{"id":12174,"date":"2023-09-19T09:51:11","date_gmt":"2023-09-19T07:51:11","guid":{"rendered":"https:\/\/fahrschule-batyra.de\/ceny\/"},"modified":"2026-01-05T11:29:42","modified_gmt":"2026-01-05T10:29:42","slug":"ceny","status":"publish","type":"page","link":"https:\/\/fahrschule-batyra.de\/pl\/ceny\/","title":{"rendered":"Ceny"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"12174\" class=\"elementor elementor-12174 elementor-6705\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5ab11d7 e-flex e-con-boxed e-con e-parent\" data-id=\"5ab11d7\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;shape_divider_bottom&quot;:&quot;tilt&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-shape elementor-shape-bottom\" aria-hidden=\"true\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1000 100\" preserveAspectRatio=\"none\">\n\t<path class=\"elementor-shape-fill\" d=\"M0,6V0h1000v100L0,6z\"\/>\n<\/svg>\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8c84b36 elementor-widget elementor-widget-heading\" data-id=\"8c84b36\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"notoc\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Ile kosztuje prawo jazdy?<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f84a7a7 elementor-widget elementor-widget-heading\" data-id=\"f84a7a7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Nasze ceny<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8d1a33e elementor-align-center elementor-widget elementor-widget-breadcrumbs\" data-id=\"8d1a33e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"breadcrumbs.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p id=\"breadcrumbs\"><span><span><a href=\"https:\/\/fahrschule-batyra.de\/pl\/\">Strona g\u0142\u00f3wna<\/a><\/span><\/span><\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d660c15 e-flex e-con-boxed e-con e-parent\" data-id=\"d660c15\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;shape_divider_top&quot;:&quot;tilt&quot;,&quot;shape_divider_bottom&quot;:&quot;tilt&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-shape elementor-shape-top\" aria-hidden=\"true\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1000 100\" preserveAspectRatio=\"none\">\n\t<path class=\"elementor-shape-fill\" d=\"M0,6V0h1000v100L0,6z\"\/>\n<\/svg>\t\t<\/div>\n\t\t\t\t<div class=\"elementor-shape elementor-shape-bottom\" aria-hidden=\"true\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1000 100\" preserveAspectRatio=\"none\">\n\t<path class=\"elementor-shape-fill\" d=\"M0,6V0h1000v100L0,6z\"\/>\n<\/svg>\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-096ed53 e-con-full e-flex e-con e-child\" data-id=\"096ed53\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e52e3c7 elementor-widget elementor-widget-shortcode\" data-id=\"e52e3c7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"shortcode.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-shortcode\"><div class=\"shariff shariff-align-center shariff-widget-align-center\"><ul class=\"shariff-buttons theme-round orientation-horizontal buttonsize-large\"><li class=\"shariff-button whatsapp\" style=\"background-color:#a9a9a9;border-radius:20%\"><a href=\"https:\/\/api.whatsapp.com\/send?text=https%3A%2F%2Ffahrschule-batyra.de%2Fpl%2Fceny%2F%20Ceny\" title=\"Bei Whatsapp teilen\" aria-label=\"Bei Whatsapp teilen\" role=\"button\" rel=\"noopener nofollow\" class=\"shariff-link\" style=\";border-radius:20%; 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background-color:#FF6C03; color:#fff\" target=\"_blank\"><span class=\"shariff-icon\" style=\"\"><svg width=\"32px\" height=\"20px\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 32 32\"><path fill=\"#0088cc\" d=\"M30.8 6.5l-4.5 21.4c-.3 1.5-1.2 1.9-2.5 1.2L16.9 24l-3.3 3.2c-.4.4-.7.7-1.4.7l.5-7L25.5 9.2c.6-.5-.1-.8-.9-.3l-15.8 10L2 16.7c-1.5-.5-1.5-1.5.3-2.2L28.9 4.3c1.3-.5 2.3.3 1.9 2.2z\"\/><\/svg><\/span><\/a><\/li><\/ul><\/div><\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-99b2dd6 elementor-widget elementor-widget-table-of-contents\" data-id=\"99b2dd6\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;headings_by_tags&quot;:[&quot;h2&quot;,&quot;h3&quot;],&quot;exclude_headings_by_selector&quot;:&quot;#notoc, h3.wcs-class__title&quot;,&quot;no_headings_message&quot;:&quot;No headings were found on this page.&quot;,&quot;marker_view&quot;:&quot;numbers&quot;,&quot;hierarchical_view&quot;:&quot;yes&quot;,&quot;min_height&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;min_height_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;min_height_tablet_extra&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;min_height_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;min_height_mobile_extra&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;min_height_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"table-of-contents.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-toc__header\">\n\t\t\t\t\t\t<h4 class=\"elementor-toc__header-title\">\n\t\t\t\tZawarto\u015b\u0107\t\t\t<\/h4>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div id=\"elementor-toc__99b2dd6\" class=\"elementor-toc__body\">\n\t\t\t<div class=\"elementor-toc__spinner-container\">\n\t\t\t\t<i class=\"elementor-toc__spinner eicon-animation-spin eicon-loading\" aria-hidden=\"true\"><\/i>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ff8ad96 e-con-full e-flex e-con e-child\" data-id=\"ff8ad96\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e2b4ef0 elementor-widget elementor-widget-heading\" data-id=\"e2b4ef0\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"notoc\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Uczciwy, przejrzysty - i nigdy wi\u0119cej ni\u017c to konieczne.<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9a2e7f0 elementor-widget elementor-widget-heading\" data-id=\"9a2e7f0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Nigdy wi\u0119cej ni\u017c to konieczne<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d64c275 elementor-widget-divider--separator-type-pattern elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"d64c275\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\" style=\"--divider-pattern-url: url(&quot;data:image\/svg+xml,%3Csvg xmlns=&#039;http:\/\/www.w3.org\/2000\/svg&#039; preserveAspectRatio=&#039;none&#039; overflow=&#039;visible&#039; height=&#039;100%&#039; viewBox=&#039;0 0 24 24&#039; fill=&#039;none&#039; stroke=&#039;black&#039; stroke-width=&#039;3&#039; stroke-linecap=&#039;square&#039; stroke-miterlimit=&#039;10&#039;%3E%3Cpolyline points=&#039;0,18 12,6 24,18 &#039;\/%3E%3C\/svg%3E&quot;);\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8dfc238 elementor-widget elementor-widget-text-editor\" data-id=\"8dfc238\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Koszt uzyskania prawa jazdy w Niemczech r\u00f3\u017cni si\u0119 w zale\u017cno\u015bci od indywidualnych post\u0119p\u00f3w ucz\u0105cego si\u0119 kierowcy i jego osobistych zdolno\u015bci uczenia si\u0119. Nieprofesjonalne by\u0142oby zatem podawanie z g\u00f3ry sta\u0142ej ceny, kt\u00f3ra mo\u017ce nie zosta\u0107 spe\u0142niona. <\/p><p>W rezultacie mo\u017cemy jedynie poda\u0107 przyk\u0142ady ilustruj\u0105ce ramy finansowe prawa jazdy. W szczeg\u00f3lnych sytuacjach zalecamy zapyta\u0107 bezpo\u015brednio w naszej szkole jazdy o koszty i mo\u017cliwe zni\u017cki. <\/p><p>Liczba wymaganych lekcji jazdy i w\u0142asna ch\u0119\u0107 do nauki s\u0105 zawsze decyduj\u0105cymi czynnikami. Ju\u017c teraz mo\u017cemy Ci to zagwarantowa\u0107: Z nami na pewno nie we\u017amiesz zbyt wielu lekcji jazdy! <\/p><p><strong>W odniesieniu do dodatkowych koszt\u00f3w, kt\u00f3re s\u0105 niezale\u017cne od naszej szko\u0142y jazdy, nie ponosimy odpowiedzialno\u015bci za podane informacje. Nawet je\u015bli opublikowali\u015bmy je zgodnie z nasz\u0105 najlepsz\u0105 wiedz\u0105, zawsze mog\u0105 wyst\u0105pi\u0107 zmiany, kt\u00f3rych nie uwzgl\u0119dnili\u015bmy (np. op\u0142aty komunalne). <\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-525dfce e-flex e-con-boxed e-con e-parent\" data-id=\"525dfce\" data-element_type=\"container\" data-e-type=\"container\" id=\"kalkulator\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0ca618e elementor-widget elementor-widget-heading\" data-id=\"0ca618e\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"notoc\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">W zestawie. wszystkie koszty dodatkowe <\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6d72e1c elementor-widget elementor-widget-heading\" data-id=\"6d72e1c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Kalkulator koszt\u00f3w<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6e68e82 elementor-widget elementor-widget-text-editor\" data-id=\"6e68e82\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Ceny obowi\u0105zuj\u0105 od 01.01.2026<br \/>Dla nowych praw jazdy i zmiany szko\u0142y jazdy<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ae92a42 elementor-widget-divider--separator-type-pattern elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"ae92a42\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\" style=\"--divider-pattern-url: url(&quot;data:image\/svg+xml,%3Csvg xmlns=&#039;http:\/\/www.w3.org\/2000\/svg&#039; preserveAspectRatio=&#039;none&#039; overflow=&#039;visible&#039; height=&#039;100%&#039; viewBox=&#039;0 0 24 24&#039; fill=&#039;none&#039; stroke=&#039;black&#039; stroke-width=&#039;3&#039; stroke-linecap=&#039;square&#039; stroke-miterlimit=&#039;10&#039;%3E%3Cpolyline points=&#039;0,18 12,6 24,18 &#039;\/%3E%3C\/svg%3E&quot;);\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-11ca076 e-flex e-con-boxed e-con e-child\" data-id=\"11ca076\" data-element_type=\"container\" data-e-type=\"container\" id=\"notoc\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-bf30c4d elementor-widget elementor-widget-shortcode\" data-id=\"bf30c4d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"shortcode.