|
Komponente |
Funktionsbeschreibung |
Modelle |
Protokolle |
Abbildung |
1. |
Kassen PC |
Touch Screen, 4 Gb RAM, 128 Gb SSD |
Standartmodell für GT-01 Asus a4110 |
|
![Bildergebnis für asus a4110](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRcXanDts08pV_VhZdt0dEOHNDMPHgQpqkZTVJ_9_Zo72kDQt0g) |
2. |
POS Drucker |
EPSON Bon Drucker, 80 mm Papierbreite, Tagesberichte |
Epson TM20II, Alle Drucker mit POS Zeichensatz |
POS |
![Bildergebnis für epson tm-t20ii](data:image/jpeg;base64,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) |
3. |
Bankomat |
Bezahlen mit Bankomat Karten |
SixPayments Verifone 825 über TIM Protokoll |
TIM Protokoll |
![Bildergebnis für verifone 825](data:image/jpeg;base64,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) |
4. |
Telefon Modul |
Kundennummer Erkennung über Telefonnummer |
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TAPI2, TAPI3, Remote Phone |
![Bildergebnis für callerid erkennen](data:image/jpeg;base64,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) 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5. |
Smartphone |
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WLAN, HTTP |
![Bildergebnis für bonieren am 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6. |
Geldschublade |
Sicheres Aufbewahren von Geldscheine und Münzen |
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![Bildergebnis für 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Barcode Scanner |
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8. |
Digitale Signatur |
Voraussetzung für alle Österreichische Reg. Kassen |
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a-trust](data:image/jpeg;base64,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) 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9. |
Waage |
Produktgewicht automatisch ablesen. |
ELICOM |
CAS Protokoll |
![Marktwaage-Preisrechende-Ladenwaage-Hochanzeige-6kg-ELICOM-S200L-6-geeicht](https://i.ebayimg.com/images/g/pQUAAOSwi8VZWqpH/s-l500.jpg) |