li>
</ul>
<p>
	&nbsp;
</p>
<h4>
	<strong>3. Setarile necesare in aplicatia Facturis</strong>
</h4>
<ul>
	<li>
		se selecteaza casa de marcat &quot;DAISY eXpert SX&quot;
	</li>
	<li>
		se selecteaza directorul unde se copiaza bonul fiscal in &quot;C:\bonuri&quot;
	</li>
	<li>
		la Cota TVA A se pune cota de tva configurata la departamentul 1 si asa mai departe (B la departamentul 2, etc.)
	</li>
</ul>
<p>
	&nbsp;
</p>
<p>
	<img decoding="async" alt="" shrinktofit="true" 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" />
</p>
<p>
	4. Alte comenzi in casa de marcat Daisy
</p>
<ul>
	<li>
		emitere raport X
		<p>
			&nbsp;
		</p>
		<p>
			&nbsp;
		</p>
		<ul>
			<li>
				se deschide casa de marcat si se apasa <span style="color:#0000FF;">MODE </span>pana apare pe ecran <span style="color:#808080;"><em>&quot;RAPORT X&quot;</em> </span>dupa care se apasa <span style="color:#0000FF;">9999 </span>sau <span style="color:#0000FF;">8888 </span>si tasta <span style="color:#0000FF;">CLK</span>
			</li>
			<li>
				se apasa tasta <span style="color:#0000FF;">TL</span> si se va scoate raportul X
			</li>
		</ul>
	</li>
</ul>
<p>
	&nbsp;
</p>
<ul>
	<li>
		emitere raport Z si descarcare de articole
		<p>
			&nbsp;
		</p>
		<p>
			&nbsp;
		</p>
		<ul>
			<li>
				se deschide casa de marcat si se apasa <span style="color:#0000FF;">MODE</span> pana apare pe ecran <span style="color:#808080;"><em>&quot;RAPORT Z&quot;</em></span> dupa care se apasa <span style="color:#0000FF;">9999 </span>sau <span style="color:#0000FF;">8888 </span>si tasta <span style="color:#0000FF;">CLK</span>
			</li>
			<li>
				se apasa tasta <span style="color:#0000FF;">TL</span> si se va scoate raportul Z
			</li>
			<li>
				se apasa tasta <span style="color:#0000FF;">ST</span> si se va scoate raportul pe articole
			</li>
		</ul>
	</li>
</ul>
<p>
	&nbsp;
</p>
<ul>
	<li>
		punerea casei in mod de lucru cu calculatorul:
		<p>
			&nbsp;
		</p>
		<p>
			&nbsp;
		</p>
		<ul>
			<li>
				se deschide casa de marcat si se apasa <span style="color:#0000FF;">MODE</span> pana apare pe ecran <span style="color:#808080;"><em>&quot;PC.&quot;</em></span> dupa care se apasa <span style="color:#0000FF;">9999</span> sau <span style="color:#0000FF;">8888</span> si tasta <span style="color:#0000FF;">CLK</span>
			</li>
			<li>
				iar pe ecran trebuie sa apara un cablu usb pentru a primi bonuri fiscale din aplicatia online de gestiune stocuri
			</li>
		</ul>
	</li>
</ul><p>The post <a href="https://facturis.ro/blog/program-de-facturare/ghid-de-instalare-case-de-marcat-daisy-cu-programul-de-gestiune-stocuri-facturis/">Ghid de instalare case de marcat Daisy cu programul de gestiune stocuri Facturis</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Configurare casa de marcat Datecs cu jurnal electronic</title>
		<link>https://facturis.ro/blog/program-de-facturare/configurare-casa-de-marcat-datecs-cu-jurnal-electronic/</link>
					<comments>https://facturis.ro/blog/program-de-facturare/configurare-casa-de-marcat-datecs-cu-jurnal-electronic/#comments</comments>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Mon, 22 Oct 2018 09:42:54 +0000</pubDate>
				<category><![CDATA[Optiuni program]]></category>