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-shortcode\"><div id=\"lfb_bootstraped\" class=\"lfb_bootstraped notranslate\"><div id=\"lfb_form\" data-usevisual=\"1\" data-progressbar=\"3\" data-qttype=\"0\" data-imgtitlesstyle=\"\" data-emaillaststep=\"0\" data-showsteps=\"true\"      data-formtitle=\"Kostenrechner F\u00fchrerschein polnisch 2026\" data-formsession=\"69d63f1ec54c7\" data-autoclick=\"0\"  data-subs=\"\" data-form=\"20\" class=\"lfb_bootstraped  \" data-stylefields=\"\" data-animspeed=\"0\" data-sumstepsclick=\"1\" data-sumhidesteps=\"0\">\r\n                <div id=\"lfb_loader\"><div class=\"lfb_spinner\"><div class=\"double-bounce1\"><\/div><div class=\"double-bounce2\"><\/div><\/div><\/div><div id=\"lfb_passModal\" class=\"modal\" data-backdrop=\"\"><div class=\"modal-dialog\"><div class=\"modal-content\"><div class=\"modal-header\"><span class=\"fas fa-lock\"><\/span><span>Send me my password<\/span><a href=\"javascript:\" class=\"close\" data-bs-dismiss=\"modal\" aria-label=\"Close\"><span class=\"fas fa-times\"><\/span><\/a><\/div> <div class=\"modal-body p-0\">Your password has been sent by email<\/div><div class=\"modal-footer\"><a href=\"javascript:\"  data-bs-dismiss=\"modal\" class=\"btn btn-primary btn-circle\"><span class=\"fas fa-check\"><\/span><\/a><\/div><\/div><\/div><\/div><div id=\"lfb_stripeModal\" class=\"modal\" data-backdrop=\"\"><div class=\"modal-dialog\"><div class=\"modal-content\"><div class=\"modal-header\"><div><span class=\"fab fa-cc-stripe\"><\/span><span>Make a payment<\/span><\/div><a href=\"javascript:\" class=\"close\" data-bs-dismiss=\"modal\" aria-label=\"Close\"><span class=\"fas fa-times\"><\/span><\/a><\/div> <div class=\"modal-body p-0\"><div data-panel=\"form\" class=\"p-2\"><div class=\"lfb_amountTextContainer\" class=\"p-2 mb-3 \"><div class=\"m-0 lfb_amountText text-center pb-2\">Total to pay :<br\/> <strong data-info=\"amount\">$5<\/strong><\/div><\/div><form method=\"post\" id=\"lfb_stripePaymentForm\" class=\"pl-4 pr-4 pt-3\" ><div class=\"row\"><div class=\"form-group col-md-6\"><div id=\"lfb_stripe_card-element\" class=\"form-control\"><\/div><\/div><div class=\"form-group col-md-3\"><div id=\"lfb_stripe_expiration-element\" class=\"form-control\"><\/div><\/div><div class=\"form-group col-md-3\"><div id=\"lfb_stripe_cvc-element\" class=\"form-control\"><\/div><\/div><div id=\"lfb_stripe_card-error\" class=\" col-md-12\"><\/div><div class=\"form-group col-md-12\"><input placeholder=\"Card owner name\" name=\"ownerName\" class=\"form-control\" type=\"text\"\/><\/div><\/div><\/form><div class=\"text-center lfb_stripeLogoContainer\"><img decoding=\"async\" class=\"lfb_stripeLogo\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/plugins\/WP_Estimation_Form\/assets\/img\/powered_by_stripe@2x.png\" alt=\"Powered by Stripe\" \/><\/div><\/div><div data-panel=\"loading\"><div class=\" text-center\"><span class=\"fas fa-hourglass-half big\"><\/span><\/div><\/div><div data-panel=\"fail\"><div class=\"text-center\"><p><span class=\"fas fa-times big\"><\/span><\/p><div>Payment could not be made<\/div><div data-info=\"error\" class=\"text-center\"><\/div><\/div><\/div><\/div><div class=\"modal-footer\"><a href=\"javascript:\" data-action=\"pay\"  class=\"btn btn-primary\"><span class=\"fas fa-check\"><\/span>Pay now<\/a><\/div><\/div><\/div><\/div><div id=\"lfb_verificationModal\" class=\"modal\" data-backdrop=\"\"><div class=\"modal-dialog\"><div class=\"modal-content\"><div class=\"modal-body\"><div class=\"form-group\"><label>Fill the code you received by email<\/label><div class=\"lfb_verification-code-inputs\"><input type=\"text\" class=\"form-control lfb_verification-char\" maxlength=\"1\" name=\"verificationCode[]\" \/><input type=\"text\" class=\"form-control lfb_verification-char\" maxlength=\"1\" name=\"verificationCode[]\" \/><input type=\"text\" class=\"form-control lfb_verification-char\" maxlength=\"1\" name=\"verificationCode[]\" \/><input type=\"text\" class=\"form-control lfb_verification-char\" maxlength=\"1\" name=\"verificationCode[]\" \/><input type=\"text\" class=\"form-control lfb_verification-char\" maxlength=\"1\" name=\"verificationCode[]\" \/><input type=\"text\" class=\"form-control lfb_verification-char\" maxlength=\"1\" name=\"verificationCode[]\" \/><\/div><\/div><\/div><\/div><\/div><\/div><a id=\"lfb_close_btn\" href=\"javascript:\"><span class=\"fas fa-times\"><\/span><\/a>\r\n                <div id=\"lfb_panel\">\r\n                <div class=\"container-fluid\">\r\n                    <div class=\"row\">\r\n                        <div class=\"\" ><p class=\"lfb_startBtnContainer lfb-hidden\">\r\n                                <a href=\"javascript:\"  class=\"btn btn-large btn-primary\" id=\"lfb_btnStart\"><span class=\"fa fa-thumbs-up\"><\/span>GET STARTED<\/a>\r\n                            <\/p><h2 id=\"finalText\" class=\"lfb_stepTitle\"><\/h2>\r\n                        <\/div>\r\n                        <!-- \/col -->\r\n                    <\/div>\r\n                    <!-- \/row -->\r\n                <div id=\"lfb_mainPanel\" class=\"palette-clouds\" data-savecart=\"0\"> <div id=\"lfb_stepper\"><div id=\"lfb_stepperBar\"><\/div><\/div> <input type=\"hidden\" name=\"action\" value=\"lfb_upload_form\"\/>\r\n                <input type=\"hidden\" id=\"lfb_formSession\" name=\"formSession\" value=\"69d63f1ec54c7\"\/><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"554\" data-title=\"Klasa B (samoch\u00f3d)\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasa B (samoch\u00f3d)<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3131   lfb_row row\"     data-id=\"3131\" data-columns=\"[{&quot;id&quot;:&quot;695b8763912d2&quot;,&quot;size&quot;:&quot;1\\\/3&quot;},{&quot;id&quot;:&quot;695b876391bd2&quot;,&quot;size&quot;:&quot;1\\\/3&quot;},{&quot;id&quot;:&quot;695b876391ef3&quot;,&quot;size&quot;:&quot;1\\\/3&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b8763912d2\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3128   lfb_picRow\" data-id=\"3128\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"0\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \"                    data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3128\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"R\u0119czna skrzynia bieg\u00f3w (bez automatycznej)\" data-toggle=\"tooltip\" title=\"R\u0119czna skrzynia bieg\u00f3w (bez automatycznej)\" data-originaltitle=\"R\u0119czna skrzynia bieg\u00f3w (bez automatycznej)\" data-originallabel=\"R\u0119czna skrzynia bieg\u00f3w (bez automatycznej)\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"0\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/Schaltwagen-1.svg\" alt=\"F\u00fchrerschein Schaltwagen\" class=\"lfb_selectableImg img lfb_imgSvg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><\/div><\/div><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b876391bd2\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3129   lfb_picRow\" data-id=\"3129\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"0\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \"                    data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3129\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Skrzynia bieg\u00f3w Automak (bez w\u00f3zka zmiany bieg\u00f3w)\" data-toggle=\"tooltip\" title=\"Skrzynia bieg\u00f3w Automak (bez w\u00f3zka zmiany bieg\u00f3w)\" data-originaltitle=\"Skrzynia bieg\u00f3w Automak (bez w\u00f3zka zmiany bieg\u00f3w)\" data-originallabel=\"Skrzynia bieg\u00f3w Automak (bez w\u00f3zka zmiany bieg\u00f3w)\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"0\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/Automatikgetriebe-2-1.svg\" alt=\"F\u00fchrerschein Automatikgetriebe \" class=\"lfb_selectableImg img lfb_imgSvg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><\/div><\/div><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b876391ef3\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3130   lfb_picRow\" data-id=\"3130\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"0\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \"                    data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3130\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Samochody z dowoln\u0105 skrzyni\u0105 bieg\u00f3w\" data-toggle=\"tooltip\" title=\"Samochody z dowoln\u0105 skrzyni\u0105 bieg\u00f3w\" data-originaltitle=\"Samochody z dowoln\u0105 skrzyni\u0105 bieg\u00f3w\" data-originallabel=\"Samochody z dowoln\u0105 skrzyni\u0105 bieg\u00f3w\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"0\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/Alle-Getriebe.svg\" alt=\"F\u00fchrerschein Alle Getriebe\" class=\"lfb_selectableImg img lfb_imgSvg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_554\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"1\"    data-showstepsum=\"0\" data-stepid=\"555\" data-title=\"Jakie prawo jazdy chcia\u0142by\u015b uzyska\u0107?\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Jakie prawo jazdy chcia\u0142by\u015b uzyska\u0107?<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3133   lfb_row row\"     data-id=\"3133\" data-columns=\"[{&quot;id&quot;:&quot;695b876393483&quot;,&quot;size&quot;:&quot;1\\\/3&quot;},{&quot;size&quot;:&quot;1\\\/3&quot;,&quot;id&quot;:&quot;695b876393b8b&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b876393483\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3132   lfb_picRow\" data-id=\"3132\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"0\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \"                   data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3132\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Samoch\u00f3d\" data-toggle=\"tooltip\" title=\"Samoch\u00f3d\" data-originaltitle=\"Samoch\u00f3d\" data-originallabel=\"Samoch\u00f3d\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"0\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/PKW.svg\" alt=\"\" class=\"lfb_selectableImg img lfb_imgSvg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><\/div><\/div><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b876393b8b\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3134   lfb_picRow\" data-id=\"3134\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"0\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \"                   data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3134\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Przyczepa\" data-toggle=\"tooltip\" title=\"Przyczepa\" data-originaltitle=\"Przyczepa\" data-originallabel=\"Przyczepa\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"0\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/Anhaenger.svg\" alt=\"Anh\u00e4nger\" class=\"lfb_selectableImg img lfb_imgSvg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_555\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"556\" data-title=\"Bist du bereits im Besitz eines Motorrad-F\u00fchrerscheins?\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Bist du bereits im Besitz eines Motorrad-F\u00fchrerscheins?<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3136   lfb_row row\"     data-id=\"3136\" data-columns=\"[{&quot;id&quot;:&quot;695b876395478&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876395478\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3137   \" data-alignment=\"0\" data-id=\"3137\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Bist du bereits im Besitz eines Motorrad-F\u00fchrerscheins?<\/label><select  data-prefill=\"\"  data-fieldtype=\"\"  data-prodid=\"0\"  data-woovar=\"0\" data-eddvar=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-addtototal=\"no\" class=\"form-control  \"      data-hidepricesum=\"true\"        data-operation=\"+\"  data-originaltitle=\"Bist du bereits im Besitz eines Motorrad-F\u00fchrerscheins?\"  data-originallabel=\"Bist du bereits im Besitz eines Motorrad-F\u00fchrerscheins?