{"title":"Finanzierung","content":"\t\t<div id=\"creditRateContainer\" class=\"credit-rate\">\n    <div class=\"tool-tip dckb-tooltip\" id=\"rate-tool-tip\">\n        <div class=\"block-content\">\n            <div class='rate-title'>\n\t\t\t\tSie k\u00f6nnen das Produkt Philips LED-TV 42PFL6007K\/12 FULL-HD Schwarz zum Preis von 709,00\u00a0\u20ac bei uns zu folgenden Konditionen finanzieren:<\/p>\n\t\t\t<\/div>\n            <table cellpadding='2' cellspacing='0' border='1' id='cetelem_ratenrechner_table'>\n                <tr>\n                    <th>Laufzeit<br \/>(in Monaten)<\/th>\n                    <th>Monatliche<br \/>Rate<\/th>\n                    <th>Sollzins<br \/>(j\u00e4hrl., gebunden)<\/th>\n                    <th>Effektiver<br \/>Jahreszins<\/th>\n                    <th>Gesamt-<br>betrag<\/th>\n                <\/tr>\n                                <tr>\n                    <td>6<\/td>\n                    <td>121,45\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>728,70\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>12<\/td>\n                    <td>62,16\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>745,92\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>18<\/td>\n                    <td>42,41\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>763,38\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>24<\/td>\n                    <td>32,55\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>781,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>30<\/td>\n                    <td>26,64\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>799,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>36<\/td>\n                    <td>22,70\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>817,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>42<\/td>\n                    <td>19,90\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>835,80\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>48<\/td>\n                    <td>17,80\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>854,40\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>54<\/td>\n                    <td>16,18\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>873,72\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>60<\/td>\n                    <td>14,88\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>892,80\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>66<\/td>\n                    <td>13,83\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>912,78\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>72<\/td>\n                    <td>12,95\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>932,40\u00a0\u20ac<\/td>\n                <\/tr>\n                            <\/table>\n        <\/div>\n\t\t<p>Finanzierung bei einer maximalen Laufzeit von 72 Monaten;<\/p>\n\t\t<p>Gesamtbetrag 932,40\u00a0\u20ac; Gebundener j\u00e4hrlicher Sollzinssatz 9.47%<\/p>\n\t\t<p>zzgl. Bearbeitungsentgelt; effekt. Jahreszins 9.90%<\/p>\n\t\t<p>Diese Angaben stellen zugleich das repr\u00e4sentative Beispiel im Sinne des \u00a7 6a PangV dar.<\/p>\n\t\t<p>Vermittlung erfolgt ausschlie\u00dflich f\u00fcr die Commerz Finanz GmbH, Schwanthalerstr. 31, 80336 M\u00fcnchen.<\/p>\n\t<\/div>\n<\/div>\n","update":[],"dckb_tooltip_nonzero":"<div id=\"creditRateContainer\" class=\"credit-rate\">\n    <div class=\"tool-tip dckb-tooltip\" id=\"rate-tool-tip\">\n        <div class=\"block-content\">\n            <div class='rate-title'>\n\t\t\t\tSie k\u00f6nnen das Produkt Philips LED-TV 42PFL6007K\/12 FULL-HD Schwarz zum Preis von 709,00\u00a0\u20ac bei uns zu folgenden Konditionen finanzieren:<\/p>\n\t\t\t<\/div>\n            <table cellpadding='2' cellspacing='0' border='1' id='cetelem_ratenrechner_table'>\n                <tr>\n                    <th>Laufzeit<br \/>(in Monaten)<\/th>\n                    <th>Monatliche<br \/>Rate<\/th>\n                    <th>Sollzins<br \/>(j\u00e4hrl., gebunden)<\/th>\n                    <th>Effektiver<br \/>Jahreszins<\/th>\n                    <th>Gesamt-<br>betrag<\/th>\n                <\/tr>\n                                <tr>\n                    <td>6<\/td>\n                    <td>121,45\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>728,70\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>12<\/td>\n                    <td>62,16\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>745,92\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>18<\/td>\n                    <td>42,41\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>763,38\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>24<\/td>\n                    <td>32,55\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>781,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>30<\/td>\n                    <td>26,64\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>799,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>36<\/td>\n                    <td>22,70\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>817,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>42<\/td>\n                    <td>19,90\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>835,80\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>48<\/td>\n                    <td>17,80\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>854,40\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>54<\/td>\n                    <td>16,18\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>873,72\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>60<\/td>\n                    <td>14,88\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>892,80\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>66<\/td>\n                    <td>13,83\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>912,78\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr>\n                    <td>72<\/td>\n                    <td>12,95\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>932,40\u00a0\u20ac<\/td>\n                <\/tr>\n                            <\/table>\n        <\/div>\n\t\t<p>Finanzierung bei einer maximalen Laufzeit von 72 Monaten;<\/p>\n\t\t<p>Gesamtbetrag 932,40\u00a0\u20ac; Gebundener j\u00e4hrlicher Sollzinssatz 9.47%<\/p>\n\t\t<p>zzgl. Bearbeitungsentgelt; effekt. Jahreszins 9.90%<\/p>\n\t\t<p>Diese Angaben stellen zugleich das repr\u00e4sentative Beispiel im Sinne des \u00a7 6a PangV dar.<\/p>\n\t\t<p>Vermittlung erfolgt ausschlie\u00dflich f\u00fcr die Commerz Finanz GmbH, Schwanthalerstr. 31, 80336 M\u00fcnchen.<\/p>\n\t<\/div>\n<\/div>\n","dckb_tooltip_zero":"<div id=\"creditRateContainer\" class=\"credit-rate\">\n    <div class=\"tool-tip dckb-tooltip\" id=\"rate-tool-tip\">\n        <div class=\"block-content\">\n            <div class='rate-title'>\n\t\t\t\t<strong>Jetzt 0%-Finanzierung mit 12 Monatsraten!<\/strong>\n\t            <br \/>\n\t            0% effektiver Jahreszins bei einer Laufzeit von 12 Monaten und das ganz ohne Zusatzkosten. G\u00fcltig ab einem Warenwert von 100,00\u00a0\u20ac Euro im Zeitraum vom 15.12.2012 bis 15.12.2012.\n\t            <br \/>\n\t            <br \/>\n\t\t\t\tSie k\u00f6nnen das Produkt Philips LED-TV 42PFL6007K\/12 FULL-HD Schwarz zum Preis von 709,00\u00a0\u20ac bei uns zu folgenden Konditionen finanzieren:<\/p>\n\t\t\t<\/div>\n            <table cellpadding='2' cellspacing='0' border='1' id='cetelem_ratenrechner_table'>\n                <tr>\n                    <th>Laufzeit<br \/>(in Monaten)<\/th>\n                    <th>Monatliche<br \/>Rate<\/th>\n                    <th>Sollzins<br \/>(j\u00e4hrl., gebunden)<\/th>\n                    <th>Effektiver<br \/>Jahreszins<\/th>\n                    <th>Gesamt-<br>betrag<\/th>\n                <\/tr>\n                                <tr >\n                    <td>6<\/td>\n                    <td>121,45\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>728,70\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr style=\"background-color: #E5F7FD;\">\n                    <td>12<\/td>\n                    <td>59,08\u00a0\u20ac<\/td>\n                    <td>0.00%<\/td>\n                    <td>0,00%<\/td>\n                    <td>709,00\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>18<\/td>\n                    <td>42,41\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>763,38\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>24<\/td>\n                    <td>32,55\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>781,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>30<\/td>\n                    <td>26,64\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>799,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>36<\/td>\n                    <td>22,70\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>817,20\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>42<\/td>\n                    <td>19,90\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>835,80\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>48<\/td>\n                    <td>17,80\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>854,40\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>54<\/td>\n                    <td>16,18\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>873,72\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>60<\/td>\n                    <td>14,88\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>892,80\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>66<\/td>\n                    <td>13,83\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>912,78\u00a0\u20ac<\/td>\n                <\/tr>\n                                <tr >\n                    <td>72<\/td>\n                    <td>12,95\u00a0\u20ac<\/td>\n                    <td>9.47%<\/td>\n                    <td>9.90%<\/td>\n                    <td>932,40\u00a0\u20ac<\/td>\n                <\/tr>\n                            <\/table>\n        <\/div>\n\t\t<p>Finanzierung bei einer maximalen Laufzeit von 72 Monaten;<\/p>\n\t\t<p>Gesamtbetrag 932,40\u00a0\u20ac; Gebundener j\u00e4hrlicher Sollzinssatz 9.47%<\/p>\n\t\t<p>zzgl. Bearbeitungsentgelt; effekt. Jahreszins 9.90%<\/p>\n\t\t<p>Diese Angaben stellen zugleich das repr\u00e4sentative Beispiel im Sinne des \u00a7 6a PangV dar.<\/p>\n\t\t<p>Vermittlung erfolgt ausschlie\u00dflich f\u00fcr die Commerz Finanz GmbH, Schwanthalerstr. 31, 80336 M\u00fcnchen.<\/p>\n\t<\/div>\n<\/div>\n"}