		<guid isPermaLink="false">https://facturis.ro/?p=11269</guid>

					<description><![CDATA[<p>&#160; Pentru a configura noile case de marcat cu jurnal electronic la programul de facturare trebuie sa urmati urmatorii pasi: Instalare driver casa de marcat: DatecsDude Trebuie sa instalati ori direct din aplicatia Facturis ori de pe siteul producatorului ultima...</p>
<p>The post <a href="https://facturis.ro/blog/program-de-facturare/configurare-casa-de-marcat-datecs-cu-jurnal-electronic/">Configurare casa de marcat Datecs cu jurnal electronic</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
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<p>
	&nbsp;
</p>
<p>
	Pentru a configura noile <a href="https://facturis-online.ro/casa-de-marcat/cum-se-configureaza-noile-case-de-marcat-datecs-cu-jurnal-electronic-in-aplicatia-de-facturare-online">case de marcat</a> cu jurnal electronic la programul de facturare trebuie sa urmati urmatorii pasi:
</p>
<ol>
	<li>
		<p>
			Instalare driver casa de marcat: DatecsDude
		</p>
	</li>
</ol>
<p style="margin-left: 80px;">
	Trebuie sa instalati ori direct din aplicatia Facturis ori de pe siteul producatorului ultima versiune a driverului DatecsDude care functioneaza pentru toate modelele de case de marcat sau imprimante fiscale Datecs
</p>
<ol start="2">
	<li>
		<p>
			Configurare parametri casa de marcat in Facturis
		</p>
	</li>
</ol>
<p style="margin-left: 80px;">
	Se intra in programul de facturare in meniul Configurare &ndash; Date Firma &ndash; Functionlitate program &ndash; Configurare <a href="https://facturis-online.ro/casa-de-marcat/cele-mai-mici-case-de-marcat-functioneaza-perfect-cu-solutiile-facturis">casa de marcat</a> si se vor configura parametrii:
</p>
<p style="margin-left: 80px;">
	<a href="https://facturis.ro/wp-content/uploads/2018/10/configurare_datecsdude_program_stocuri.png"><img loading="lazy" decoding="async" alt="" class="aligncenter size-medium wp-image-11270" height="300" src="https://facturis.ro/wp-content/uploads/2018/10/configurare_datecsdude_program_stocuri-283x300.png" width="283" srcset="https://facturis.ro/wp-content/uploads/2018/10/configurare_datecsdude_program_stocuri-283x300.png 283w, https://facturis.ro/wp-content/uploads/2018/10/configurare_datecsdude_program_stocuri.png 693w" sizes="auto, (max-width: 283px) 100vw, 283px" /></a>
</p>
<p style="margin-left: 80px;">
	Daca se doreste configurarea in retea a casei de marcat se inlocuieste &ldquo;COM5&rdquo; cu ip-ul casei de marcat si &ldquo;115200&rdquo; cu &ldquo;3999&rdquo; : (casa de marcat se conecteaza in retea si se pot scoate bonuri de la orice calculator legat in aceiasi retea)
</p>
<p>
	&nbsp;
</p>
<p>
	<font size="3"><b>Comenzi in casele de marcat Datecs</b></font>
</p>
<ol>
	<li>
		<p>
			<font size="3">Punerea casei in modul de lucru cu calculatorul</font>
		</p>
	</li>
</ol>
<ul>
	<li style="margin-left: 80px;">
		<font size="3">cum se deschide casa pe ecran apare: </font>
	</li>
</ul>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">Meniu</font></font>
</p>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">1) VANZARI</font></font>
</p>
<ul style="margin-left: 80px;">
	<li>
		<font size="3">se apasa tasta </font><font color="#0070c0"><font size="3"><b>6</b></font></font><font size="3"> si pe ecran va aparea : </font>