\"     data-itemid=\"3137\"  ><option value=\"Nein\"  data-price=\"0\" >Nein<\/option><option value=\"Ja\"  data-price=\"0\" >Ja<\/option><\/select><\/div><\/div><\/div><\/div><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3135   lfb_row row\"     data-id=\"3135\" data-columns=\"[{&quot;size&quot;:&quot;1\\\/4&quot;,&quot;id&quot;:&quot;695b876395a6c&quot;},{&quot;size&quot;:&quot;1\\\/4&quot;,&quot;id&quot;:&quot;695b876395767&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-3\" data-columnid=\"695b876395a6c\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3139 lfb_disabled  lfb_picRow\" data-id=\"3139\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \" data-required=\"true\"       data-hideqtsum=\"true\" data-hidepricesum=\"true\"    data-useshowconditions=\"true\" data-showconditions=\"[{\\'interaction\\':\\'556_3137\\',\\'action\\':\\'equal\\',\\'value\\':\\'Ja\\'}]\" data-showconditionsoperator=\"\"    data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3139\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Klasse A1\" data-toggle=\"tooltip\" title=\"Klasse A1\" data-originaltitle=\"Klasse A1\" data-originallabel=\"Klasse A1\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"0\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/Motorrad-A1.jpg\" alt=\"Motorrad A1\" class=\"lfb_selectableImg img .jpg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><p class=\"lfb_itemDes \">Klasse A1<\/p><\/div><\/div><div class=\"lfb_column lfb_sortable col-md-3\" data-columnid=\"695b876395767\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3138 lfb_disabled  lfb_picRow\" data-id=\"3138\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \" data-required=\"true\"       data-hideqtsum=\"true\" data-hidepricesum=\"true\"    data-useshowconditions=\"true\" data-showconditions=\"[{\\'interaction\\':\\'556_3137\\',\\'action\\':\\'equal\\',\\'value\\':\\'Ja\\'}]\" data-showconditionsoperator=\"\"    data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3138\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Klasse A2\" data-toggle=\"tooltip\" title=\"Klasse A2\" data-originaltitle=\"Klasse A2\" data-originallabel=\"Klasse A2\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"no\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/Motorrad-A2.jpg\" alt=\"Motorrad A2\" class=\"lfb_selectableImg img .jpg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><p class=\"lfb_itemDes \">Klasse A2<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_556\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"0\" data-stepid=\"557\" data-title=\"Prawo jazdy dla przyczep\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Prawo jazdy dla przyczep<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3142   lfb_row row\"     data-id=\"3142\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;},{&quot;id&quot;:&quot;695b8763912d2&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3141   lfb_picRow\" data-id=\"3141\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"0\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \"                   data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3141\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"BE (ca\u0142kowita masa poci\u0105gu 7,0 ton)\" data-toggle=\"tooltip\" title=\"BE (ca\u0142kowita masa poci\u0105gu 7,0 ton)\" data-originaltitle=\"BE (ca\u0142kowita masa poci\u0105gu 7,0 ton)\" data-originallabel=\"BE (ca\u0142kowita masa poci\u0105gu 7,0 ton)\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"0\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2024\/04\/Klasse-BE.jpg\" alt=\"\" class=\"lfb_selectableImg img .jpg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><\/div><\/div><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b8763912d2\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3140   lfb_picRow\" data-id=\"3140\"   data-itemtype=\"picture\"><div data-imagetype=\"\" data-urlvariable=\"0\" data-sentattribute=\"price\" data-variablename=\"\" data-shadowfx=\"0\" data-html=\"true\"  class=\"lfb_selectable  \"                   data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"3140\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"B96 (ca\u0142kowita masa poci\u0105gu 4,25 tony)\" data-toggle=\"tooltip\" title=\"B96 (ca\u0142kowita masa poci\u0105gu 4,25 tony)\" data-originaltitle=\"B96 (ca\u0142kowita masa poci\u0105gu 4,25 tony)\" data-originallabel=\"B96 (ca\u0142kowita masa poci\u0105gu 4,25 tony)\" data-bs-placement=\"bottom\" data-price=\"0\" data-addtototal=\"0\" data-iconstyle=\"circle\" data-flipfx=\"1\" data-quantityenabled=\"0\" data-defaultqt=\"0\"  ><img decoding=\"async\" data-no-lazy=\"1\" data-tint=\"false\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2024\/04\/Klasse-B96.jpg\" alt=\"\" class=\"lfb_selectableImg img .jpg\" \/><span class=\"fas fa-times  icon_select\"><\/span><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_557\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"558\" data-title=\"Klasa BE\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasa BE<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3143   lfb_row row\"     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style=\"width: 500px;\" data-filename=\"Klasse-BE.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3145  \"   data-id=\"3145\" data-itemtype=\"richtext\" data-itemid=\"3145\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">S\u0105 to koszty ponoszone w naszej szkole jazdy - od kwoty podstawowej, przez jazdy \u0107wiczeniowe, a\u017c po praktyczn\u0105 jazd\u0119 egzaminacyjn\u0105. Wszystkie przejazdy s\u0105 okre\u015blone przez prawo. Dop\u0142ata za nauk\u0119 jazdy od godz. 18.00 oraz w soboty: 10,00 \u20ac\/godz. Dop\u0142ata za nauk\u0119 jazdy w j\u0119zyku obcym Angielski\/Polski\/Rosyjski: 10,00 \u20ac\/godz. Ceny lekcji jazdy dotycz\u0105 45-minutowej lekcji szkolnej i obowi\u0105zuj\u0105 od 1 marca 2025 roku.\n <\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3144  \" data-showinsummary=\"true\"  data-id=\"3144\" data-itemtype=\"richtext\" data-itemid=\"3144\" data-title=\"Koszty sta\u0142e szko\u0142y jazdy\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Kwota podstawowa\u2063<\/td><td><br><\/td><td>300,00 \u20ac<\/td><\/tr><tr><td>3 x jazda na drogach krajowych<\/td><td>110,00 \u20ac<\/td><td>330,00 \u20ac<\/td><\/tr><tr><td>1 x jazda po autostradzie<\/td><td>110,00 \u20ac<br><\/td><td>110,00 \u20ac<br><\/td><\/tr><tr><td>1 x jazda nocna&nbsp;<\/td><td>110,00 \u20ac<br><\/td><td>110,00 \u20ac<br><\/td><\/tr><tr><td>2 Biegi treningowe<\/td><td>105,00 \u20ac<\/td><td>210,00 \u20ac<\/td><\/tr><tr><td>Prezentacja do egzaminu praktycznego\u2063<\/td><td><br><\/td><td>340,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3146  \" data-alignment=\"0\"  data-id=\"3146\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"1400\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3146\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\" data-originaltitle=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\"  data-originallabel=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\"  \/>\r\n                  <p class=\"lfb_itemDes \">299 + 270 + 90 + 90 + 160 + 323,07<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_558\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"559\" data-title=\"Klasa B96\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasa B96<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3149   lfb_row row\"     data-id=\"3149\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3148  \" data-showinsummary=\"true\"  data-id=\"3148\" data-itemtype=\"richtext\" data-itemid=\"3148\" data-title=\"Klasa B96\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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style=\"width: 500px;\" data-filename=\"Klasse-B96.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3150  \"   data-id=\"3150\" data-itemtype=\"richtext\" data-itemid=\"3150\" data-title=\"Text area\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Aby uzyska\u0107 prawo jazdy kategorii B96 (kt\u00f3re, \u015bci\u015ble rzecz bior\u0105c, oznacza jedynie wpisanie numeru klucza), nie musisz zdawa\u0107 egzaminu teoretycznego i praktycznego. Op\u0142ata podstawowa obejmuje wszystkie lekcje \u0107wicze\u0144.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3151  \" data-showinsummary=\"true\"  data-id=\"3151\" data-itemtype=\"richtext\" data-itemid=\"3151\" data-title=\"Koszty sta\u0142e szko\u0142y jazdy\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Kwota podstawowa\u2063<\/td><td>599,00&nbsp;\u20ac<br><\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3152  \" data-alignment=\"0\"  data-id=\"3152\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Ca\u0142kowite koszty szko\u0142y jazdy<\/label>\r\n                     <input   data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"599\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3152\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Ca\u0142kowite koszty szko\u0142y jazdy\" data-originaltitle=\"Ca\u0142kowite koszty szko\u0142y jazdy\"  data-originallabel=\"Ca\u0142kowite koszty szko\u0142y jazdy\"  \/>\r\n                  <\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_559\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"560\" data-title=\"Dalsze koszty\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Dalsze koszty<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3153   lfb_row row\"     data-id=\"3153\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3157  \"   data-id=\"3157\" data-itemtype=\"richtext\" data-itemid=\"3157\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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style=\"width: 500px;\" data-filename=\"Klasse-BE.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3155  \"   data-id=\"3155\" data-itemtype=\"richtext\" data-itemid=\"3155\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">B\u0119dziesz r\u00f3wnie\u017c ponosi\u0107 koszty poza nasz\u0105 szko\u0142\u0105 jazdy, dop\u00f3ki nie b\u0119dziesz mie\u0107 w r\u0119kach prawa jazdy kategorii BE. Poni\u017cej znajduje si\u0119 lista koszt\u00f3w i op\u0142at za przegl\u0105d techniczny, urz\u0105d ruchu drogowego itp. Wszystkie op\u0142aty s\u0105 sta\u0142e.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3154  \" data-showinsummary=\"true\"  data-id=\"3154\" data-itemtype=\"richtext\" data-itemid=\"3154\" data-title=\"Rodzaje koszt\u00f3w zewn\u0119trznych\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Kurs pierwszej pomocy \/ badanie wzroku \/ zdj\u0119cie paszportowe<\/td><td>80,00 \u20ac<\/td><\/tr><tr><td>Op\u0142aty T\u00dcV za egzamin praktyczny<\/td><td>129,83 \u20ac<\/td><\/tr><tr><td>Wniosek o wydanie prawa jazdy (bez ustalania okresu pr\u00f3bnego)<\/td><td>43,90 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3156  \" data-alignment=\"2\"  data-id=\"3156\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Ca\u0142kowite koszty zewn\u0119trzne<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"253.73\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3156\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Ca\u0142kowite koszty zewn\u0119trzne\" data-originaltitle=\"Ca\u0142kowite koszty zewn\u0119trzne\"  data-originallabel=\"Ca\u0142kowite koszty zewn\u0119trzne\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 80 + 129,83 + 43,90<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_560\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\" data-useshowconditions=\"true\" data-showconditions=\"\" data-showconditionsoperator=\"\" data-showstepsum=\"1\" data-stepid=\"561\" data-title=\"Spe\u0142nia\u0107 warunki\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Spe\u0142nia\u0107 warunki<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3158   lfb_row row\"     data-id=\"3158\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3159   \" data-alignment=\"0\" data-id=\"3159\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Czy masz ju\u017c prawo jazdy na samochody z automatyczn\u0105 skrzyni\u0105 bieg\u00f3w?