--- title: "Hoe kan ik geld terug geven op een uitgegeven RetailVista giftkaart?" slug: "hoe-kan-ik-geld-terug-geven-op-een-uitgegeven-retailvista-giftkaart" tags: ["QA928"] updated: 2025-10-27T13:14:09Z published: 2025-10-27T13:14:09Z canonical: "docs.retailvista.net/hoe-kan-ik-geld-terug-geven-op-een-uitgegeven-retailvista-giftkaart" --- > ## Documentation Index > Fetch the complete documentation index at: https://docs.retailvista.net/llms.txt > Use this file to discover all available pages before exploring further. # Hoe kan ik geld terug geven op een uitgegeven RetailVista giftkaart?   Dit artikel gaat over het terug geven van geld op een RetailVista giftkaart. Op andere giftkaart types (zoals TCS, Intersolve etc) is het niet mogelijk om geld terug te geven. Binnen de RetailVista type giftkaart definitie kan ingesteld worden dat 'Geld terug' toegestaan is, zie onderstaande gedeeltelijke screenshot. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoQAAAB0CAYAAAAcuiN/AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADx/SURBVHhe7b13lFRVvvf9/v2s9b7vWs97n+c+d+4oN45zZxydOzpOcGZ0dEZHHXPOCigoQUEUBCRIlCY3OYM0UTI20NA5V1d1ha7UXV25unLOqfv7/s6pAhpogoLYyO+z1l5Q++yzzz777LP3Z5/Q5/9aunQpLkef4QR6W1YUfzEMcy1Ip9NwezzI5XIcOHC4SAhHIgiFQsWzhmGY7woWQob5nshms3C6XBw4cLhMiMVixbOGYZjvChZChmEYhmGYmxwWQoZhGIZhmJscFkKGYRiGYZibHBZChvmeEJ4hdLndHDhwuEzgZwgZ5ruHhZBhvieEt4yFwU4QQw4cOAwcQuEwv2XMMNcBFkKG+Z4QhNDj9RZ/MQwzENFYjIWQYa4Dg1YIswkv/H4HEjkg6dPCFUkXl3w78tk4gh4DLp5NDnF3AAFXjP53Lckh6vAj4E0gX4xhGAEWQoa5PCyEDHN9uAZCmEGgsx2Ve/ZgTzEcaDHj4vrWh6THDEWdDfFizEB45BuwvexzqGi8tNVMx2H11Q2cqWA3JBULxfwGJo7u8iY0Hu5CNOOD8oQe3vSVKVw6ZILeoIQ3PlD6CHRfNaCl0oxEMYZhBFgIGebysBAyzPXhGgihHy2LpmH4vc9gxIcTMGHCKDz75nAcNSWLy8+jLwd71RZ89MhOGItRA9FfCK87/jp8fEcJqr1XpnBCWUtWfILqi+0zwwwACyHDXB4WQoa5PlwjIVyO1Z9/DbvoQz7sevdhrO1I0f9z8GiO07LRGD16NJYf1yKR8uLgp3/Bfw95GG/MKMURpRbSzSvwGS0fPWYspu/tEK+k9RdCZ+tSVHYFkAxocXz6emxcv0DM74udleiJFK7KhdWHxTgxLNmGeltUjD9NOmKFqmED9AEqsXYvDh7bivWTJ+ODD8Zj9gE1bTMBS007ZJU6qL6ehr/eci+efmc0Pt8nLOtPErojC/DJONrOxKkorVWjctM43Hvfr/D0GyOxo94Ab/tOfLz/AHZQWeavWoXjO6WQN9lpTRfqZ5bh0P7VYjmnLloHiaN4LdUtxezpnxbKP2UWNsg9YrRQ1iXHTsIRzYi/mR8OLIQMc3lYCBnm+nCNhHASnr/tN/jrY4/j8ccfxh9+Phkt5Dmxnmbs3jAGy7fuweHDO1E6dS6qzG60rPsQT901AetONUHn8sAha8bJw4dx6OABzJ/+OLaqoucIoXrrfVhYbUHYcghTf3I/pm8/hsO7SjHxtaU42uJEJtiKeY+Owsxth/HVhvl4YfIUrJa6i+UrEHO24eCaZ3HSApiOj8ETo0dhw5f7sP+r9Zg65iVUO4KQLN+DXQsb0CXfhNf+823M2b4PlWo3ssU8BOK6vXhtznyU7d2Pr/YfQtmhk2j+eg7eHvEM5qzfC4XZj54DI/C/f7uA9vkwalpO4ODkHVQuOcLQYNV//grvryvH4f3bsXTSbCwtbUco1oXdY6fik8VlVJ5dmDHxBTy7t1PcnlDWP37+BRTuS91gZ25EWAgZ5vKwEDLM9eEaCWEJ5r6/AhWtSiiVSjRtWoAHn9+NxvYvMfKB/4l/ue123HHHz/Gv//sfMLfKdcEt46jiS7z8+B8pzS/w89v/FTOqAhcRwnLM//WHOOXMA3kL9r+9AYdPmpDqWI+fTTmOaA5IWeoxZeX8ywrh6GVr0OnPIJfy4+v5d2KP/rQQtsB/iVvGee1u/PZPv8UdY3bB39uLJHVWzvNuGXsPjcCtU+sgXCOlX6j/vL8QvoAtOlrSF4Fy+15smlQFt7UCz83bAYkthnw6guOb3z8jhJmoA91uL5K5XvE388OBhZBhLg8LIcNcH76DW8ZA0nMK0+6cgD0nt2LZ9OE4pgmIf0sqHPAhms6cK4T2Ogx9ai5WVOrgCXixe9qlhPA4Fv52KpoC4oo4OmwTjgpCqFiDf/+iWXyLN2muxeQVcy4rhJ+s3wJzKId8KoyKJVcuhL3pGILUOQW6DuCVW36Oh57Yheb2C4VwyDKZ+P8LhXAY9lmF95ijUO88gC8FITQfw+PLDqHDk6D8Iyjf+O4ZIezNJRFLpZHv6xN/Mz8cWAgZ5vKwEDLM9eG7uUK4bSH+tqgedksVZk99Bh+vPQgJxSu/2o1D9jicTXsw6fEv8LXOCJe+BqNmLMLar2vQLm/Bwre/hRD6avDxr+dgH22j8chivDHtnasTwpAMcx+Ygs11Euh7Iuf8uRjr1yuw+mA5WtsVaDi+DiXPrUBN8y4sXfQBtpW3wu6Pw3XwGwphRI3VL5Vg7ZF6SCW1WDTlbr5lfBPAQsgwl4eFkGGuD9dACKPoPLgWHz8uPD9YCC+8tBsmcVkWDuluzBx5etkqtIfTyERsOLiYfr87FV82d0JxeA5GvPI4nnxyOuYuG44dqijCpgrU1OyCJUwSVvkpDqg8SHjacWDCdujE90V8aFt+Em0KN4TXLUzHZonbePW5h/DoJzOwVekXEp0hFTSg5dg8KDyAu30tNp+ohCeeR28mAfmhsWhwxNB1pAF1BzppjwBLxTi89OIzGLmhDed8NKmnGR+PGVrYzzcKZUXKhbr1czGU4krLO+BsWIlhh7uLK5AG7qpFY4UJCdhQPmI5mrzitUxY65pRvVUFoauLqXZj5Fsv4Okn/46ho17C8MNkroRQ1km79sEUKtyAZn44sBAyzOVhIWSY68M1EMLBQBKqr1eitLQU8+ZOwsz1q6Dy3khv5WZInA9g09pSLF26EJM+fw9fd/OfsPmhw0LIMJeHhZBhrg8/ECFMQH5gEUpKSlCypgyntB70fzN48JOBrWU3Vi+j8i9ehi11pkv8YW/mhwILIcNcHhZChrk+/ECEkGFuPAQhtNntohRy4MBh4NDjdLIQMsx1gIWQYb4n+vr6RCnkwIHDpUM+3//VPoZhvgtYCBmGYRiGYW5yWAgZhmEYhmFuclgIGYZhGIZhbnJYCBmGYRiGYW5yWAgZhmEYhmFuclgIGWaQkMvl4PP5YLPZLhmENEJahmEYhrlWsBAyzCDB6/XC4XAgGAyKf3dtoCAsE9IIaRmGYRjmWsFCyDCDBLPZjEgkMuDfYesfwuEwLJbCt64ZhmEY5lrAQsgwgwSTyYRoNDqgBPYPgjQK8nh15JD0x5BM5dBXjBHoy6UQjEYQy/AfAmYYhrmZYCFkmEHC1QphX28Y3bW1qD0dVAZ44hf7qrcNh97YgPIa6znfzU6aavDJihJsaPcUYwrk0xG4HRrK7/qIYl8+A6/LiE5/qhhzPckgZLTB5Ywg29+WGYZhfsCwEDLMIOGqhDDVg/odczDt76/j9deF8DIeGzkZO5q7ke4tpjmHbyaEUXsTNi1+Cl8qosWY75Z81IU9G8dh6OHuYsz1xIVTH83FujVN8GeKUQzDMD9wWAgZZpBwNULoafgUQ9+YAImrGIEsnEoJlDoLEnnA0bIUs2bNwqwVG3GkK0jLzxXCsP6UuHz6+GH446iJ5wphPgNjzRo8/ch/4blRn2H3KSmCKcAtW4N5cynPpavxldYPZPyQH5Hg1IHVWLpkFr6o1sPUug4aWiSUx6UqR6tKixhJVj6kRplQHrFM21Gt9+Hse9N9iBpO4eOnf4+7XhuHNV+dgiVES30qlC4twaz5i7C5xlQQ2bQX0gPbsFjMqwzacMF+E141jpUV86dwQu1Db28eQUM9NolxK3GozoCIsNF4N/YvmC+mW71lN5TaKix86a948ol3MXlGObpjKViby87kVVbeCG+C1vMqsXTxAjFu8dqtkDqEEkXQeagG9Uf2YmHJfMxftAw15qRQJIZhmEENCyHDDBK+vRAmUDf3V5hSbiv+PpeYZj/eWjAV69atw7IVc7GkbDkMwX5CGJZj6QujMW7xOqycOwEPj598rhD2ZkmItuKtF36JYdNKcaJVC1fHUby3+DOsXrcWpatKsHDzPGgtOmwY+g4+njgFqzatw8YmLSqW3IHdeiGTBNq3jcSSbXvhjDlw/L2nMXHaOqxbNgevvj8ekw9ocPbmcB/i5gZMf/MvuHf0HOw91QqnqxMHP5mGUZ+XYu2aVZixbCFWy7th2L8bqyeWYOUqymvhPMxYI0U45sbxnXMwavpnWLFuOSY8/V+Ytl+DeEiDvcOmoGQJpS1dhtkleyHpdkCxbSgmTV1J9bMC67ZtQEV1JVa+/jRef20SlqxugD2RhktZLtbfuhWzMf39JThS24NUsAtlX26h+FVYOmsaSmefgCMl1OvrGDN+AW17I5bPHIMJH9bg3OutDMMwgw8WQoYZJHx7IQzh+KRfYmGN8Kdo0nC27cO0hx7CQw+9g9JDHWjb+hj+8c676PdDeOCP9O/Lr+KQrvOsEGrW45fjDom3R6/0lrFx38v4t7v/Gw/+5a944L7f4C9PP46dTe0khNOwakc7InnhucPwwEJor8a4Z2dCLWQV6sbqtcvOE8IBbhlbj+GpyVsgdcTRl42gbddSTBi9GRsmDceff3IX7vsL7e99/42f3bkK8p427Fr1BnZSWfOIoHrug/jiqAYB3Q48/3//C359P6V94F78/KfDseqYDjVUxrseeAxrJEGq3yjVr/28W8Z9CFurUCLU6YP34he3vIovdqhBKVG35EWq1wfxx7v+hBdeXImOiCCEH2DhJgkimT4EO8ux4E/bYBB3gmEYZvDCQsgwg4RvL4S9aF99N0buEcyrD9l4EA59I7a+OwXLV9Sjes3v8fyig9Dr9WIw2pyIpi1nhbC9FEOWycScrlQItTsewasl26HS6MQ8u60OhH0aEsLl2HawE3FKc1EhNB7HuyN2wSdEX6kQdh/CfaXlMIfStDAOzVcbMfXZpVg0oQTzZh+EtLhvhu4gfFTWA+teQqVVWPGsEPoV2zHs53NwrJhWr3cgEMsgGTajS6fCoSWv4ba/vYJZdW3nCGE+40DZhN9h2jYJ9PITKHl1PtaSEMr2PY87p6+nfFSo3Lwcc84I4WfYuFeNeA4IW6qwgoWQYZgbABZChhkkuFwuOJ1OxOPxS4aenh4xbX/6PBX48K5fYHW1G263EDpw6OP52Li+BYaKWbjjPyejUoi3aSBvb4S6p98tY3c5Rv5iMepoub52Nd6a8e4FQhjracXWJc9iTWU3QtEE/PWL8JufTcQRsx1uexc62qsh1wq3jPsLYQTli+/CTPrttrZh7buP4pMvSAijGqy5cyS2q91wqKswc+bHFwphzI0DWybgrW0t8IeiyPgkmPfIB1h+XIsesw5l6z/BqKMSNC/6EKPfnY/aDioHlf/UwaPwBgzYtGkqPjnYTnHt2PToPZi1S4OIpwqf3/l7zDnSJaaV1jWiy1GHzVO3QWG2wWlQYOuaEowuq8CxKfNRuqQcOlsEyaQVZWPuxOp6F9zaKox/+XPMJiGUlD2EN1dVwt1jRO2mBfiIhZBhmBsYFkKGGSRks1lRCA0Gw0VDd3e3mEZIez65lAKL77kH9xTDS1NWQeEqvCarLnusGP8wRk7Zi+64G3UzDqFR5oKQQrv7A3H5E088gRcXbMchvfDiST+yISj2luBlSjNh+VewR4HOfS/iD/cKeT6Itz/8EnqPGYdm7UZ5rRXiaxS9Obhat2CYsN1nhuKDT9/BpvJK+GhhSrFN3N7Df/kT/jJsIj47ohfLcZYMnJLd+ITSvDhpOWQ9acBUjicffRD3/OkhDF3bipiQLN6NvVNH4mFhGxQe3d5BkbRdxT5MeVmIex5P3/9zzC7XI5vLwN64CW8X097z4RLUWiIwHHgV9/9BiHsAr4/eAi3tW0J/FOPfFursCzT7YzBXLC6s8/RTeOmFEhw+YUQi2ILZj1B57rsPD4+ciKVn6nUtDlcakcyTSLuk2DuiHHahrAzDMIMYFkKGYa47Pt0h7NmzB2VrV+GTeaXYoQ8Ul1wDetPwdbfjBOW/Z08pZr00C+XtXuT5bwoyDMNcFBZChmGuO6aq6ZgwYQKF+diyT4dwMf6akI/D1HgAC8X8J6D0qAyh1IB/jJFhGIYpwkLIMAzDMAxzk8NCyDAMwzAMc5PDQsgwDMMwDHOTw0LIMAzDMAxzk8NCyDAMwzAMc5PDQsgwDMMwDHOTw0LIMIOEfD4vfpbO5/NdNPj9fjGNkJZhGIZhrhUshAwzSAgGg7Db7eKXSC4VbDabmJZhGIZhrhUshAwzSLBYLKLopdPpS4ZAIACr1Vpci2EYhmGuHhZChhkkmEwmRKPRASWwfxBuGZvN5uJaDMMwDHP1sBAyzCDhaoSwL5+hZSmkUhTSGWR7L/xwbzpkRtXWV3DqEhcX+/J55HN5XOlnf3szMSgOzcQaSaQYc61Iw1Z3AOtHbIYuWoz6rvBWYvyvVkNd/Pnd4cTJ8SUo269BLFeMYhiGGSSwEDLMIOFqhFC14de45d/+Bbfd9hP8+31/w+i9EsQy3/T7vRGotm3Aig92oDtejPreSMF8aieWvbQSHdfaNc/HXY7htyyCovjzu8OOo8OnY8MOJaIshAzDDDJYCBlmkHC1Qjh0h4b+l4dXcxBzpo/El1I7LHIrujR1qKw6iVqjGz6bFN4k6VawG91GBRR19ThVUYFarQfJlAMnF47H6Kc/xZbDClj9SZxRyt4sQjY7tBIZWloqUEHr6Fxx9PbmEHbpYQ7lkI97obHqoGpoRA0tr6wyonBxrxcJnxHtDYX1KrQOZHJ5xGk98Xe9FAYP5SWmzcKtqaH4o9j2xXRMOS2ECS/amuvF9DV1VsTEtOeR9kJ+8iSlqYVU5SGlBHIRO6SWLuhqanCy4hQamh24wHX7CWGWttPZ3gqdxQ+PpR31VUKZT6Ku0V5YL5+AUydHrVBuCl3eNFVNAlZ1cd8aqd6CVG9xJ+pqqsS46oZWWKl+TgthyYJNOELxp6pq0OXPCrkKl2+hVbQU8pCZkeztQz4dQY+xEQqZDPVCvKQTgWT2iq/eMgzDfBNYCBlmkHBthLAXEWMV5i34CKtOncTiJ8fi08lvYeToERj/VSW+XvEgjhgBW/VneG/iq/hkxId4b/hreGrERDR3q7F53B/x+9v/jBffWolTWh/pWZGMD/Ur5+O9R1/GuCnDMfz5B/Ds+K9hi4bQuuNDLKgPIa47jGETxmLMG2PxwfDheO7+V7HXlkI63I2D28Zh+DuvYPjwN/C3qTvg6FFj54QP8Nhrw/HWqHH4ePsJ6IIpBDt3YPy45ynd23jp0SfxliCEvgDUO7bjvffGYCjlO+KNpVjbdf5b1kFo10/EyGeobG+NwqgJ23DE4EegbS0eHPkJZr/9Pt55axheeOYDbDeFi+sUKQqhNBlA87HZ+PCTT7HjhAbyiuX49APKb9g7VI7Z2NTtR9hYgU2Th+MdKvfw4c9i8WE7/PqTGDfmUbxBZXtrzBzslZqQdDZjEu3f8OFD8c7wd7BsbRsCGUEIR2Hsmy/inZHDMezVx/Hh7Cq44zGYK/bgo3ffwytvD8dr46ejtN2JuFOKVVPvxCujPsMnw9/E3195G7tkNuS+6YVfhmGYK4CFkGEGCVcrhL99YQSmTp2MKZ+Nx+Kte6DrlpAQvovSg2ok80AqYDhHCIfPmIY6cwR9SODgpCHYprnELWNRCGfj0/fXwyAs81dj2E8m4KjFd64Qjv0cGxvtokiqNjyIceUeeFTlWLjgUxw2CtcLUzDKu+CRkai9uQWWBJB1S/DFtOXYdkqH6oUvYeh+4Vpdv1vG3a2Y+OSbeOb1MZg0dSrGDH0C9y5uFq8AniHeihmPDMMpW04sa/X21Zgx9zg6G4XtLEaVJYJ8Oozyda/iyfUypIuriZAQDvvRfOyoW4dRqxbieHeoEO9TY/WyBZgyeRLeeOnP+FtZB6z1yzDp3T/j8z2t8CVc6NSHYa1ciD/cNxYb9uvh89D+hkKUfxLawyV0PCaRIL+Od55dBmVEEMIRWLqhCeEMEDWdwOdPv4QTmi6sW7YMi/YUbiUn5KV44Lnd6CYhLJ15P2Yft1B9piFb9xgWlcuR4tvNDMN8B7AQMswg4WqF8K9j52Hbtm3Ye6SicCsyLCchXIqvSNDIPy4Qws/WLofaIywBqkquRAjXYf7ESrjFCC3W/Owd7FZ7zxXC5StwUB8QU1i+epeE0AVHWwXKlm+Att/LIYnWZfivVfLCj3gXto9agU07GvDV1AnYqRHW7yeEmlq8MfojfDBvBbbQ/m3bsRvHFM6zVy8FvJUY9X4ZnOLlsyg0Ozeh9P0vIa0mIVxYBo1wnzyXgPRgCR5bWFe8lV2EhPDN//U7vPbum3hgbAW8QlzCgq+nz8a4mSuxcdMmTBnzdxJCLVL+LjQcpzouW4YPx47AW7tkSHq0OL6tDFvmL8HU1ydh83EttNXT8NSnn9Lx2IQlUz7CuDNCePYZwmRQiU1jf4f9zRrM3/klVkkLNQv3UQy7dQmaSAi3LH4Mm9sLpdXvfhJLK1gIGYb5bmAhZJhBgvBHqT0ej/im8EAiKARhmdvthsPhKK5V4Owt4358h0IYla/BA8+VQOH1X0YIvfBrj2Da3HewSemj2BhajzbCptiEZ+6fC3mYymWtxeQvlmJ7iw2SVX/D+INaIB+D+quVmCwIoUWGOW88izllEsTIAlMpL6RSk7iNM2TlWHjPn1CmpgRJFw5vK8XHqxpgaTkrhNm4Cdsm/hVTyh045zsvJIRD/3ks9jbVYP5nkzHjaz1S4XaUPDYPu6ju0tkk9n3x3ySEEnS2SdBaZ0Yi4kD7nmn4PyO2Q129GBWWnPhM5P4Zb2Puul04vvI+PLW2XnzmUH9oNSYNIITe+rX420NUB14jymbPw/zVDfDR4QjXzsCd44/Dw0LIMMx1hIWQYQYJguwJf5xaq9VeMghphLT9uTZC2Iuo7hRJ2O/wz7e+i031trO3VkUhHI/f/D//iB8PGYJb/nEYVjVbqRyRywihD73ZEKQHp+GZ3/8YQ4bcgifnHUMwEkTL6g/wj7cMwa2/exqTvpIikO1FNlaDL26/HUP+66f4xd9fxnhBCEMZRNu+xEN/vBu33DoEP7nzbsw+JV7H60eWJHULXrjl3zDk1l/jqbf3oCOeQVh4hvDe/8KPfnwrbv3JT3HfikpE0uc9hEdCKL5U0ptDoLMKM0e8jbElX+Pr1a/id7/8Mf71X/8FT7/9OgmhGj2SDRj52I9wK9XBkB89hnlVNthrFuCRH9HvIbfin54cgc1tViTNX2HE7T/HkNt+gp8//go+PCOEz+JX//BPuIXW/9nP3sUudQzZvhwS+kqMfukh/Jj275bn5qHFFxefIWQhZBjmesFCyDDM5bnglvGNQUQQwtO3jBmGYZiLwkLIMMzlyYahOnAYZWtkuJG+ohzXH8a4XSdhDp3zGgnDMAxzHiyEDMMwDMMwNzkshAzDMAzDMDc5LIQMwzAMwzA3OSyEDMMwDMMwNzkshAzDMAzDMDc5LIQMwzAMwzA3OSyEDDNI6OvrE79GkkgkLhmENEJahmEYhrlWsBAyzCBB+I6x1WoVv2l8qSCkEdIyDMMwzLWChZBhBgk2mw0+n0/8LF3/7xf3D8Iyr9crpmUYhmGYawULIcMMEoSrf8KVv4FEsH+IRCIwm83FtRiGYRjm6mEhZJhBwnclhFH5NqyocxR/DUQ3Dgw7Cmvx1+VIGI5je60CvkS+GHNx8nEPqk5sxlrZjfQFZIZhmJsPFkKGGSRcjRB27X8Ff/jNHbjjDiH8Ge9M3gtjvLAsH3XBfslv+Sbh1fqQQhxdR/Zj5xflsCWLiwYg0rYWn+04BVs4V4y5OLmQBVvXf4wxx0zFmKsnE3PixJbXUKaIFWMYhmGYq4WFkGEGCd9ECDdu3Ir33v8INrtDfONYteHXeH1jC0KhEELuLpSXjMGbw2ajwZRAby6FZLZX3EZfbw6peBjhcCEkMzn0IY90NI18bxCyjaUoGbkB8p4E0rle9GaTZ9JG4wlQ1LlCSNvOJIv5xWidfGE7pzlXCHuRTcQRSWbQ29eL9JlyxJBM56kclB2VNRIpbi8Wh1jsPipfIo1UMiou87j02DLr15hfYUM8kUKeX7hmGIa5algIGWaQ8E2EcO3ajfjd7/+CxUtW0XpWKNbdhaE7NMWciKQRu8csx8YvlTCf+BTv7NKLMmhX7MOE1/8Dt99xO/7jn/9fvL+uBuG0DAuHlKLVKcGit3+Mf/6HW/HT28ehrNkBV+1c/OpXv8Qdv/g5HnluOI60xxDoJ4Qxlwol434iXpn82XNDsaJeR1JYLANxVgi7EHO2oOz153D/jAPwRWzYPLJwRfP2nz6B9784CVMqh1DzMjzwh3so/nY8+Miz2NMcQTaixPLnZmLSqD/RPt+BX0wYjyH/9D/wo/+4HcOmrYA+UNwYwzAM861hIWSYQcI3FcIpUz7HsWMnsWLlehz9/N/xdlk/IYQbVZO+wNoV9dAfLQhhNmzHvuWvY8JXnUghhqYVz2Ph3rNCqEYEqm0bsOKDHegu3m4GwtAdPYLD+7dj/shPMWViJTr7CaFs3d/wH6OX4/Dhw9hSMhTTShdB7Tt7lbAghOPx9tadOPDZSGwsa0AwRQv6ehFzdIjr7V07E3+fMhs7Ony0IApjxXEcPrAbyydMxIdDj8AuCuELmPelBNEskA5bsKfkt1jWFBa3wTAMw1w9LIQMM0j4NkIoUF5egYkv/wTPrWwQf4tkbTgyfjHWb5DAcKwghKmAAV+veBBHjEKCKxHCFEx1czDu8WEY/f5wPHvfa/jgPCE8Nev/w6+eGI7Ro0eLYd6Xx2EJnX22UBTCBW/hN08+huGzp6PBLtggkA/psf3DD/D08NEY+foTuOPdT0kIHbA2L8XkZym/90fg5YdfwNAzQrgUu2usEJ6EZCFkGIa59rAQMswg4Zv8HcING7acEUKB8gM78fs3Z8LpdJOFRdB5Yi3mvL8IJ6U+uCpOXyG04cDa1zCvyU9reHFy4hOYv+VSQhjA4bH/is8qQ0DShaMlizHuPCGUrrgfj31YS7kRaQ/sLi/C/V5IEYXwi3fw2IQvMHPB+/hiX434dnLauAdDb5sDKaUNduzA8AWTSQgNODH1bnxyoAvIhNG0YQmGsRAyDMNcF1gIGWaQIFwdvNIvlXz11cFzhFDgSEU9Hnr4CTz/7Bt4//25ONygQ4QMyl8Uwr5cAh01qzH8jUfw/PMj8MaDt2Pq9v5CmIVXchQz3ngWjzxdgnKVHZYDH+Duh57H82+8hEefHovJ5wlhUH8KE1+8G397ntI8/RZmbaiBvd/Lv2efITQgZGnAjoXv4q35e2F26bH0hbvwMK037NW/4XcTPichdMJ9bCruf5zyeuVFPP7qKIwdQAh70wE0b30Xzz7wFGas2gUzeyHDMMxVw0LIMIOEb/It4+PHT10ghL29vTh06CieffYtVNYrkSy+3JEL22EKiA/uIZsIwKRuRWvrSax6/j2s3KtALBeHS+6GcGGvNx2FzaCi5V1wk032JjyQSCi9TAa5xgSnLYJU3AO7P4JMvk98UcVrFvITghJGRwiZfi8a9+XT8HltsIQFlcsj6uqEwtCDRC4Hv6WwnkKhgNLigj+ZA5I+yGVStLa1QaY1wmGi/PIJuA0uBKIZ8U1k4fnDZMAONa2rNdqRyAqRDMMwzNXAQsgwNyAnTlReIIQCORKtqqp6zJ69ED1OlyiZZyDx0x1egMeGDMGQIT/GX0eXQuFIFiSLYRiGualhIWSYG5CLCaFAPp/H11+fxIKS5bBYbOKVQ4ZhGIa5FCyEDHMDcikhFBBuK+/dexDLlq2Fzye8RMIwDMMwF4eFkGFuQM4XwpzwCREiFovj669PiEEQwuHDx0Kt1onLGIZhGOZisBAyzA1IfyHM5fJYtWojVCotrFY7nnvuDSxaVIrt23eLwevlK4QMwzDMpWEhZJgbkNNCKMjg8uVrMXXqbIwYOQ6RSBSlpWuxeXNZMSXDMAzDXB4WQoa5ARGEcOLEGVixYgOmTZ8rvjzy8stDodN1o7GxBZ9+OhMOh7OYmmEYhmEuDQshw9yANDS04O6778dHH02B1eoQ/7xMRUU1Xn3tHQSDISxZshJlZbuLqRmGYRjm0rAQMswgQfgsncVigVarvWQQ0ghpzyeTyWDs2ImQtSuwe/d+7Nq1r7iEYRiGYS4NCyHDDBLsdjs8Hs9lv2XsdrvhcDiKa51FuEqo1ugw8r3xJIQHxCuFDMMwDHMlsBAyzCBB+E6x8D3jgUSwf4hEIjCbzcW1GIZhGObqYSFkmEHCjSCEWZ8erWotXNE83LI1kDj4Q8IMwzA/BFgIGWaQ8K2F0C3DnB0NcKbOylnEUoPj1fth8F9bYYtr9mPJjj2Q9aQhX/0zLGuJF5cwDMMwNzIshAwzSPjWQpiQYeZfJuFIV6wYEYO6bDWWz9gMfejafseYhZBhGOaHCQshwwwSvv0t4wwkC/+I0fs6Cz8jZmxeuxzTdsoRC8qw6JmHcMdtP8XvH5iJ5gCQsjVh3vbPMebJp/Dgbbdhxrzh+PM2TWHdlB3HvyjD7r0SVKx8Fff+92247bZf4e8v7oeFFg8shDk4FXsx4Ukh7W14cf5+OCJ5pIzlmHDv5/j4o0L88FkbYQyLW2EYhmEGGSyEDDNIuJpnCPs0W/GLEdvg6u1DsPM41iweiYNaDfa/PhFLN1RDbzRBemwVPp5RCafxFMa/MhbTt8nhT6WQzZE03r4Aylwf4t012PzlBlR1J5BPReCw22DSq7BlyUi8dtAwoBDGnG3YNP9hLCnXwGJRY+/Uj7Gt2YyQdhte+8/fY68+hZS1CZ/MX43NLTbwU4cMwzCDDxZChhkkXN1LJWEcn/gOygwhqMv3oXRSFbxhORY/+Xfc9bNf4tf33IN77vkr3hx1