	</li>
</ul>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">CONEXIUNE PC</font></font>
</p>
<ul style="margin-left: 80px;">
	<li>
		<font size="3">din acest moment casa accepta comenzi din calculator</font>
	</li>
</ul>
<p>
	&nbsp;
</p>
<ol start="2">
	<li>
		<p>
			<font size="3">Verificare setari despre conexiunea casei de marcat la calculator (Tip cablu)</font>
		</p>
	</li>
</ol>
<ul>
	<li style="margin-left: 40px;">
		<font size="3">Trebuie sa navigam prin meniul casei de marcat in meniul: </font>
	</li>
</ul>
<p style="margin-left: 120px;">
	<span style="color:#0070c0;"><font size="3">Meniu -&gt; 4) PROGRAMARE -&gt; 13) CONFIGURARE -&gt; 5) COMUNICATIE -&gt; 2) CONEXIUNE PC</font></span>
</p>
<ul style="margin-left: 40px;">
	<li>
		<font size="3">cum se deschide casa pe ecran apare : </font>
	</li>
</ul>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">Meniu</font></font>
</p>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">1) VANZARI</font></font>
</p>
<ul style="margin-left: 40px;">
	<li>
		<font size="3">se apasa tastele </font><font color="#0070c0"><font size="3">4 0 0 3 0 TOTAL </font></font><font size="3"> si pe ecran va aparea: </font>
	</li>
</ul>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">PROGRAMARE</font></font>
</p>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">1) ANTET</font></font>
</p>
<ul style="margin-left: 40px;">
	<li>
		<font size="3">se va apasa </font><font color="#0070c0"><font size="3">sageata in sus TOTAL sageata in sus TOTAL 2 </font></font><font size="3">si pe ecran va aparea </font>
	</li>
</ul>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">NUMAR COM (0-5) </font></font>
</p>
<p style="margin-left: 120px;">
	<font color="#0070c0"><font size="3">COM1</font></font>
</p>
<ul style="margin-left: 40px;">
	<li>
		<font size="3">cu sageata in jos se va alege setarea care indica mufa unde se pune cablul in casa de marcat </font>
	</li>
</ul>
<p>
	&nbsp;
</p>
<ol start="3">
	<li>
		<p>
			<font size="3">Raport Z : </font><font color="#0070c0"><font size="3">3 0 0 3 0 TOTAL </font></font><font size="3"> </font><font color="#0070c0"><font size="3">TOTAL </font></font><font size="3"> </font><font color="#0070c0"><font size="3">TOTAL </font></font><font size="3"> </font>
		</p>
	</li>
	<li>
		<p>
			<font size="3">Raport X : </font><font color="#0070c0"><font size="3">2 0 0 3 0 TOTAL </font></font><font size="3"> </font><font color="#0070c0"><font size="3">TOTAL </font></font><font size="3"> </font>
		</p>
	</li>
</ol>
<p>
	&nbsp;
</p>
<p>
	&nbsp;
</p><p>The post <a href="https://facturis.ro/blog/program-de-facturare/configurare-casa-de-marcat-datecs-cu-jurnal-electronic/">Configurare casa de marcat Datecs cu jurnal electronic</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
					<wfw:commentRss>https://facturis.ro/blog/program-de-facturare/configurare-casa-de-marcat-datecs-cu-jurnal-electronic/feed/</wfw:commentRss>
			<slash:comments>1</slash:comments>
		
		
			</item>
		<item>
		<title>Modificare cota de tva in 19%</title>
		<link>https://facturis.ro/blog/modificare-cota-de-tva-in-19/</link>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Thu, 22 Dec 2016 13:18:11 +0000</pubDate>
				<category><![CDATA[Informatii utile despre facturi, taxe si diverse legi | Blog Facturis]]></category>
		<category><![CDATA[Optiuni program]]></category>
		<guid isPermaLink="false">http://facturis.ro/?p=10719</guid>

					<description><![CDATA[<p>De la 01.01.2017 se modifica cota de tva din 20% in 19% si de aceea sunt necesare mici configurari si in programul de facturare si gestiune stocuri Facturis si anume : Se poate realiza automat : Se face update-ul la...</p>
<p>The post <a href="https://facturis.ro/blog/modificare-cota-de-tva-in-19/">Modificare cota de tva in 19%</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
										<content:encoded><![CDATA[De la 01.01.2017 se modifica cota de tva din 20% in 19% si de aceea sunt necesare mici configurari si in <strong>programul de facturare</strong> si <strong>gestiune stocuri</strong> Facturis si anume :
<h1><font color="red">Se poate realiza automat : </font></h1>
<ul>
<li>Se face update-ul la ultima versiune <strong>2.03</strong></li>
<li>La prima rulare a programului din 2017 va porni automat un ghid de modificare cota de tva in program si dvs. trebuie sa urmati pasii indicati si anume :
<br/><a class="fancybox" href="/imagini-facturare/modificare-tva-19.png" rel="gallery">
<img decoding="async" src="/imagini-facturare/modificare-tva-19.png" alt="modificare cota tva 19%" width="560" border="0" />
</a>
<br/><a class="fancybox" href="/imagini-facturare/modificare-tva-19-2.png" rel="gallery">
<img decoding="async" src="/imagini-facturare/modificare-tva-19-2.png" alt="modificare cota tva de la 20% la 19%" width="560" border="0" />
</a>
</li>
</ul>
<h1><font color="red">Sau se poate realiza manual urmand pasii : </font></h1>
<ul>
 	<li>Adaugare cota de TVA 19% in Configurare &#8211; Date Firma</li>
 	<li>Modificare cota de tva de 19% la produsele din Nomenclatorul de produse care au 20%</li>
 	<li>Daca se lucreaza cu stocurile : puteti introduce si un proces verbal de modificare de pret</li>
 	<li>Dasa folositi casa de marcat : trebuie adaugata in casa de marcat noua cota de tva de 19%</li>
</ul>
<span id="more-10719"></span>
<h2>1. Adaugare cota de TVA 19%</h2>
&nbsp;
<ul>
 	<li>a) Optional se poate face update-ul la ultima versiune de program <strong>v2.03</strong> <strong>si la prima rulare se vor modifica automat cotele de TVA</strong></li>
 	<li>b) Se intra in Meniul <strong>Nomenclator &#8211; Cote de TVA</strong> si se verifica daca exista setata cota de tva de 19%. Daca nu este setata se introduce 19% in campul de TVA si sa apasa butonul <strong>Salveaza</strong></li>
 	<li>c) Se intra in meniul <a title="configurare program facturi" href="https://facturis.ro/manual-de-utilizare/meniuri-program-de-facturare-si-gestiune-stocuri/meniu-configurare/date-firma/date-firma-date-firma/date-firma/#more-626" target="_blank" rel="noopener noreferrer">Configurare &#8211; Date Firma</a> si la cota de tva a firmei se selecteaza <strong>19%</strong></li>
</ul>
&nbsp;
<h2>2. Modificare cota de tva la produsele din Nomenclator</h2>
&nbsp;
<ul>
 	<li>In <strong>Nomenclatorul de Produse</strong> trebuie modificata cota de tva de 20% in 19% la toate produsele care au cota de tva 20%.