<\/label><select  data-prefill=\"\"  data-fieldtype=\"\"  data-prodid=\"0\"  data-woovar=\"0\" data-eddvar=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-addtototal=\"0\" class=\"form-control  \" data-required=\"true\"     data-hidepricesum=\"true\"        data-operation=\"+\"  data-originaltitle=\"Czy masz ju\u017c prawo jazdy na samochody z automatyczn\u0105 skrzyni\u0105 bieg\u00f3w?\"  data-originallabel=\"Czy masz ju\u017c prawo jazdy na samochody z automatyczn\u0105 skrzyni\u0105 bieg\u00f3w?\"     data-itemid=\"3159\"  ><option value=\"Nie\"  data-price=\"0\" >Nie<\/option><option value=\"Tak\"  data-price=\"0\" >Tak<\/option><\/select><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_561\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\" data-useshowconditions=\"true\" data-showconditions=\"\" data-showconditionsoperator=\"\" data-showstepsum=\"1\" data-stepid=\"562\" data-title=\"R\u0119czna skrzynia bieg\u00f3w samochodu\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">R\u0119czna skrzynia bieg\u00f3w samochodu<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3160   lfb_row row\"     data-id=\"3160\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3165  \" data-showinsummary=\"true\"  data-id=\"3165\" data-itemtype=\"richtext\" data-itemid=\"3165\" data-title=\"Klasa\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Klasse-B.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3162  \"   data-id=\"3162\" data-itemtype=\"richtext\" data-itemid=\"3162\" data-title=\"Beschreibung\"    ><div class=\"lfb_richTextContent\"><p><span style=\"font-size: 18px;\">S\u0105 to koszty ponoszone w naszej szkole jazdy \u2013 od kwoty podstawowej, przez jazdy \u0107wiczeniowe, a\u017c po praktyczn\u0105 jazd\u0119 egzaminacyjn\u0105. Liczba przejazd\u00f3w specjalnych jest okre\u015blona przez prawo, a liczba godzin jazdy w ramach szkolenia praktycznego r\u00f3\u017cni si\u0119 w zale\u017cno\u015bci od ucz\u0105cego si\u0119 kierowcy. Podane ceny za lekcje jazdy dotycz\u0105 45-minutowej lekcji jazdy i obowi\u0105zuj\u0105 od 1 stycznia 2026 r..\n<\/span><\/p><p><span style=\"background-color: rgba(255, 255, 255, 0.3);\"><span style=\"font-size: 18px;\">Za lekcje jazdy odbywaj\u0105ce si\u0119 w dni powszednie po godzinie 18:00 i w soboty od godziny 10:00 pobierana jest dodatkowa op\u0142ata w wysoko\u015bci 10,00 \u20ac. Te dodatkowe koszty nie mog\u0105 by\u0107 modelowane w kalkulatorze, poniewa\u017c nie mo\u017cna okre\u015bli\u0107 pory dnia.<\/span><\/span><span style=\"font-size: 18px;\"><br><\/span><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3161  \" data-showinsummary=\"true\"  data-id=\"3161\" data-itemtype=\"richtext\" data-itemid=\"3161\" data-title=\"Koszty sta\u0142e szko\u0142y jazdy\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Kwota podstawowa<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>Materia\u0142y dydaktyczne (Fahren lernen Max \/ DriversCam)<br><\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>5 x jazda na drogach krajowych<\/td><td>90,00 \u20ac<\/td><td>450,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; jazda po autostradzie&nbsp;<\/td><td>90,00 \u20ac<br><\/td><td>360,00 \u20ac<br><\/td><\/tr><tr><td>3 x jazda nocna&nbsp;<\/td><td>90,00 \u20ac<br><\/td><td>270,00 \u20ac<br><\/td><\/tr><tr><td>Prezentacja do egzaminu teoretycznego<span style=\"white-space:pre\">\t<\/span><\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>Prezentacja do egzaminu praktycznego<\/td><td><br><\/td><td>299,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3164  \" data-alignment=\"1\"  data-id=\"3164\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"1976\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3164\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\" data-originaltitle=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\"  data-originallabel=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\"  \/>\r\n                  <p class=\"lfb_itemDes \">By default that prices will not be included in price, because of that we need to include it by hand!!!\nprice = 389+ 129 + 450 + 360 + 270 + 99,01 + 320,17<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3163  \"  data-id=\"3163\" data-itemtype=\"slider\"><label>Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"90\"  data-addtototal=\"0\"            data-itemid=\"3163\" data-min=\"12\" data-max=\"30\" data-showinsummary=\"true\" class=\"\" data-title=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\" data-originaltitle=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\"  data-originallabel=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Liczba lekcji jazdy r\u00f3\u017cni si\u0119 w zale\u017cno\u015bci od ucznia. Za pomoc\u0105 suwaka mo\u017cesz ustawi\u0107 zakres od 12 do 30 godzin jazdy. Ka\u017cda lekcja jazdy kosztuje 90 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_562\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"563\" data-title=\"Dalsze koszty\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Dalsze koszty<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3166   lfb_row row\"     data-id=\"3166\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3173  \"   data-id=\"3173\" data-itemtype=\"richtext\" data-itemid=\"3173\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Klasse-B.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3168  \"   data-id=\"3168\" data-itemtype=\"richtext\" data-itemid=\"3168\" data-title=\"Beschreibung\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">B\u0119dziesz r\u00f3wnie\u017c ponosi\u0107 koszty poza nasz\u0105 szko\u0142\u0105 jazdy, dop\u00f3ki nie b\u0119dziesz mie\u0107 prawa jazdy w r\u0119kach. Poni\u017cej znajduje si\u0119 lista koszt\u00f3w i op\u0142at za przegl\u0105d techniczny, urz\u0105d ruchu drogowego itp. Wszystkie op\u0142aty s\u0105 sta\u0142e. Koszty kursu pierwszej pomocy, badania wzroku i biometrycznych zdj\u0119\u0107 paszportowych r\u00f3\u017cni\u0105 si\u0119 w zale\u017cno\u015bci od dostawcy. B\u0119dziesz musia\u0142 zapyta\u0107 o to tam.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3167  \" data-showinsummary=\"true\"  data-id=\"3167\" data-itemtype=\"richtext\" data-itemid=\"3167\" data-title=\"Rodzaje koszt\u00f3w zewn\u0119trznych\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Op\u0142aty T\u00dcV za egzamin teoretyczny\u2063<br><\/td><td style=\"text-align: right; \">24,99 \u20ac<\/td><\/tr><tr><td>Op\u0142aty T\u00dcV za egzamin praktyczny<\/td><td style=\"text-align: right; \">129,83&nbsp;\u20ac<br><\/td><\/tr><tr><td>Kurs pierwszej pomocy \/ badanie wzroku \/ zdj\u0119cie paszportowe<\/td><td style=\"text-align: right; \">80,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3171  \" data-alignment=\"1\"  data-id=\"3171\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Ca\u0142kowite koszty zewn\u0119trzne<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"234.82\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3171\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Ca\u0142kowite koszty zewn\u0119trzne\" data-originaltitle=\"Ca\u0142kowite koszty zewn\u0119trzne\"  data-originallabel=\"Ca\u0142kowite koszty zewn\u0119trzne\"  \/>\r\n                  <p class=\"lfb_itemDes \">I added this field in order to include values from table in total price. \nTable rows are not included in total by default, because of that I created this field and put fixed prices as a default price. If you change some price in a row of table, you need to change a price of this field also \ud83d\ude42\nThis field has been hidden<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3172 lfb_disabled  \" data-alignment=\"0\" data-id=\"3172\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Czy jeste\u015b pe\u0142noletni?<\/label><select  data-prefill=\"\"  data-fieldtype=\"\"  data-prodid=\"0\"  data-woovar=\"0\" data-eddvar=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-addtototal=\"0\" class=\"form-control  \"   data-useshowconditions=\"true\"  data-hideqtsum=\"true\"    data-showconditions=\"[{\\'interaction\\':\\'563_\\',\\'action\\':\\'clicked\\'}]\" data-showconditionsoperator=\"\" data-showinsummary=\"true\"   data-operation=\"+\"  data-originaltitle=\"Czy jeste\u015b pe\u0142noletni?\"  data-originallabel=\"Czy jeste\u015b pe\u0142noletni?\"     data-itemid=\"3172\"  ><option value=\"Tak (wniosek o wydanie prawa jazdy)\"  data-price=\"44.7\" >Tak (wniosek o wydanie prawa jazdy)<\/option><option value=\"Nie (przetwarzanie komunalne)\"  data-price=\"52.40\" >Nie (przetwarzanie komunalne)<\/option><\/select><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3169   lfb_row row\"     data-id=\"3169\" data-columns=\"[{&quot;id&quot;:&quot;695b8763a5739&quot;,&quot;size&quot;:&quot;1\\\/1&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-12\" data-columnid=\"695b8763a5739\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3170 lfb_disabled \"  data-id=\"3170\" data-itemtype=\"slider\"><label>Liczba os\u00f3b towarzysz\u0105cych<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"11\"  data-addtototal=\"0\"         data-useshowconditions=\"true\" data-showconditions=\"[{\\'interaction\\':\\'563_3172\\',\\'action\\':\\'equal\\',\\'value\\':\\'Nein (St\\\\u00e4dt. Bearbeitung)\\'}]\" data-showconditionsoperator=\"\" data-itemid=\"3170\" data-min=\"1\" data-max=\"3\" data-showinsummary=\"true\" class=\"\" data-title=\"Liczba os\u00f3b towarzysz\u0105cych\" data-originaltitle=\"Liczba os\u00f3b towarzysz\u0105cych\"  data-originallabel=\"Liczba os\u00f3b towarzysz\u0105cych\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Tutaj mo\u017cesz wskaza\u0107 od 1 do 3 os\u00f3b towarzysz\u0105cych. \u2063encoded_tag_open\u2063br\u2063encoded_tag_closed\u2063Za ka\u017cd\u0105 osob\u0119 towarzysz\u0105c\u0105 pobierana jest op\u0142ata w wysoko\u015bci 11,00 \u20ac.<\/p><\/div><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_563\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"564\" data-title=\"Samoch\u00f3d z automatyczn\u0105 skrzyni\u0105 bieg\u00f3w\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Samoch\u00f3d z automatyczn\u0105 skrzyni\u0105 bieg\u00f3w<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3174   lfb_row row\"     data-id=\"3174\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3177  \" data-showinsummary=\"true\"  data-id=\"3177\" data-itemtype=\"richtext\" data-itemid=\"3177\" data-title=\"Klasa\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Klasse-B.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3176  \"   data-id=\"3176\" data-itemtype=\"richtext\" data-itemid=\"3176\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><p><span style=\"font-size: 18px;\">S\u0105 to koszty ponoszone w naszej szkole jazdy \u2013 od kwoty podstawowej, przez jazdy \u0107wiczeniowe, a\u017c po praktyczn\u0105 jazd\u0119 egzaminacyjn\u0105. Liczba przejazd\u00f3w specjalnych jest okre\u015blona przez prawo, a liczba godzin jazdy w ramach szkolenia praktycznego r\u00f3\u017cni si\u0119 w zale\u017cno\u015bci od ucz\u0105cego si\u0119 kierowcy.