DF2CEK5YhK1Kb3FdoHHlr7Gw1gV15X58ufEArLEYHOVr8Kf778ev7/4VfvLb3+OlfV0DCGEUAeNxTHr4f+KndwrbKIQF5V0IaXZjxB3roBM2EOvElpVlKG+2shAyDMMMQlgIGWaQIPzB6WAwOKAE9g+BQABWq7W41lm8VdPw3rJK7N/9GT6vdwMJDdY+MxHL93cgke9DPpdDyONBZAAhdEm24YXRs7B68yLsPGlBJtiCGX+cgG0SN7JxH/aufPEiQhhDyFJFAvoINrcFkRcyi3rhimcQ07EQMgzD3CiwEDLMIEGQQeGPUzudzksGm80mpj2fjK8BHz3zPD746CO0BISYEDo2TMf7r3+EOXMXYN7CZVhyqAXBAYQwHTJj88jH8eKHsyAX/p510oqdo0bjwxkzUTJ/JsaNf+QiQhhHOmLBwXXDMXTMh5hbUoKST0rxld6HsJaFkGEY5kaBhZBhBgn5fF68Hezz+S4a/H6/mEZIez69+ShkhzZgz6EuRIpxSDnRtGsbVpWWonTdZhzQB5CL2FGvkkPnSxYT0TmeTcLYchKHKkw4/a5yQH8Qm9eXYtWqVdh/shbHu0PIBoyQdxrgjefh6yiDwi3oXS9ibg1O7KRtCNspPUF5J5AJdqFqhxqiumZD0Kk6YXFFKTXDMAwz2GAhZBiGYRiGuclhIWQYhmEYhrnJYSFkGIZhGIa5yWEhZBiGYRiGuclhIWQYhmEYhrnJYSFkGIZhGIa5yWEhZBiGYRiGuclhIWQYhmEYhrnJuWIhzG19FPl9b3PgwIEDBw4cOHD4gYUrEkLkM0AiwIEDBw4cOHDgwOEHGK5MCH8g9PXmkUmnkM3xx7OYa0EWqUQC6eyVtidqf6kU0rm+4u9L05sX2msGF2+uvchm0shQuivLcbDSi5ywH7kbfT++P3qzGaTSOfTdABV4tqx9yKWTSGVyxSU3GsL5nLzo+dybTSORoPGm+HsgMqlEv/0XzucU1Q2dB3wiMN8D30wI82lEw0H4Q/EbssFmwl5o2qWwusLFGIE+5HNxRMIx0Hn4vZMI+8Xv1foDIcRT53YlQgcaDwUQjiWpK7oYfcimaX+iSWTPJMoiEijm6w8gkkhjwC44n0UiQsdXTOdHIJouxPdRx5cII3B6/WQWvWeOv9CJxWh7CZzxolwCoWIefn8QUdrehU5Dg0E2iXCxXIFwArl8IdPedKS4LT+CEcr3MuNFLhlFMBBGSlidpD8dPbsPYt60H5dqr319SYQCQcRSxQ1lU4hSPRfWDyJ+ke0nIzo0N0hhdBW/CZzPIC7UXyiG3rMV1A8vdG3NUDiSVyQ+KdoPi8mOYLwYcQFxeOwmWIPRAQedPA22kUiM6vXKJ0C9uQxikejVD9LntIF+IRQdoDwJeIX9CESQKcZ8F2RiIYRixTb9HSO2yTP7TedMPDXAOXDtiFnVaFXZv5fJbm8ighCdp/37pEwiilA0NeB5d7qsGWpjPYoGSPWu4pIbDQ80LU1QugZoU/kU3Np2NLWpKdVZekn4IsEQYtSpCVVj18ogVRmREBt+DG6LElKlDcFU7xX1EQxzLflGQpgLWiBva0B1rRKRAQe8wc3AQtiLRFSPtpYO9Fx04L1OxANQNDeiXa1Cu1wGdacDyX4jZNLfA1l9NVo6zDSEXkhfPoeozwZ9Rxua203wx4rxqR60NbZCrVZDLpWhTd2FwHmyKZCl+ulSSiFTqqFub0Zdi446JhK3VACmDinaZBQvlaBNY0U4Q7PY3l4E3WboNa1okXfDlypm5NOipZXS0vYU7QrI1d0Ipc5V2D6SJ69VA1mrlNLJ0CpVwxGgQbMvCoe2DZJ2Wl9JnWW7lkQhdXEBTkVh10hQfbIZFqFNpmJwKptQ1yyBkrYvlEFvDVG+F2uvGfh7VKivroPKEhU78oi1E0qVQly/o7UJckv4QuHKRKBtaYDqtAwSubCD6q0R1XUKqouBFO2bCeHVknAZIWnrIAk6fWAuTzrkRoesHXYv1cXVkPTAoNWgQylHc20VGpqF40zHw2BHMn2Vsvkt8XY0oKnDUfz13ZGLh2BRtpH0qMR9VimV6NAaEfoOXfT7FMKsS4WmFjX8Z5p8GjaNFK06D3IDjBM3gxCmvN1oa6UxpX8/QBNNv0mDpuoGqP2FPkWYgAl1pbXSxE1MFINNrYDKKfRZYgTDXDe+gRDmxMYs7zRC2dgEbaAwROdTcXhsRnR1dYnB6k2jl0QhE3bCYrTAbC7EW1wxCBcd+vp6SQQKcUIw9wQLs6OUH1ZjN8UZYLK5EKG4bCwIh80Eo8EAA6U1WVwIeayFdc0OmnULJ2IULktx+wYTHJ7CiZaJ+GAzGcR4Q7cJ7sj5QkizMasJ3TYvegwtqK0hEdOY0BOKIpMOocdigSt2UQ35Toh0SVAns1B3SpIasEMpU8Fx2rIibmjkcnRKmy4hhFmEnN3okLegqZ8QIumDQ6gAIhN00YAvR4/vwgE/k4iLVyaTwm6n3VA0NEBLvXzMTcIs08ItuE+iBypJG7p8CTrOefjsnTToN58rhBEP3CGhN8sj4jNCKumAI9hfAvqQTfqhbZOgq0fYkyRsNFOW6D1IZ81orW6BUShuPgyrTg51jw9i1tSmjGYnHfEi2Th8Rh206lbUnWo5K4QkxEqji+qxH9Tu0uEeWO0eRPv10RF3F+RUdmlTUQhTPnTLpehwB8T1804lGlr1Z7dZJO1Uo66xA4VaFcghZO+CUtcJRUsrVO7TldGLZExo20J7V5Ac1aGdhDCX88NmMMIoxtN54PTCabdRW6f2arTCT6tnkjF4XD4IPhfzOansVpjoXOii9ezuELXzFMI+F7wxyo+2FOwxnTkPnC4XeroVqKttRIdGBxOdf9moC2bK22IRzh8b7NTGTbQ9YR2xXknSww49muvqIVOoYXTQNkgwcn57MV8zXMGouK2YT6jLQnmMlp6Lyk6ejoeR2qPW7BN/x/xOansk+HSsctkI7XMPgok07Ycb3miC8o7CabbARue9sM1uIe948YBFvVR+4ZymPsLqpElJDnESWEt3YR9Mzqj4WEg6RH2PqV/f405QU/FB01SF6kYZDGY7PG4fnD1UF0YjuimN3ZeFj377xHOGShFw0Tkj9FkR9JjMMJmK27D1oKeH6lGsNyOcsf7tWiAJNx1nidwAT/ESfS+JQNjnQ4SOYzzooW0W8rJ6hRMqh0TMDbvJRNsQ+j9hPyLi4wJhl5nqlvaD4rq6zHDHC3cGensTVKZCHt0WqodE7qxk0TYjThO1IWpbwnpCW3I7YDULfaSB+mGh78siHnEW8xXSOBDN5UlOcvDajdTPWorr2hCiGamgmH57oS/t3wZOk8/6oGxqRpenOHtNONHR1oZOXwBOS2GfhLqye0PieTywEFIboHYm9PHC7eQQ7UOhbBa4xUvkSQRoP+zUZxuE8YD6dGdQaHTntoEum088t3roPBfWEq6yO+jcSgq3fyIuajduxNJh2IvHoH+9JtyWYhwdA7sXUaGw4ljgoPZI+0/b7PGFkYj6YBW3p0BTTS0UFwhhEnZdO9r07rO3k+ncirlM0Ktost7QAk1RCIW7LzFvFxRKAwLFZp6h/rZVakD8G1zZZ5hrwZULYSYIo1oJgzuMsEGKRrVXjBY7Oy8NPj3UURqVaG3thDtLEmGT0WAkgaab4jtVaJPq4IlnEHV0orVFCmOPDZ00M2oRxSUCB51AMr2NTmQrjDol9LYAwm4T2pqa0NFthqPHgJbaBig1neghoVRKpdA7A8jQyRf0FLZvMRmhkKvgDGeQS0Tgc9PgQ/E2fRskSju8Z4TQQRKpgFRB+ZJAem1SNNS1QmNyU1locI1aIK2vh9LdzxyuA3ZlAySGwhWnXpIIg0pekFeSFJNSiW53EFG95KJCWCALf48OUnk/ITxDHnGvGXJpB5yBs1e2BiRkhaS2Gd00IESsCsjU5qIURUiYSLgc8eIMNk0ddQdtr58QEr35KMxa4SpbB7ocYSTPqco+pEksFW1y2IpGFTKr0aK0kRCSJOja0EoyrFLJIFPqYQ+kC1cIrXJU1pLMimukSIAM0HZbEfR1orm6td8VwkbUNrZCrqI8Om2F25+9NMhbZWhsVcNZrLyUz07boPYazEAvOX2FME3pSOqU7eL6SmkLlNZIofPuh0cnQbMmUPxFkDjY9B3Q230ImZRoVBSuRGWpPF1qGUlZF7VFPaQN9ZCTEKZTXWiuaoCik84PgwbtEuHKqxk2B9VLUy2U9iTiATfUtP9CE3B1tqO2oRUGu53auQZSqZomLCTMeiW0grwG7WhrbkO30N5JYIwkBGaq0wZhHZIjdzCJZA/lUdOCDgNt0+2Fz+OByykITo945bKDJkdRVzfaaMLXoTfCRQ0oH+2BtqUZ7XQeC4NgR4eWzqMkXHopauolMDjoXPL4cdrZzud8IXR3ySHtpMEwL7QBB9qpLzD5qO6oj9A6/XRUe9BeU41mJQ2+JIVahQwaK00IUgFYlBJIdFaxjzBTu9JZ/NCrVeg0UFyPEXKJEj00k4xYpKira4PWSPtG9dMq7YQv7EeXpAa1wvEnGfRS3vKmBsg6u2Gj/feGMjTZakSneLEqBSfJdFuHG/G0A7Lqakg0lJfZAA3VUwsN3iZrDzSSBjR3BcX9OkPGi872NppQ0D4WXeA0wiRV394ONYmFvacbMiqvI5iC30XtpU4CXTf1f7TdpqZ2WEl2bO21qG1Tice0UylHi7qbJs85uI1UNkU37bMNXXoNdGYvPMazkuWQ16JOooKFBFerpImWpB1miw2OrjbUN+sQorMplQjCTfkKx14jk0BhDojP82maK9Es18LaY0YH7YfKFEKGJuGtxbZlpbKb7E5Rtk4jTETdqmaqS5d4yz/m6IJEqkcgmaC+udgHdxugVHbQhDsxgBBaEQkIy7UwWIM0KTGirU0hrmemPl2tMSAYD6KbttFAx89qc8CibUUr9d8B2g+DWgEdtVchfYdKT5MTO9qbpbCQgXusHaivl8FO240bZahX2Kkvoomkq7DvZo0KUq1wyzZH7ucR43qs3dApKc+eENLiWFBHfS4dG6eLJlpudHbIoNYaKK0OEpo8XSCEQhug/sPgiaLwFAzVd5TGO60ePV4LNDR2nRFC6guTJJhqGrfsp29cZem8aGyHg4WQuc5csRDGqFNop47CG0mjL21GK3W4drFXEDo0PeStdILSQFZZ0QRjhmZDtnY0t2lpliysTCeqTAFHNAmLvA4yozAj6ycuXjvkjTWorm8hoWyhzrEWrRoTXIIQUsfgiwjyEoKirgYqK3U5vVHYu2jANrjE57viVg11eq1obmoUBymjSxjxhcGSTnYqV0tDNWqbOmAThbAFMmkr2jssNLAJD7EPcMs4n0IsHEY8c16P/h0jCKHMXLiqINw+NpOAW1022HQ0WLr9yAi3hE8LYSZMIkGiLdR7azu6z1yBu7gQpuMhaOU08Bip4871wmfRQtZG67dJzwzYIkkvDO2taDPQQNybRcSmhFxjLUponORUCiVV1qWEsK+PJgUhmqnTzFqhMsBDkn4WQQacJFs0IBbrPGbTiINEmvarS0ZybqeZvakTLY1tMHqpYxUSpWMIhWM06OQRDdqg1RlIirLojRjRcloIhReH4mEEg0EKZigkzVCZhbL2kesVnnXMCP1sxA2dSgu3P458LndWCGn/3EYN1GYrSZQdsrpqtOj7PwVUoEfdQvVzdiBIBJxQyTvg8CfRl7HSINIKa5TaVrincKU3Ihyfs7eM0ykDJPXCoEXRIUEu2tDpiUC4oOBS1pNsUts+TwgbpEakaJDI0CCokdEgT4PKGSEM6FFfVQuJqht+8WWUNCLn3DKmgadHjqbWDrhOyxttV6eQUvtpRX1NFZ1zPRfeMu5RoVbShSQVvy8ZhIkkXWP3wkxCWC81IV1oBBfl2wlhHTo8wgYT4oCu6nYg6hckoQMBwTz7einfKFx2I5qp3PWNQr/RhJpTJyGn/iFiob5HpodXqPKonSYeJBdxkoN+t4xTPhsJJIlCIEY1IzSb3MWFsKYeWj9FJ0KwKUieTC46L4Bglww1dEzOIUHtqo1kNEDHshh1mrAgrUoj/HGh38mR8NWhTW+n/lMFiawL3gRlmg9A01ILmSkFm5xkSdcjikPWQ31hi5zaux/qxlOorGkS+8qG+ho0yi3UR/QTQpKsNm0PnSVpuIRJuoKEK9mLvqwJLTUS0OmAbNQPY0fx2FefQrXcKQqhtrUeHeYw9Yq9cHerINPRMXFpqW5rIaU+OUDnSob692IvVYCOR8JHgi3XwZuKw07HsoPaiNA28jQJErbRQn1zNZ0TZmf4PCGsI3mVUzvvgMmZEp97dutaUVlVI64n9Om1JEcWr4uEsBXSLh/1g0JXQH12qwbuqBddbfWoa1bCReNLMknnVjYBk7wVWpr42DqVaG6QQG0LwkwTCvH2bpYmk7RvYv71tTjVqEI0kaE2QOMUxbW2NImPkMjMJL6iEDZDJ95W6EUsQO1JroEzKhzdi9wyFtqAQglbiPod+pnLBEgiFdTOk8glPdCfI4TU2mJCv6yA7cz80gVlgxRmFkLmOnOFQhiH09yOmpOnUFVNs+zaSpw8WYl2mj1GA2aSCgWd6CEkfV1orW0tCiHNaNs7IfSjwi0EdTsN/nTCGmXC1Q8hsp+4uKyQNbRCF46IJ3QymaKTOoe4IIRSFYLitXsSQjp5acwiYnB0t6Nd76TZaDd1ci0w0Gw05HeTAAhCGITLpEKTjGaW4TiNCXI0nBbC5hpUVp7CqWYNdQKFk3ywPEMoCGGTtnDFQXieTyuXwWrSQd1ah8rqatTUkDSfqkBFZQPUJuqsMmmkivWVKb6QcU699hNCobPXyZrR0UUdf7GjyWdp/RStL7z5evoNlBQNFNRxSg0exAQhFoTQIodE2Y1CyfzolLVAQbOBSwnhaTJhD9Qy6txcZ2+uCnJSkAEZSU0hxtutRBMNXCmzAnUtWoSoiL35JBwGBWQaJ06/31IgBV+PEnWnKlFVU4va6kpUnKhATXMH3MUUBXrRo2tDg9Ip3qLsT9LZTZOaKlRTexbq9VTFCVQ2yKDXdUPVLoeTKk+YLKQTBrTUSWE7T67PFUKhPCrUnTx59vw4cQKtXSHEQzYoaSIlzlHOF0LanlXIVxDCNhlMgYL4nn7W7XwhbFTYxRdvhAf2de3nCSEdpzQdy1BQK96Wbu0wwW4+XwgV4iRNvLafFG6Nt0JGxzmSSMJKcjKgENoUqG23FP6fDsGqlkFpc8NIQtigcFxQr+fz7YSwHrqQkDoJr0ODDkEIvd0kTfp+zx/mEHR3QSrVwUEDbaHfSJJkFNprq8IAcXyNO8SJx4BCKFXAEyxMcy4thA3QC+URhJAmQ2qrR7wSFqE+qJpk+Rz6AjDQ+aOwhgoTj34Eqa9SaOwIFy/Ou1X1aFGTILro/FHQv+L5E0WnpJbaFgmhohHyrmKL9luorui4xNxQNVZDbjq7z8IV8IjlXCE8fRtWEMK2Djp/KO++PkvhcQyP8FiFlI6DGT5a36JqQR2dI6IQShqhtRU6Qq9RjXZBCNNZ6mfiCHg1Yttq01oh3q3tRzYZJmGTw2gQbouq4RJEO2pGW10jNO4kHT+aMJEIXSCE7dU0llSjivp/4Va5QI+GyiO3nd0/4U17EuVulQRyc6FehfNHRkLoIRnNZVJIUv2o2kgea0nycxmEbB2QSDTQd3bD1KWDTK1AaxVtg/KK07naKlxBDSQRtOjQJFHTWOCHvq0OEq0HyQhNeFRttK3TQihBN7Uras003lmgVHbCIx7DKxNCoaxNFSepD6e+iiYwpyoqcIrK0p1Mi5MRFkJmcAD8/xBRi51jmfboAAAAAElFTkSuQmCC) Als dit geactiveerd is, dan is het mogelijk om de giftkaart 'negatief' te verkopen. Op dat moment wordt het resterende saldo van de giftkaart uitgelezen en toegevoegd als verkoopregel aan de transactie. In het afreken scherm kan vervolgens elke betaalwijze gekozen worden om geld terug te geven op de giftkaart. Natuurlijk kunnen er tegelijk ook artikelen gekocht worden, waardoor er misschien een positief te betalen bedrag overblijft.