Se poate modifica cota de tva la toate produsele din Nomenclator sau doar la produsele dorite cu doar cateva clickuri :
<ul>
 	<li>se selecteaza produsele dorite (tinanad apasata tasta CTR sau CTR+Shift daca se doreste selectarea produselor de la primul la ultimul selectat &#8211; ca in excel)</li>
 	<li>se apasa click dreapta si se selecteaza optiunea <strong>Modifica date la produse selectate</strong>
<a class="fancybox" href="/imagini-facturare/modificare-cota-tva-produse.png" rel="gallery">
<img decoding="async" src="/imagini-facturare/modificare-cota-tva-produse.png" alt="modificare cota tva produse" width="560" border="0" />
</a></li>
 	<li>apoi se selecteaza campul de <strong>Cota de TVA</strong> si se selecteaza valoarea de 19% dupa care se apasa butonul <strong>Modifica</strong>
<a class="fancybox" href="/imagini-facturare/produse-tva-19.png" rel="gallery">
<img decoding="async" src="/imagini-facturare/produse-tva-19.png" alt="modificare cota tva produse selectate" width="560" border="0" />
</a></li>
</ul>
</li>
</ul>
&nbsp;
<h2>3. Optional : Proces verbal de modificare de pret</h2>
Daca lucrati cu stocurile si aveti nevoie de balanta de stocuri la pretul de vanzare si registrul de gestiune zilnic atunci trebuie sa faceti un proces verbal de modificare de pret :
<ul>
 	<li>se intra in meniul <strong>Stoc &#8211; Proces verbal de modificare pret &#8211; Introducere</strong></li>
 	<li>se selecteaza gestiunea dorita</li>
 	<li>se apasa pe butonul <strong>Adauga mai multe</strong> si apare urmatoarea fereastra :
<a class="fancybox" href="/imagini-facturare/proces-verbal-20.png" rel="gallery">
<img decoding="async" src="/imagini-facturare/proces-verbal-20.png" alt="proces verbal modificare pret 20%" width="560" border="0" />
</a></li>
 	<li>se selectaza cota de tva de 19% si apoi se selecteaza ce pret se pastreaza :
<ul>
 	<li><strong>Pretul fara TVA din Nir</strong> : daca doriti sa pastrati pretul fara tva doar ca pretul de vanzare (cu tva) se micoreaza cu noua cota de tva</li>
 	<li><strong>Pretul cu TVA din Nir</strong> : daca doriti sa pastrati pretul de vanzare final si astfel creste pretul fara tva cu diferenta de cote de tva</li>
</ul>
</li>
 	<li>se apasa butonul <strong>Modifica</strong> dupa care vor aparea toate produsele din stoc in lista</li>
 	<li>pentru salvarea in baza de date se apasa butonul <strong>Salveaza</strong></li>
</ul>
&nbsp;
<h2>4. Setari pentru lucrul cu casele de marcat</h2>
Trebuie modificata si in casa de marcat cota de tva de 19%. Aceasta modificare o poate face doar tehnicianul casei de marcat :
<ul>
 	<li>Inainte de 01.01.2017 cu urmatoarele setari :
<ul>
 	<li>In meniul <strong>Configurare &#8211; Date Firma &#8211; Functionalitate program &#8211; Configurare casa de marcat</strong> in ultima versiune de program v2.03 exista posibilitatea de setari cote de tva ca in imaginea de mai jos
<a class="fancybox" href="/imagini-facturare/cotetvacasa-2017.png" rel="gallery">
<img decoding="async" src="/imagini-facturare/cotetvacasa-2017.png" alt="casa de marcat configurare 19%" width="560" border="0" />
</a></li>
 	<li>si se poate configura la cota <strong>D</strong> din casa de marcat si in program cota de tva de 19%</li>
 	<li>Prin urmare tehnicianul va poate face setarea in casa de marcat inainte de 01.01.2017 urmand ca dvs. la 01.01.2017 sa faceti setarile necesare in Facturis si programul va sti sa trimita la casa de marcat cota de 19% dupa 01.01.2016 (daca toate setarile sunt facute corect). Astfel se evita configurarea cotei de 19% in casa de marcat dupa 01.01.2017 cand probabil tehnicienii caselor de marcat vor fi foarte ocupati cu aceasta modificare.</li>