&nbsp;<\/span><span style=\"background-color: rgba(255, 255, 255, 0.3); font-size: 18px;\">Podane ceny za lekcje jazdy dotycz\u0105 45-minutowej lekcji jazdy i obowi\u0105zuj\u0105 od 1 stycznia 2026 r.<\/span><\/p><p><span style=\"background-color: rgba(255, 255, 255, 0.3);\"><span style=\"font-size: 18px;\">Za lekcje jazdy odbywaj\u0105ce si\u0119 w dni powszednie po godzinie 18:00 i w soboty od godziny 10:00 pobierana jest dodatkowa op\u0142ata w wysoko\u015bci 10,00 \u20ac. Te dodatkowe koszty nie mog\u0105 by\u0107 modelowane w kalkulatorze, poniewa\u017c nie mo\u017cna okre\u015bli\u0107 pory dnia.<\/span><\/span><span style=\"font-size: 18px;\"><br><\/span><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3175  \" data-showinsummary=\"true\"  data-id=\"3175\" data-itemtype=\"richtext\" data-itemid=\"3175\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Kwota podstawowa<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>Materia\u0142y dydaktyczne (Fahren lernen Max \/ DriversCam)<br><\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>5 x jazda na drogach krajowych<\/td><td>90,00 \u20ac<\/td><td>450,00 \u20ac<\/td><\/tr><tr><td>4 x jazda po autostradzie&nbsp;<\/td><td>90,00 \u20ac<br><\/td><td>360,00 \u20ac<br><\/td><\/tr><tr><td>3 x jazda nocna&nbsp;<\/td><td>90,00 \u20ac<br><\/td><td>270,00 \u20ac<br><\/td><\/tr><tr><td>Prezentacja do egzaminu teoretycznego<span style=\"white-space:pre\">\t<\/span><\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>Prezentacja do egzaminu praktycznego<\/td><td><br><\/td><td>299,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3179  \" data-alignment=\"1\"  data-id=\"3179\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"1976\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3179\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\" data-originaltitle=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\"  data-originallabel=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\"  \/>\r\n                  <p class=\"lfb_itemDes \">By default that prices will not be included in price, because of that we need to include it by hand!!!\nprice = 389 + 129 + 450 + 360 + 270 + 99,01 + 320,17<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3178  \"  data-id=\"3178\" data-itemtype=\"slider\"><label>Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"90\"  data-addtototal=\"0\"            data-itemid=\"3178\" data-min=\"12\" data-max=\"30\" data-showinsummary=\"true\" class=\"\" data-title=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\" data-originaltitle=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\"  data-originallabel=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Liczba lekcji jazdy r\u00f3\u017cni si\u0119 w zale\u017cno\u015bci od ucznia. Za pomoc\u0105 suwaka mo\u017cesz ustawi\u0107 zakres od 12 do 30 godzin jazdy. Ka\u017cda lekcja jazdy kosztuje 90 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_564\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"565\" data-title=\"Jazda z dowoln\u0105 skrzyni\u0105 bieg\u00f3w (B197)\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Jazda z dowoln\u0105 skrzyni\u0105 bieg\u00f3w (B197)<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3180   lfb_row row\"     data-id=\"3180\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3183  \" data-showinsummary=\"true\"  data-id=\"3183\" data-itemtype=\"richtext\" data-itemid=\"3183\" data-title=\"Klasa\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Klasse-B197.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3182  \"   data-id=\"3182\" data-itemtype=\"richtext\" data-itemid=\"3182\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><p><span style=\"font-size: 18px;\">S\u0105 to koszty ponoszone w naszej szkole jazdy \u2013 od kwoty podstawowej, przez jazdy \u0107wiczeniowe, a\u017c po praktyczn\u0105 jazd\u0119 egzaminacyjn\u0105. Liczba przejazd\u00f3w specjalnych jest okre\u015blona przez prawo, a liczba godzin jazdy w ramach szkolenia praktycznego r\u00f3\u017cni si\u0119 w zale\u017cno\u015bci od ucz\u0105cego si\u0119 kierowcy.&nbsp;<\/span><span style=\"background-color: rgba(255, 255, 255, 0.3); font-size: 18px;\">Podane ceny za lekcje jazdy dotycz\u0105 45-minutowej lekcji jazdy i obowi\u0105zuj\u0105 od 1 stycznia 2026 r.<\/span><\/p><p><span style=\"background-color: rgba(255, 255, 255, 0.3);\"><span style=\"font-size: 18px;\">Za lekcje jazdy odbywaj\u0105ce si\u0119 w dni powszednie po godzinie 18:00 i w soboty od godziny 10:00 pobierana jest dodatkowa op\u0142ata w wysoko\u015bci 10,00 \u20ac. Te dodatkowe koszty nie mog\u0105 by\u0107 modelowane w kalkulatorze, poniewa\u017c nie mo\u017cna okre\u015bli\u0107 pory dnia.<\/span><\/span><span style=\"font-size: 18px;\"><br><\/span><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3181  \" data-showinsummary=\"true\"  data-id=\"3181\" data-itemtype=\"richtext\" data-itemid=\"3181\" data-title=\"Koszty sta\u0142e szko\u0142y jazdy\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Kwota podstawowa<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>Materia\u0142y dydaktyczne (Fahren lernen Max \/ DriverCam)<br><\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>5 x jazda na drogach krajowych<span style=\"white-space:pre\">\t<\/span><\/td><td>90,00 \u20ac<\/td><td>450,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp;jazda po autostradzie<\/td><td>90,00 \u20ac<br><\/td><td>360,00 \u20ac<br><\/td><\/tr><tr><td>3 x jazda nocna&nbsp;<\/td><td>90,00 \u20ac<br><\/td><td>270,00 \u20ac<br><\/td><\/tr><tr><td>Jadza testowa<\/td><td><br><\/td><td>85,00 \u20ac<\/td><\/tr><tr><td>Prezentacja do egzaminu teoretycznego<span style=\"white-space:pre\">\t<\/span><\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>Prezentacja do egzaminu praktycznego<\/td><td><br><\/td><td>299,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3185  \" data-alignment=\"1\"  data-id=\"3185\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"2061\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3185\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\" data-originaltitle=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\"  data-originallabel=\"Ca\u0142kowite koszty sta\u0142e szko\u0142y jazdy\"  \/>\r\n                  <p class=\"lfb_itemDes \">By default that prices will not be included in price, because of that we need to include it by hand!!!\nprice = 389 + 345 + 276 + 207 + 65 + 189<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3184  \"  data-id=\"3184\" data-itemtype=\"slider\"><label>Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"90\"  data-addtototal=\"0\"            data-itemid=\"3184\" data-min=\"12\" data-max=\"20\" data-showinsummary=\"true\" class=\"\" data-title=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\" data-originaltitle=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\"  data-originallabel=\"Szkolenie praktyczne (zmienne) \/ min. 12 lekcji jazdy\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Liczba lekcji jazdy r\u00f3\u017cni si\u0119 w zale\u017cno\u015bci od ucznia. Za pomoc\u0105 suwaka mo\u017cesz ustawi\u0107 zakres od 12 do 30 godzin jazdy. Ka\u017cda lekcja jazdy kosztuje 90 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_565\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"566\" data-title=\"Dalsze koszty\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Dalsze koszty<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3186   lfb_row row\"     data-id=\"3186\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3193  \"   data-id=\"3193\" data-itemtype=\"richtext\" data-itemid=\"3193\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Klasse-B.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3188  \"   data-id=\"3188\" data-itemtype=\"richtext\" data-itemid=\"3188\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">B\u0119dziesz r\u00f3wnie\u017c ponosi\u0107 koszty poza nasz\u0105 szko\u0142\u0105 jazdy, dop\u00f3ki nie b\u0119dziesz mie\u0107 prawa jazdy w r\u0119kach. Poni\u017cej znajduje si\u0119 lista koszt\u00f3w i op\u0142at za przegl\u0105d techniczny, urz\u0105d ruchu drogowego itp. Wszystkie op\u0142aty s\u0105 sta\u0142e. Koszty kursu pierwszej pomocy, badania wzroku i biometrycznych zdj\u0119\u0107 paszportowych r\u00f3\u017cni\u0105 si\u0119 w zale\u017cno\u015bci od dostawcy. B\u0119dziesz musia\u0142 zapyta\u0107 o to tam.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3187  \" data-showinsummary=\"true\"  data-id=\"3187\" data-itemtype=\"richtext\" data-itemid=\"3187\" data-title=\"Rodzaje koszt\u00f3w zewn\u0119trznych\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Op\u0142aty T\u00dcV za egzamin lbeoretyczny\u2063\u2063<\/td><td style=\"text-align: right; \">24,99 \u20ac<\/td><\/tr><tr><td>Op\u0142aty T\u00dcV za egzamin praktyczny<\/td><td style=\"text-align: right; \">129,83&nbsp;\u20ac<br><\/td><\/tr><tr><td>Kurs pierwszej pomocy \/ badanie wzroku \/ zdj\u0119cie paszportowe<\/td><td style=\"text-align: right; \">80,00 \u20ac<\/td><\/tr><tr><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3191  \" data-alignment=\"1\"  data-id=\"3191\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"234.82\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3191\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total\" data-originaltitle=\"Total\"  data-originallabel=\"Total\"  \/>\r\n                  <p class=\"lfb_itemDes \">I added this field in order to include values from table in total price. \nTable rows are not included in total by default, because of that I created this field and put fixed prices as a default price. If you change some price in a row of table, you need to change a price of this field also \ud83d\ude42\nprice = 24.99 + 129.83 + 80\nThis field has been hidden<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3192 lfb_disabled  \" data-alignment=\"0\" data-id=\"3192\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Czy jeste\u015b pe\u0142noletni?<\/label><select  data-prefill=\"\"  data-fieldtype=\"\"  data-prodid=\"0\"  data-woovar=\"0\" data-eddvar=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-addtototal=\"0\" class=\"form-control  \"   data-useshowconditions=\"true\"  data-hideqtsum=\"true\"    data-showconditions=\"[{\\'interaction\\':\\'566_\\',\\'action\\':\\'clicked\\'}]\" data-showconditionsoperator=\"\" data-showinsummary=\"true\"   data-operation=\"+\"  data-originaltitle=\"Czy jeste\u015b pe\u0142noletni?\"  data-originallabel=\"Czy jeste\u015b pe\u0142noletni?