</ul>
</li>
 	<li>Dupa data de 01.01.2017 cu urmatoarele setari :
<ul>
 	<li>se fac setarile modificand cota de 20% in 19% atat in program cat si in casa de marcat (cota A)
<a class="fancybox" href="/imagini-facturare/cotetvacasa.png" rel="gallery">
<img decoding="async" src="/imagini-facturare/cotetvacasa.png" alt="casa de marcat configurare 20%" width="560" border="0" />
</a></li>
</ul>
</li>
</ul><p>The post <a href="https://facturis.ro/blog/modificare-cota-de-tva-in-19/">Modificare cota de tva in 19%</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Export facturi in Saga cu gestiune stocuri</title>
		<link>https://facturis.ro/blog/export-facturi-in-saga-cu-gestiune-stocuri/</link>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Thu, 02 Jun 2016 06:58:18 +0000</pubDate>
				<category><![CDATA[Informatii utile despre facturi, taxe si diverse legi | Blog Facturis]]></category>
		<category><![CDATA[Optiuni program]]></category>
		<guid isPermaLink="false">http://facturis.ro/?p=2557</guid>

					<description><![CDATA[<p>Daca la exportul facturilor pt. Saga se doreste ca fiecare produs din factura sa se scada din gestiunea de stocuri dorita atunci trebuie procedat in urmatoarele variante : Pentru gestiunile globale nu se poate seta un cont de import. Astfel...</p>
<p>The post <a href="https://facturis.ro/blog/export-facturi-in-saga-cu-gestiune-stocuri/">Export facturi in Saga cu gestiune stocuri</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
										<content:encoded><![CDATA[<br/>
Daca la exportul facturilor pt. Saga se doreste ca fiecare produs din factura sa se scada din gestiunea de stocuri dorita atunci trebuie procedat in urmatoarele variante :
<span id="more-2557"></span>
<br/>
<ul>
<li>Pentru <strong>gestiunile globale</strong> nu se poate seta un cont de import. Astfel programul de contabilitate Saga la importul facturilor (exportate din Facturis) atribuie automat cel mai utilizat cont.
<br/></li>
<li>Doar pentru <strong>gestiunile cantitative</strong> (unde se completeaza gestiunea si codul de articol) se poate prelua si contul (din ecranul ‘Tipuri de articole/servicii’ in functie de tipul de articol atribuit produsului). Deci in Facturis se completeaza codul gestiunii daca se foloseste doar la importul in gestiunile cantitative. Aceasta configurare se realizeaza din fereastra <a href="https://facturis.ro/manual-de-utilizare/meniuri-program-de-facturare-si-gestiune-stocuri/stoc/nomenclator-gestiuni/" title="Gestiune Stocuri">Stoc &#8211; Nomenclator Gestiuni</a></li>
</ul>
<a class="fancybox" href="/imagini-facturare/Saga-gestiune-stocuri.png" rel="gallery">
    <img decoding="async" border="0" alt="interfata pos touchscreen cu tastatura" src="/imagini-facturare/Saga-gestiune-stocuri.png"></img>
</a><p>The post <a href="https://facturis.ro/blog/export-facturi-in-saga-cu-gestiune-stocuri/">Export facturi in Saga cu gestiune stocuri</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Lot produs si data expirare in factura si NIR</title>
		<link>https://facturis.ro/blog/lot-produs-si-data-expirare-in-factura-si-nir/</link>
		
		<dc:creator><![CDATA[Program de facturare]]></dc:creator>
		<pubDate>Tue, 10 Nov 2015 15:18:21 +0000</pubDate>
				<category><![CDATA[Informatii utile despre facturi, taxe si diverse legi | Blog Facturis]]></category>
		<category><![CDATA[Optiuni program]]></category>
		<guid isPermaLink="false">http://facturis.ro/?p=2369</guid>

					<description><![CDATA[<p>Programul de gestiune stocuri permite lucrul cu lot produsului si data expirare a acestuia. Acest lucru se configureaza in Configurare &#8211; Date Firma &#8211; Stoc, unde se activeaza lotul de produs si/sau data de expirare. Tot aici ne si alegem...</p>
<p>The post <a href="https://facturis.ro/blog/lot-produs-si-data-expirare-in-factura-si-nir/">Lot produs si data expirare in factura si NIR</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></description>
										<content:encoded><![CDATA[<br/>
<ul>
<li><a href="https://facturis.ro" title="gestiune stocuri">Programul de gestiune stocuri</a> permite lucrul cu lot produsului si data expirare a acestuia. </li>
<li>Acest lucru se configureaza in <a href="https://facturis.ro/manual-de-utilizare/meniuri-program-de-facturare-si-gestiune-stocuri/meniu-configurare/date-firma/configurare-stoc/stoc/#more-644" title="configurare program stocuri">Configurare &#8211; Date Firma &#8211; Stoc</a>, unde se activeaza lotul de produs si/sau data de expirare. Tot aici ne si alegem daca dorim sa se printeze in mod autmat aceste campuri pe factura si/sau NIR (<a href="https://facturis.ro/blog/dictionar/nir-nota-de-intrare-si-receptie/" title="NIR">nota de intrare receptie</a>). </li>
<li>Se pot selecta urmatoarele optiuni referitoare la lucrul in program cu lotul de produs sau data expirarii :
<ul>
<li>NU</li>
<li>DA</li>
<li>DA cu printare pe Factura</li>
<li>DA cu printare pe NIR</li>
<li>DA cu printare pe Factura si NIR</li>
</ul></li></ul>
<span id="more-2369"></span>
<a href="http://www.facturis.ro/imagini-facturare/lot produse.jpg" title="configurare gestiune stocuri"><img decoding="async" src="/imagini-facturare/lot produse.jpg" alt="configurare program gestiune stocuri" width="600"/></a>
<br/>
<h3>Principiul de functionare : lot produs si data expirarii (valabilitate)</h3>
<br/>
<ul>
<li>La fiecare intrare de marfa se face nota de intrare receptie unde se introduce la fiecare pozitie lotul produselor si data de expirare a acestora (valabilitatea). In urmatorul exemplu vedeti exact unde se introduc aceste date noi si unde apar in tabel.
<br/>
<a href="http://www.facturis.ro/imagini-facturare/nir-lot-produs.png" title="nir lot produs"><img decoding="async" src="/imagini-facturare/nir-lot-produs.png" alt="nir lot produs" width="550"/></a>
<br/></li>
<li>Dupa introducerea nir-ului in baza de date si daca ne alegem sa se printeze pe NIR lotul de produs va aparea printat urmatorul <a href="https://facturis.ro/blog/program-de-facturare/modele-de-nir-uri/" title="model nir">model de nir</a> :
<a href="http://www.facturis.ro/imagini-facturare/nir lot si data.jpg" title="model nir"><img decoding="async" src="/imagini-facturare/nir lot si data.jpg" alt="model de nir" width="550"/></a>
<br/></li>
<li>Daca vom factura aceste produse care au salvate lotul de produse si data expirarii atunci va aparea in factura ceva de genul urmator :
<a href="http://www.facturis.ro/imagini-facturare/fact data expirarii si lot.jpg" title="model factura cu lot produs"><img decoding="async" src="/imagini-facturare/fact data expirarii si lot.jpg" alt="model factura" width="550"/></a>
<br/></li>
<li>De asemenea daca se lucreaza cu aceste campuri oricand se poate vizualiza stocul de produse cu produsele expirate : se intra la <a href="https://facturis.ro/manual-de-utilizare/meniuri-program-de-facturare-si-gestiune-stocuri/stoc/stoc-stoc/" title="vizualizare stoc">Stoc &#8211; Stoc</a>, se afiseaza stocul curent si se ordoneaza stocul dupa data expirarii</li>
</ul><p>The post <a href="https://facturis.ro/blog/lot-produs-si-data-expirare-in-factura-si-nir/">Lot produs si data expirare in factura si NIR</a> first appeared on <a href="https://facturis.ro">Facturis.ro</a>.</p>]]></content:encoded>
					
		
		
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