\"     data-itemid=\"3192\"  ><option value=\"Tak (wniosek o wydanie prawa jazdy)\"  data-price=\"44.70\" >Tak (wniosek o wydanie prawa jazdy)<\/option><option value=\"Nie (przetwarzanie komunalne)\"  data-price=\"52.40\" >Nie (przetwarzanie komunalne)<\/option><\/select><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3189   lfb_row row\"     data-id=\"3189\" data-columns=\"[{&quot;id&quot;:&quot;695b8763a5739&quot;,&quot;size&quot;:&quot;1\\\/1&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-12\" data-columnid=\"695b8763a5739\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3190 lfb_disabled \"  data-id=\"3190\" data-itemtype=\"slider\"><label>Liczba os\u00f3b towarzysz\u0105cych<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"11\"  data-addtototal=\"0\"         data-useshowconditions=\"true\" data-showconditions=\"[{\\'interaction\\':\\'566_3192\\',\\'action\\':\\'equal\\',\\'value\\':\\'Nein (St\\\\u00e4dt. Bearbeitung)\\'}]\" data-showconditionsoperator=\"\" data-itemid=\"3190\" data-min=\"1\" data-max=\"3\" data-showinsummary=\"true\" class=\"\" data-title=\"Liczba os\u00f3b towarzysz\u0105cych\" data-originaltitle=\"Liczba os\u00f3b towarzysz\u0105cych\"  data-originallabel=\"Liczba os\u00f3b towarzysz\u0105cych\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Tutaj mo\u017cesz wskaza\u0107 od 1 do 3 os\u00f3b towarzysz\u0105cych. \u2063Za ka\u017cd\u0105 osob\u0119 towarzysz\u0105c\u0105 pobierana jest op\u0142ata w wysoko\u015bci 11,00 \u20ac. <\/p><\/div><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_566\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"567\" data-title=\"Dalsze koszty\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Dalsze koszty<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3194   lfb_row row\"     data-id=\"3194\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3201  \"   data-id=\"3201\" data-itemtype=\"richtext\" data-itemid=\"3201\" data-title=\"Clasa B197\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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PIaZzUbAJZ4biymdSmyBzJIRXwdtIg1qQEBAQEBBfnc2irzDzEnycQ8fOuYD9FBuCgICAgICAgICBQb6IKH5u92TDaquJ85pmWPE52YmSe3cCLO4fXa48IcY5HHe5oIPya+cgoDKd3jnFjqmXTc08Y+PaywXNfuYnl\/vIIlktF6wxVfrPB5CypvNxazRjycTEHjCnjpv3+\/SqAgICAg9zQs8VvrbT88tBFDk7OV5OwBrLhjnV9xB+kKAgICAgpHvdS27OVUbZKccmTt2w9fEI5ST8wOQaYICAgICAgICAgICAgICAgICAgICAgICAgnHI\/LRYnmzpe7ncGRm8bbucTQD2lptxU9FO0qT1IP0FQEBAQEGrXfQzELrnTGGa4GaNl1dzM38LZezjj93s5EGs6AgICBXaPD49p6gAglmjeVmvdYvb9Q4ea4tySHX8gEVsKb\/wAc8iPzekCrvAg2o5C8iMhy6u7zL5XJxXOQv7cWptbZjuyjbxtfslk4XPdVv5tvlQXSgICAgICAgICAgICAg8zKaW0xlq\/WuIsr\/i9L2q3imr++NcgiOT5BcoMiCbjTFrGT02pltPegfGgiOT7ovK67JdaTZLHOPothnZIzyiaOQ\/tkEQynctZ5zsVqkj5MN1aVHlkZJ9FBDtbd1jUul9LZHUDsxbX0ePi7aS3ijka4sD2h5DnbNjXF3kQUk1zmuDmktc01a4bCDvqEH6G8q9c2+tdDY3OxvBuXxiLIRilWXUY4ZW06AXec37UhBL0BAQEGpXe+11BkM7jtIWcgfHiQ66yJB2e0zNAZHs6Y4qk+B\/gQa79NOkVr5N+8jaNnQgfs6PsoJ5oTklzA1xipcrg7ON1hHIYO3nlbCHvA4ncHFTiA2AkDZ0IJGe6pzg\/7FaHxXcQ+ygwPdX5yDdjbZ3\/e4fwkGDu65zl6MVC7xXdt9mRBge6\/zoH\/AJLEfFeWo\/hEGB7sXOsf+QtPivbIfwqDA92bnaDT+joI8F7Yj+HQYO7tfOtu\/TZ\/llif4dBg7u486R\/ZqTyXFof4ZBxu7u3OZv8AZmb9\/tj\/AAqDjd3fucY\/sxc+R8J+mg43chOcA\/svd+Qxn6SDB3Ivm63+yt78xp+mg43ckebTf7K5D96r9lBxu5Mc1279KZL94cUHG7k9zVb\/AGTyv8klP2EGDuUvNFv9ksv\/ACKc\/QQcZ5V8zgf6oZr\/AO33Z\/g0GDuWXMhvpaTzI8ePuvsRoON3LrmC30tMZZvjsLn7DEHLY8sOY99OIbXTGUkkP\/wkzWjxvLeAeUoPS1LyV5laY067UGdxBs8cyRkcju1hkewybGueyNz3NaXbCXUoSBuQQlj3xva9jix7SHNc00II3EEdSDffknzRs9e6Ptrp8zfryyY2DMW9Q1wmAp2ob8ibh4m9W1u8ILEQEBB5+YzeMwuNusrlLllpj7ON0s80hoGtaQD46k0AG2uzpQfn9zR15da41rkNQTB0cErhFYQO3xWsRLWR+OlXO+3JQd7RfJPmRrG0ivsNiicZMXBmRuJI4YahxYeHiPG8VbQlrTQ7kFoYzuY6mla05TUVnauPpC2ilueH55taoJPju5lpeOn1lqO9uqb\/AGeKG3r87t0Enx\/dP5RWgHbwXt\/T\/tN05v6AQoJViuRnKbFPY+00xZmRhq03DXXO3\/vDpkE5ZHHGxscbQxjQA1rQAABuAA6kGSAgICAgICAgICAgICAgICAgIOtfWNtfWc9ldsEttdRvhnidufHIC1zT5DRB+evM7QOR0NrG+wF21zoY3dpj7gj8tayE9lIDuJoCHDocCg9nk3ziy\/LnNue1jrzBXrmjJ42tC7obLCeiVu0fJdtB6HNDdrSOudMavxjMlp\/IRXsBA7RjT+NiJ+JLHUOjd4x7qCQIMSaA+DrQUpzl7yGB0pZzYrTVxDlNTSAs443Nlt7Su90hbse9vRH86m4hprfXt5fXtxfXsz7i7upDNcXEhJc97jUlxNSSTvqg2o7pHLWfHY661tk4THNk4\/ZsSx4o72YGssvCdwke0Nb9qPtkGxT7S0f6cMbvG0H4QgzjiiiYGRsaxgrRrQANpqdg8JQZICAgICAgICAgICAgICAgICAgICDoZrEY7NYq7xORhE9hexPguYnbnMcKEV6DtqCg0R5v8oc3y7zr4pWPuMDcPJxmToOF7aV7KSg8yVrRt6DSrdm4IzpDWOotI5yHN4G6da3kNQ7pjljNOKORu5zNg4mnb8beg2s0L3s9FZeGO31NG\/AZE0a+bhfPaOcfkPYHPbXqc2jelyCz4eaPLaeEzxaqxDogKuf7dbgN9ar\/ADfKgiere8pys0\/E4RZMZq8a2rbXG\/j6nwzbIQPu6+BBq5zZ53an5iXTYbgDH4SB3FbYmJ5LeMggSzPIYZX0+1Ab0N2uQeTyu5a5nX+p4cTYNdFax8MmSyHCSy3gqfONfNLjQtY3pPgBIDf3CYbHYXEWeHx8QiscfCy3toxtoyNvCK9ZNKk9KD0EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAoEEC5s8p9P8xMH7Hff5tk7YOOMyTAC+F5oS0j48bqDiYejdtQaTa95a6t0Lk3WGeszHGS4W19HV1rOB8aOUho+5PnD4wCDwsZlcnir1t9jLyexvGehcW0j4ZB4nsLXBBYdj3kedFnCIW6hdKwDhZ21tbSvHh43xGR3lKDw9Tc4OZupYHW+Z1DdT2zhSS3iLLeFw+3jgbC1\/lCCIwwyzSthhjc+V7uCONgLnOcehoANT4Ag2D5M92DJZWW3zut4HWOLaRJb4Z4LLi44fzwrxRMd1ekepu8htnBb29vBHBBEyGCJrWRRRtDWMa0Ua1rRsAAFAAg5EBAQEBAQEBAQEBAQEBAQEBAQEBAQECgHQg83OYLD57Fz4vMWkd9j7gUmtpm8TTtqPC1zegjcg1o5gd0G+jlmvdD3zZoCeJuJvTwyMp8WO49F48DwKdLnIKR1Fyz5g6cke3NafvbVkfpzmIyQ+SeLtIneRyCMmhO2hPo0NNvipQoPRxGm9Q5iQR4nG3WQc40AtYJJvO6vxYePKguDl\/3U9bZueOfUxGn8ZUOdESyW7kafksYXsj+7dXwFBtXo3ROnNG4aPEYC0FratPG8145JX04e0kedr3Ebydg6EEhIB3hAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAoOpB177H2GQtZLS\/toru1lFJbedjZY3Dqcx4LSgqXUvdY5U5lzpbS3uMJcONSbCX8WT4YphK1o8DOFBDZe5biOMmLVE4YdzXWjHH3RKxB6eH7nGh7d4flMvkb4t3Mi7K3YfGOGZ3zXBBamjuVug9HNrp\/DwWtxSjrxwMtwR1dtKXPA+1BoglqAgICAgICAgICAgICAgICAgICAgICAgICAgUCAg6s2JxU8omns4JZRtEj42OcPKRVB2Q1rQAAAAKADoCD6gUCAgICAgICAgICAgICAgICAgICAgICAgICAgICBQICBRAoEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQf\/Z\" style=\"width: 500px;\" data-filename=\"Klasse-B197.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3196  \"   data-id=\"3196\" data-itemtype=\"richtext\" data-itemid=\"3196\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">B\u0119dziesz r\u00f3wnie\u017c ponosi\u0107 koszty poza nasz\u0105 szko\u0142\u0105 jazdy, dop\u00f3ki nie b\u0119dziesz mie\u0107 prawa jazdy w r\u0119kach. Poni\u017cej znajduje si\u0119 lista koszt\u00f3w i op\u0142at za przegl\u0105d techniczny, urz\u0105d ruchu drogowego itp. Wszystkie op\u0142aty s\u0105 sta\u0142e. Koszty kursu pierwszej pomocy, badania wzroku i biometrycznych zdj\u0119\u0107 paszportowych r\u00f3\u017cni\u0105 si\u0119 w zale\u017cno\u015bci od dostawcy. B\u0119dziesz musia\u0142 zapyta\u0107 o to tam.<\/span><br><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3195  \" data-showinsummary=\"true\"  data-id=\"3195\" data-itemtype=\"richtext\" data-itemid=\"3195\" data-title=\"T\u00dcV \/ Kurs pierwszej pomocy \/ badanie wzroku\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Op\u0142aty T\u00dcV za egzamin t\u2063td, lb\u2063eoretyczny\u2063\u2063<\/td><td style=\"text-align: right; \">24,99 \u20ac<\/td><\/tr><tr><td>Op\u0142aty T\u00dcV za egzamin praktyczny<\/td><td style=\"text-align: right; \">129,83&nbsp;\u20ac<br><\/td><\/tr><tr><td>Kurs pierwszej pomocy \/ badanie wzroku \/ zdj\u0119cie paszportowe<\/td><td style=\"text-align: right; \">80,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3199  \" data-alignment=\"1\"  data-id=\"3199\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"234.82\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3199\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total\" data-originaltitle=\"Total\"  data-originallabel=\"Total\"  \/>\r\n                  <p class=\"lfb_itemDes \">I added this field in order to include values from table in total price. \nTable rows are not included in total by default, because of that I created this field and put fixed prices as a default price. If you change some price in a row of table, you need to change a price of this field also \ud83d\ude42\nprice = 24.99 + 129,83 + 80\nThis field has been hidden<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3200 lfb_disabled  \" data-alignment=\"0\" data-id=\"3200\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Czy jeste\u015b pe\u0142noletni?<\/label><select  data-prefill=\"\"  data-fieldtype=\"\"  data-prodid=\"0\"  data-woovar=\"0\" data-eddvar=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-addtototal=\"0\" class=\"form-control  \"   data-useshowconditions=\"true\"  data-hideqtsum=\"true\"    data-showconditions=\"[{\\'interaction\\':\\'567_\\',\\'action\\':\\'clicked\\'}]\" data-showconditionsoperator=\"\" data-showinsummary=\"true\"   data-operation=\"+\"  data-originaltitle=\"Czy jeste\u015b pe\u0142noletni?\"  data-originallabel=\"Czy jeste\u015b pe\u0142noletni?\"     data-itemid=\"3200\"  ><option value=\"Tak (wniosek o wydanie prawa jazdy)\"  data-price=\"44.70\" >Tak (wniosek o wydanie prawa jazdy)<\/option><option value=\"Nie (przetwarzanie komunalne)\"  data-price=\"52.40\" >Nie (przetwarzanie komunalne)<\/option><\/select><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3197   lfb_row row\"     data-id=\"3197\" data-columns=\"[{&quot;id&quot;:&quot;695b8763a5739&quot;,&quot;size&quot;:&quot;1\\\/1&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-12\" data-columnid=\"695b8763a5739\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3198 lfb_disabled \"  data-id=\"3198\" data-itemtype=\"slider\"><label>Liczba os\u00f3b towarzysz\u0105cych<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"11\"  data-addtototal=\"0\"         data-useshowconditions=\"true\" data-showconditions=\"[{\\'interaction\\':\\'567_3200\\',\\'action\\':\\'equal\\',\\'value\\':\\'Nein (St\\\\u00e4dt. Bearbeitung)\\'}]\" data-showconditionsoperator=\"\" data-itemid=\"3198\" data-min=\"1\" data-max=\"3\" data-showinsummary=\"true\" class=\"\" data-title=\"Liczba os\u00f3b towarzysz\u0105cych\" data-originaltitle=\"Liczba os\u00f3b towarzysz\u0105cych\"  data-originallabel=\"Liczba os\u00f3b towarzysz\u0105cych\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Tutaj mo\u017cesz wskaza\u0107 od 1 do 3 os\u00f3b towarzysz\u0105cych. \u2063encoded_tag_open\u2063br\u2063encoded_tag_closed\u2063Za ka\u017cd\u0105 osob\u0119 towarzysz\u0105c\u0105 pobierana jest op\u0142ata w wysoko\u015bci 11,00 \u20ac.<\/p><\/div><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_567\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"568\" data-title=\"Godziny \u0107wicze\u0144\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Godziny \u0107wicze\u0144<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3202   lfb_row row\"     data-id=\"3202\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3204  \" data-showinsummary=\"true\"  data-id=\"3204\" data-itemtype=\"richtext\" data-itemid=\"3204\" data-title=\"Klasa\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Klasse-B197.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3203  \"   data-id=\"3203\" data-itemtype=\"richtext\" data-itemid=\"3203\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">W naszej szkole jazdy p\u0142acisz tylko za lekcje praktyczne na automatycznej skrzyni bieg\u00f3w. Liczba godzin r\u00f3\u017cni si\u0119 w zale\u017cno\u015bci od ucz\u0105cego si\u0119 kierowcy.<\/span><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3205  \"  data-id=\"3205\" data-itemtype=\"slider\"><label>Liczba godzin \u0107wicze\u0144 z r\u0119czn\u0105 skrzyni\u0105 bieg\u00f3w<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"90\"  data-addtototal=\"0\"            data-itemid=\"3205\" data-min=\"10\" data-max=\"16\" data-showinsummary=\"true\" class=\"\" data-title=\"Liczba godzin \u0107wicze\u0144 z r\u0119czn\u0105 skrzyni\u0105 bieg\u00f3w\" data-originaltitle=\"Liczba godzin \u0107wicze\u0144 z r\u0119czn\u0105 skrzyni\u0105 bieg\u00f3w\"  data-originallabel=\"Liczba godzin \u0107wicze\u0144 z r\u0119czn\u0105 skrzyni\u0105 bieg\u00f3w\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Za pomoc\u0105 suwaka mo\u017cesz ustawi\u0107 zakres od 12 do 30 godzin jazdy.<br> Ka\u017cda lekcja jazdy kosztuje 90 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_568\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"569\" data-title=\"Dalsze koszty\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Dalsze koszty<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3206   lfb_row row\"     data-id=\"3206\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3210  \"   data-id=\"3210\" data-itemtype=\"richtext\" data-itemid=\"3210\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Klasse-B197.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3208  \"   data-id=\"3208\" data-itemtype=\"richtext\" data-itemid=\"3208\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Teraz musisz tylko usun\u0105\u0107 numer klucza 78 z prawa jazdy w odpowiednim urz\u0119dzie ruchu drogowego.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3207  \" data-showinsummary=\"true\"  data-id=\"3207\" data-itemtype=\"richtext\" data-itemid=\"3207\" data-title=\"Dalsze koszty\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Anulowanie automatycznego ograniczenia w T\u00dcV<br><\/td><td>95,66&nbsp;\u20ac<br><\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3209  \" data-alignment=\"1\"  data-id=\"3209\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"95.66\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3209\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total\" data-originaltitle=\"Total\"  data-originallabel=\"Total\"  \/>\r\n                  <p class=\"lfb_itemDes \">I added this field in order to include values from table in total price. \nTable rows are not included in total by default, because of that I created this field and put fixed prices as a default price. If you change some price in a row of table, you need to change a price of this field also \ud83d\ude42\nprice = 95.66\nThis field has been hidden<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_569\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"570\" data-title=\"Welchen Motorrad-F\u00fchrerschein m\u00f6chtest du machen?\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Welchen Motorrad-F\u00fchrerschein m\u00f6chtest du machen?<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3211   lfb_row row\"     data-id=\"3211\" data-columns=\"[{&quot;id&quot;:&quot;695b8763b49ff&quot;,&quot;size&quot;:&quot;1\\\/3&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b8763b49ff\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3212   \" data-alignment=\"0\" data-id=\"3212\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>W\u00e4hle die Motorrad-Klasse aus<\/label><select  data-prefill=\"\"  data-fieldtype=\"\"  data-prodid=\"0\"  data-woovar=\"0\" data-eddvar=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-addtototal=\"no\" class=\"form-control  \"     data-hideqtsum=\"true\" data-hidepricesum=\"true\"        data-operation=\"+\"  data-originaltitle=\"W\u00e4hle die Motorrad-Klasse aus\"  data-originallabel=\"W\u00e4hle die Motorrad-Klasse aus\"     data-itemid=\"3212\"  ><option value=\"Klasse A\"  data-price=\"0\" >Klasse A<\/option><option value=\"Klasse A2\"  data-price=\"0\" >Klasse A2<\/option><option value=\"Klasse A1\"  data-price=\"0\" >Klasse A1<\/option><option value=\"Klasse B196\"  data-price=\"0\" >Klasse B196<\/option><option value=\"Mofa\"  data-price=\"0\" >Mofa<\/option><\/select><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_570\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"571\" data-title=\"Wie lange besitzt du schon A2?\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Wie lange besitzt du schon A2?<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3214   lfb_row row\"     data-id=\"3214\" data-columns=\"[{&quot;id&quot;:&quot;695b876395478&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876395478\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3215   \" data-alignment=\"0\" data-id=\"3215\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Wie lange besitzt du schon den F\u00fchrschein f\u00fcr A2?<\/label><select  data-prefill=\"\"  data-fieldtype=\"\"  data-prodid=\"0\"  data-woovar=\"0\" data-eddvar=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-addtototal=\"no\" class=\"form-control  \"      data-hidepricesum=\"true\"        data-operation=\"+\"  data-originaltitle=\"Wie lange besitzt du schon den F\u00fchrschein f\u00fcr A2?\"  data-originallabel=\"Wie lange besitzt du schon den F\u00fchrschein f\u00fcr A2?\"     data-itemid=\"3215\"  ><option value=\"Mind. 24 Monate\"  data-price=\"0\" >Mind. 24 Monate<\/option><option value=\"Weniger als 24 Monate\"  data-price=\"0\" >Weniger als 24 Monate<\/option><\/select><\/div><\/div><\/div><\/div><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3213   lfb_row row\"     data-id=\"3213\" data-columns=\"[]\" data-itemtype=\"row\"><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_571\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"572\" data-title=\"Wie lange besitzt du schon A1?\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Wie lange besitzt du schon A1?<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3217   lfb_row row\"     data-id=\"3217\" data-columns=\"[{&quot;id&quot;:&quot;695b876395478&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876395478\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3218   \" data-alignment=\"0\" data-id=\"3218\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Wie lange besitzt du schon den F\u00fchrerschein f\u00fcr A1?<\/label><select  data-prefill=\"\"  data-fieldtype=\"\"  data-prodid=\"0\"  data-woovar=\"0\" data-eddvar=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-addtototal=\"no\" class=\"form-control  \"      data-hidepricesum=\"true\"     data-showinsummary=\"true\"   data-operation=\"+\"  data-originaltitle=\"Wie lange besitzt du schon den F\u00fchrerschein f\u00fcr A1?\"  data-originallabel=\"Wie lange besitzt du schon den F\u00fchrerschein f\u00fcr A1?\"     data-itemid=\"3218\"  ><option value=\"Mind. 24 Monate\"  data-price=\"0\" >Mind. 24 Monate<\/option><option value=\"Weniger als 24 Monate\"  data-price=\"0\" >Weniger als 24 Monate<\/option><\/select><\/div><\/div><\/div><\/div><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3216   lfb_row row\"     data-id=\"3216\" data-columns=\"[]\" data-itemtype=\"row\"><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_572\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"573\" data-title=\"Klasse A (Aufstieg)\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasse A (Aufstieg)<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3219   lfb_row row\"     data-id=\"3219\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3222  \" data-showinsummary=\"true\"  data-id=\"3222\" data-itemtype=\"richtext\" data-itemid=\"3222\" data-title=\"Klasse A Aufstieg\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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style=\"width: 500px;\" data-filename=\"Motorrad A.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3221  \"   data-id=\"3221\" data-itemtype=\"richtext\" data-itemid=\"3221\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Als Aufsteiger gibt es keine verpflichtenden Fahrstunden. <\/span><br><span style=\"font-size: 18px;\">Du brauchst lediglich eine praktische Pr\u00fcfungsfahrt machen.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3220  \" data-showinsummary=\"true\"  data-id=\"3220\" data-itemtype=\"richtext\" data-itemid=\"3220\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><br><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td>100,00 \u20ac<\/td><\/tr><tr><td>Praktische Pr\u00fcfungsfahrt<\/td><td>189,00 \u20ac<br><\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3223  \" data-alignment=\"0\"  data-id=\"3223\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Fahrschule Fixkosten gesamt<\/label>\r\n                     <input   data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"289\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3223\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Fahrschule Fixkosten gesamt\" data-originaltitle=\"Fahrschule Fixkosten gesamt\"  data-originallabel=\"Fahrschule Fixkosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 100 .00 + 189.00<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_573\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"574\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12 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style=\"width: 500px;\" data-filename=\"Motorrad A.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3226  \"   data-id=\"3226\" data-itemtype=\"richtext\" data-itemid=\"3226\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><p><span style=\"font-size: 18px;\">\ufeff<\/span><span style=\"font-size: 18px;\">Dies sind s\u00e4mtliche externen Kosten und Geb\u00fchren, die f\u00fcr dich anfallen. M\u00f6glicherweise musst du den Erste-Hilfe-Kurs nicht erneut machen. Das h\u00e4ngt davon ab, ob du beim Ersterwerb einen \"vollwertigen\" Erste-Hilfe-Kurs oder lediglich einen Kurs \u00fcber \"Lebensrettende Ma\u00dfnahmen am Unfallort\" (LMSU) vorgelegt hast.<\/span><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3225  \" data-showinsummary=\"true\"  data-id=\"3225\" data-itemtype=\"richtext\" data-itemid=\"3225\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die praktische Pr\u00fcfung<\/td><td>127.13 \u20ac<\/td><\/tr><tr><td>Erste-Hilfe-Kurs \/ Sehtest \/ Passfoto<\/td><td>80.00 \u20ac<\/td><\/tr><tr><td>F\u00fchrerscheinantrag Landratsamt Emmendingen<\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3227  \" data-alignment=\"0\"  data-id=\"3227\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Externe Kosten gesamt<\/label>\r\n                     <input   data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"245.43\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3227\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Externe Kosten gesamt\" data-originaltitle=\"Externe Kosten gesamt\"  data-originallabel=\"Externe Kosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 127.13 + 80.00 + 38.30 <\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_574\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"575\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3229   lfb_row row\"     data-id=\"3229\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3233  \"   data-id=\"3233\" data-itemtype=\"richtext\" data-itemid=\"3233\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Motorrad A.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3231  \" data-showinsummary=\"true\"  data-id=\"3231\" data-itemtype=\"richtext\" data-itemid=\"3231\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Dies sind s\u00e4mtliche externen Kosten und Geb\u00fchren, die f\u00fcr dich anfallen. M\u00f6glicherweise musst du den Erste-Hilfe-Kurs nicht erneut machen. Das h\u00e4ngt davon ab, ob du beim Ersterwerb einen \"vollwertigen\" Erste-Hilfe-Kurs oder lediglich einen Kurs \u00fcber \"Lebensrettende Ma\u00dfnahmen am Unfallort\" (LMSU) vorgelegt hast.<\/span> <\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3230  \" data-showinsummary=\"true\"  data-id=\"3230\" data-itemtype=\"richtext\" data-itemid=\"3230\" data-title=\"Weitere Kosten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die theoretische Pr\u00fcfung<br><\/td><td style=\"text-align: right; \">22,49 \u20ac<\/td><\/tr><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die praktische Pr\u00fcfung<\/td><td style=\"text-align: right; \">127,13 \u20ac<br><\/td><\/tr><tr><td>Erste-Hilfe-Kurs \/ Sehtest \/ Passfoto<\/td><td style=\"text-align: right; \">80,00 \u20ac<\/td><\/tr><tr><td>F\u00fchrerscheinantrag Kreis Emmendingen<br><\/td><td style=\"text-align: right; \">38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3232  \" data-alignment=\"0\"  data-id=\"3232\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"267.92\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3232\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total\" data-originaltitle=\"Total\"  data-originallabel=\"Total\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 127,13 + 22,49 + 80,00 + 38,30<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_575\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"576\" data-title=\"Klasse A\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasse A<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3234   lfb_row row\"     data-id=\"3234\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3237  \" data-showinsummary=\"true\"  data-id=\"3237\" data-itemtype=\"richtext\" data-itemid=\"3237\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><p><img decoding=\"async\" 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6xqWi3QudH1C7sLgdJLaZo2\/NSKAP1For4j8C\/tM+LtDaOHxDHBr1kOCZAIpwPZ1GD\/AMCUn3r6Y+HPxi8IePPLg02\/+y6mw\/48LzEcpP8As84f\/gJJ9QKAOw8Uaqmh+HdR1KSS3j+zQPIpuJRFGWAO1Sx4GTgfjXwnqXx++JN9JMf+EiNtHJnEdvbQoEHop27vxzn3r374u\/BTxX8RPHb3U\/iuGHwxhDBbSb3e2IUBtsQAQ5OTuLA847VDrf7MHh2LwPe2mhT3EviQqHgvryU7dwOSmxcKFbkZwSODk9wD46vbu4vrua6vZ5bi5mYvJLK5Z3Y9SSeSa+5P2Rbi5uPg9B9quXnEd5NHEGbd5SDbhB6DOTj3r4s8V+G9W8J63PpHiCzaz1CEAtGWDcEZBBUkEEdwa+0\/2RrnS5vhBbxaYGW5hupRfKzZPnEgg\/Qpsx9O+DQB6v4j0LTfEmjXOla3aR3dhcLtkikH5EHqCOoI5Br4A+OHgbUPAHjAaRdXVxd6YIt+mzSsT+4LE7PQFWLZAxyc4G6v0Rr48\/bF8a6Hr2o6RoekSxXl3pjyvc3ERDLGWCjygw6n5cn0wB1zgA81+CfxQv8A4a+IxMu+40W6YLfWgP3h\/fX0cdvXofUff2g6vYa\/o9pqukXKXVhdRiSKVDwwP8iOhB5BBBr8uq9q\/Zw+LkngPWhpGtTM3hm+kG8k5+ySHjzR\/snjcPTnqMEA+6qKbG6SxrJEyvG4DKynIIPQg06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqO4lWC3llf7salj9AM1JWL40uPsvhXVJM4JgZAfdvl\/rWdap7OnKfZNmtGn7WpGHdpfeeBSu0sryOcs5LE+5ptFFfle5+sJWNSw8Qarp9stvZX00MKkkIp4561Z\/wCEt17\/AKClx+YrCoreOKrRVozaXqzCWFoSfNKCb9Eaeo69qmpW\/kX17LPDkNtc8ZHesyiis51J1HzTd35msKcKa5YJJeQV2HxF13WdK\/Z\/XXPDl9LZ6jpjQsHQA5USiMqQQQRhs4I7Vx9drBa\/258EfGGlY3SC1uPLX\/a8rcn\/AI8K9zhypy4px7p\/5ng8S0+bCKXZr9UfIafFLxtFr11q8HiXU4by5lMsgSdvLJJ6eWcrgdAMYAr1Hwv+1P4p09Fj1\/TNP1hB\/wAtEJtpW+pUFfyUV89UV9yfBH1h\/wANbwf9CbJ\/4Mh\/8aqCb9rhjkQeDFHoX1PP6CKvlaigD6Yn\/az1hj+48L6eg\/27l2\/kBX0r8NPGNp488Gafr9ihhW4UrLCWyYZFOGQnvgjg9wQe9fmlXvf7N3xm0z4fWN7oniOG6OnXVx9ojuIAH8lioVty9SDtXpk8dKAPtmiuY8N+P\/CfiWNH0TxDpt0zdIhOFkH1jbDD8RXT0AFFFVLnUrG1JFze2sJHaSVV\/maALdFUrXVtOu2C2uoWk7HoI5lYn8jXjP7RnxoTwNaNoXh2RJPEtwmWf7wskI4YjoXPYdup4wCAaPxy+Num\/D2B9N0sRah4mdcrATmO2B6NKR37hRyfYYJ+IvE3iDVfE+sz6rr17Le30xy0kh6DsoHRVHYDgVQu7me8uprm7mknuJnMkksjFmdickknkknvUNABRRRQAUUUUAFOR2jdXRirqchgcEH1FNooA+vf2ZvjbPrc8PhLxhcmTUCNthfSH5p8D\/VyHu+OjfxdDzjPvvinxVoXhSx+2eItVtdPg52mZ8M\/sq9WPsAa\/Mq2nltbmK4tpHinicSRyIcMjA5BB7EGrOs6tqGt6hJfaxe3N9eSfemuJC7H2ye3tQB6z+0t8QPC3xB1zTbvw1BefabSNrea6mjCLPHnKbRndwS3UD73SuR+GPxP8Q\/Dh9RPh42rLfKqypcxl1BXOGABGDyR+NcNRQB6D4u+MfjvxXC9vqev3Edo4w1vaAQIR6HYAWHsxNefUUUAFFFFAH17+yJ8TW1KyPgrWpy11aIZNOkc8vEPvRfVeo\/2cjotfS9fl94Z1q88OeINP1jTX2XllMs0Z7Eg9D7EZBHoTX6ZaBqkGt6Fp2q2efs19bx3Meeu11DD9DQBfooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjfixceT4UMeeZ50THsMt\/7LXZV5p8Zrj5NLtgepeRh+QH8zXm5vU9ng6j8rffoenk1P2mNprzv92p5jVnTLb7ZqNrbc\/vpUj49yB\/Wq1dD4At\/tPi\/TVxkK5kP\/AVJ\/pX5\/h6ftasId2l+J+iYmp7KjOp2Tf3I9E\/4Vtof9+8\/7+j\/AOJo\/wCFbaH\/AH7z\/v6P\/ia7Siv0P+y8H\/z7X3H5x\/auM\/5+v7zi\/wDhW2h\/37z\/AL+j\/wCJryG\/gNrfXNuc5ikaPn2JFfSVeCeO7f7N4u1NMY3S+Z\/30A39a8DiDA0aFKE6UUtbaf15H0PDuPrYirOnWk5aX19f+CYNej\/BucfadTtWwQ8aSYPsSD\/6EK84rr\/hZceR4uiTOPPieP8ATd\/7LXjZTU9njKb87ffoe3nFP2mCqR8r\/dr+hY8ffs8+CvFTS3NlbvoeoPk+bYgCNj\/tRH5f++dp96+f\/GP7M\/jXRS8ujG0121GSPs7+VLj3Rzj8FZq+4qK\/Rz8zPy81vRNV0K7+za3pt5p9x\/zzuoWjY+4BAyKzq\/UrU9NsdVs3tNUs7a9tX+9DcRLIjfUEEV4n47\/Zo8I66JJ\/D7zaBenkCL97AT7xscj\/AICwHtQB8Q0V6X8Qvgp4z8ECSe7083+mpz9tsMyoB6sMbk+pGPc15pQAVcttTv7VAttfXUKjoI5WUD8jVOigC5Pqd\/cLtuL26lX0eVmH6mqdFFABT5pZJ5GkmkeSRurOSSfxNMooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr9KPhLptxpHwx8L2F6pS6h0+ESIeqMVBKn3GcfhXzX+zr8CbvUb+08UeM7V7fTYWE1pYzLh7lhyrup6IOoB+99Ov2BQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV458W7jzfE6RA8QwKuPckn+RFex1jah4Y0fUbuS6vbFJZ3xucswzgYHQ+grzc1wdTGUPZU2lr1PTynGU8FX9rVTas9j5\/ruPhFb+b4lmmI4ht2IPuSB\/LNegf8IX4e\/6Bkf\/AH2\/+NX9J0LTdIeR9OtVgaQAMQScgfU142CyCtQrwqzkmk79f8j28dxDQxGHnSpxabVtbf5mlRRRX1Z8iFeN\/Fq38rxSsgHE0CNn3BK\/0FeyVmatoOmavJHJqNos7oNqksRgfga87NMFLG0PZQdndPU9LKcdHA4j2s02rNaHzzWt4SuPsvibTJc4AuEUn2Jwf0Nexf8ACF+Hv+gZH\/32\/wDjSp4N0CN1dNOjDKcg734P5189S4dxNOampR0d+v8AkfSVeJMLUhKDjLVNdP8AM6CiisvV\/EWiaN\/yGNY02w4z\/pV0kX\/oRFfZHxJqUVxv\/C0fAfmFP+Ew0HI\/6fo8fnnFbukeJND1kgaPrOm35POLW6SX\/wBBJoA1a8q+I\/wK8H+NRLcC0Gkaq+T9ssVC7m9XT7re54PvXZ6x448MaLrK6TrOu6fYag6CRYrqYRZU5wQWwOcHv2rfhljnhSWCRJInG5XQghh6gjrQB+eHxd+FWs\/DK\/tY9UntrqyvC\/2W5gbG\/bjIZDypG4eo56mvPa+v\/wBt+1L+F\/DN3jiK8li\/77QH\/wBkr5AoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAop8UbzSpHEjPI5CqqjJYnoAK0PDFxp9p4j0yfW7X7ZpcdxG11BuK+ZFuG4ZBBzjNAG\/8Ovht4m+IF75Ph+wZrZW2y3s3yQRfVu59hk+1fX\/wp+AXhrwSYb\/UVGta4mGFxcJ+6hb\/AKZx8gEf3jk9xivSre80DQPD1rJDcabpmiLEpgbekEAQjI29ABjmuN1b46\/DjTHZJvE1vM47WsUk4P8AwJFI\/WgD0uivG\/8AhpH4c7sf2je4z1+xSf4VsaV8dfhxqbqkPia3hc9rqGWED\/gTqF\/WgD0yiqum6jZapardaZeW15bN92W3lWRD9CpIq1QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4\/8Wfjz4c8CSTafZ\/8AE411Mq1tA4EcJ\/6aPzg\/7IyfXHWvPP2kfjpLZXF14T8FXRjnTMd\/qETcoe8UZ7EdC3boOcmvk9iWJLEknkk96APS\/G\/xu8c+LZJFn1iTT7JulrpxMCAehYHc34k15q7tI7PIxZ2OSzHJJptFABTkZkYMjFWByCDgim0UAauq+ItX1extrTVdRuL2C2J8j7S\/mNED1VWbLBf9kHHtW\/8ADz4meKPAN2JNA1Fxak5ksp8vbyfVM8H3XB964uigD2n4zfHD\/hZng3T9Hm0IafdW94t3JOtz5ittR0wq7QRnfnqcY714tRRQAoBJAAyTX0t4b\/Zwl8S\/CvTNRZpdF8VMsjmG5B8uZN52eYvWNtuOR2xlc5rwPwV4hl8KeKdO1y2tLS8mspPNSG6QtGxwRkgEcjOQexAPavtX4T\/H3w746uIdNvkOja3JhUgmcNFM3pHJxz\/skA+maAPjLxt4K8QeCdRWy8S6dLZyvkxMSGSUA8lGHBHI+mea5yv0K\/aH8JQ+LfhZrEfkLJf2MRvbRsfMrxjcwH+8oZce49BX560AFFFFABRRRQAUUUUAFFFFABRRRQAVb0nTrzV9SttP0y2kur25cRxQxjLOx6AVVUFmAUEk8ADvX2z+z98MbH4aeFZvFfi3yoNZktzNK83Swgxkr7MR94\/8BHfIBa+Dnwi0P4V6K\/iPxXPaPrccRkmu5mHk2S45VCe\/Yt1PQcdfj74jTaJceOdbn8KtI2iS3LSW2+PZhW5IC9QoJIGecYyBXZ\/HX4u6h8RtYe3tXktvDVs\/+jWucGQj\/lrJ6sew6KOOuSfKaALN5f3l6IRe3VxcCCMRRCWQv5aAYCrk8AAAACq1FFABRRRQB6l+z1oGq6942ji0fxWnhxoyrO63ASacf3I48\/vD6g8Adc9D+gKKVRVLFyBgscZPuccV+VqsyMGQlWByCDgg19C\/Bb9onUtAmt9J8byy6lo5wiXrZa4th6sesi\/X5h2J6UAfZ1FV9OvrXUrCC90+4iubSdBJFNEwZXU9CCKsUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXjv7TPxIbwJ4MFnpcuzXdWDQ27KcNBGB88vsRkAe5z2r2Kvzz\/aD8Wv4v+KmsXSuWs7OQ2NqM5AjjJBI9mbc3\/AqAPOGJYksSSeST3pKK+jf2TPhdDr+oP4v12ASadYy7LKFx8ss45Lkd1TjHq3+7QBn\/Dj4Ch\/D0viz4l3cui6BBEbj7MvyzyIBnLZ+4DwAMFjntxnxzxfqWn6pr1zPommRaXpYOy1tUJJSMdC7Eks56kknk46ACvoz9tPxffR3uleEbffFYPAL+4YcCZt7Ki\/RdhOPUj0r5ZoAKKKKACiiigAooooAKVSVYFSQRyCO1JRQB9OfBz9pEadp6aN8QxcXcEa7IdSjXzJNv92VercfxDJ9QetfO3if+zf+Ej1T+wWkbSPtMhtDIu1vK3HZkfTFZlFABRRRQAUUUUAFFFFABRRRQAUUVZ02yuNT1G1sbKMy3V1KsMUY6s7EBR+JIoA95\/ZK+G6+I\/Eb+KdWh36XpMgFujDia56g\/RAQ31K+9bf7YHxIe5v08EaTMRbW+2bUmQ\/fk6pF9FGGPuR\/dr6H8L6Avw8+GUOmaPate3Gm2TuIoh811PtLNj3Z8\/TI9K\/O3xJJqUviHUpNdWVdWe5ka7WZdriUsS4YHoc54oAzaltbee8uYra0hknuJWCRxRqWZ2JwAAOSTUVfbf7M3whg8J6Nb+Jdetg3iK8j3xJIP+POJhwAOzkdT1GdvrkA+OvFHh3VfC2sSaXr1m9nfxokjROQSAyhhyMjofwOR1FfYP7MuheBvEXw3sr9PDWkvq9sxtb154BM5lXBD5fJG5SrcYGSQOlYn7aHgv7Xo2m+L7OPM1kRZ3hA6xMfkY+wckf9tBXm37JHjT\/hHfiIdFu5NthriiDk8LOuTGfxyy\/Vh6UAfYtx4P8ADNzF5dx4d0aWPGNr2MTDHpgrXnvjH9nrwH4hhkNppzaLeEHbNYNtUHtmM5TH0APvXr1FAH58fFv4N+IvhxIbi5UahojNtj1CBSFGegkXkoT9SD2JrzKv1Nv7O21Cyns76CK4tZ0McsMqhldSMEEHqK+Cv2hfha3w58TpJp4d\/D+oFntGYkmJh96Jj6jOQT1HqQaAOi\/Zh+LUnhLW4vDWuXBPh6\/k2xO54tJmPBB7Ix4PoeeOc\/bVflXX33+zP43fxn8NbZb2UyappbfYrhieXAH7tz9VwCe5VqAPWaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMbxrqh0TwdruqqcNZWM9yv1SNmH6ivzFYlmJYkk8knvX6NfHIsPhB4u2Zz\/Z0vT0xz+lfnJQAqgswCgkngAd6\/TL4eeHYvCfgjRNDhUL9jtUSTH8UmMu34sWP41+b\/AIYCN4l0kSY2G7hDZ9N4zX6g0AcL8WPhlonxJ0dLXVQ1vewZNrexAeZCT1GP4lPGVP4YPNfE\/wAWfhRrnw0uoP7WltLmxunZba5gkH7zHJyh+YEAjPBHPU1+iVfGH7a0l0fiPpEcpf7Gulq0I\/h3GWTefrwufoKAPnqiius+GngPVviH4gk0fQ2t0uI7d7lnuGZUVVwOSATyWUdO9AHJ0V2vjP4XeMvBxkfXNCuktU63UI86HHqXXIH44NcVQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFe5\/sheFRrnxMbVriPda6LCZ+Rkec+VjH5b2+qivDK+3\/ANjvw+NL+F0mqSJibVrt5Q2OTGn7tR\/30HP40Aey+IdTj0XQNT1SfmKxtpbl\/oiFj\/KvzCv7ua\/vri8u5DJcXEjSyuerMxyT+Zr9D\/j5cNbfBvxY6EgmyaPj0YhT+hr86aAPTf2c\/CUfjD4raXa3UYksbPN\/cqRkMseNoPsXKA+xNfoPXyR+w9aI+t+K7wgeZFbwRKfZ2cn\/ANAFfW9AGZ4n0W08R+HdR0bUF3Wt9A8EnqAwxke4PI9xX5q63p2oeEvFV3YXBaDUtMuim9eCHRuGU+nAIP0r9Pa\/O79oLVzrXxj8UTmJIvIuzZgKuM+SBHk+pO3OaAPqnwN+0P4K1u00631fUTpmqyxIJxcRMsIlwNwEnIC5zgtjivZ0ZXRXRgysMgg5BHrX5WV9r\/sc+J73WvAN9pV\/I839kXCxwOxyRE65VM+xDY9AQO1AHvtcF8c\/CUfjL4Y6zp3lh7uKI3docciaMEjH1GV+jGu9ooA\/KuvoD9jLXmsPiNfaQzkQanZsQueskR3Kf++TJ+deJeJrVLHxJqtpEMRwXcsSj2VyB\/Ku6\/ZrmaD43eF2TqZZUP0aGQH+dAH6D0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYXjzS21vwR4g0uMZkvNPngT\/eaNgP1Ir8yK\/VSvzp+OvhV\/B\/xQ1vTwmy1lmN3a4GAYpCWAH+6cr\/wE0AcGjMjq6EqynII7Gv038Ea9D4n8IaPrduwKX1qkxA\/hYj5l+obI\/CvzGr6e\/ZD+JsNhI3gjW5xHFPIZdNkc8CQ\/eh9tx+Ye5YdSKAPravO\/jR8LtP+JugRW0832TVLQs9ndhd2wnGVYd1OB7ggH2PolFAHw637MXj8ah9nX+yDBnH2n7UdmPXG3d\/47X0v8EfhRYfDHR51WcXusXmDdXe3aMDoiDsoz9SeT2A9LooAK8q+LHwy+H174e1bW9d0WC1e0t5Lh7qyP2eQ7VJ\/h4YnoNwNeq18rfte\/E2F4B4G0acO+9ZdTkQ8LjlIfrnDH0wo9RQB8qUUV2Pwh8Kv4z+IuiaMEL28k4kueOBCnzPn6gED3IoA46ivv7xp8A\/AfijzJRpf9k3jc+fppEPPumCh\/wC+c+9eDeMv2XPFGmyNJ4YvrTWbftHIRbzD2wx2H67h9KAPnqivW7L9nj4k3KyF9Cit9gyBNeQ5c+gwx\/XAryy9srqxnkhvLeWCWNijrIpBBHagCvRVnT7G71K8jtNOtZ7u6lOEhgjMjufQKOTRqNjd6ZezWeo2s9pdwttkhnjKOh9Cp5FAFaiiigAoorrvCfw48X+LrRrrw9oN5eWqkjzwAkZI6gMxAJ9hQByNFdtqfwp8eaaCbrwlrJA6mG2aYD8UzXJX1heafL5V\/aXFtJ\/cmjKH8iKAG2UcM17bx3MxggeRVklC7vLUnlsZGcDnGa\/Tjwpo9n4f8NaXpGmHNnZ26QxNnO8AfeOOpPX8a\/MCvvr9mTxofF\/wxs47kn7fpBFhMSfvhVGx\/wAVwD7qaAOk+Nti2o\/CTxbboMsNOllA9di7\/wD2Wvzhr9T7q3iu7Wa3uEDwzIY3U9GUjBH5V+ZPjHQp\/DHirVtEugfNsbl4MkY3AH5W+hGD+NAHuv7E2qJb+NNe0x2Aa8sVmTPcxvjH5SE\/ga+xq\/NP4ZeK5fBPjrSNfiDMtrN++QdXiYbXX6lSce+K\/SPTL621TTrW\/sJkntLmNZoZUOQ6MMgj8DQBZr41\/af+Emr2Xiy+8V6DZTXuk6g3nXKwIXe2lx8xZRztY\/Nu7EkHHGfsqigD8utF0fUtc1COx0exub28kOFhgjLt+Q6D3r72\/Z6+Hc3w78DC11EodXvpftN2FORGcALGD32gdfUntivTgqqSVABJycDrS0AFRXlzFZ2k9zcOEghRpJGPRVAyT+QqWvFf2q\/HMfhj4dzaRbSgarrYNsig8rD\/AMtWPsQdv\/AvY0AfEGq3jahql5euMNczPMR7sxP9a9K\/ZfsmvPjd4d2jKQedM59AIXx+pA\/GvKq+nf2JvDTy6xr3iaZD5MEQsIGPQuxDvj3AVP8AvugD63ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8O\/ap+HD+L\/CKa1pUPmazo6s+xRlp7fq6D1IxuA\/3gOTXuNFAH5V05GZGDISrKcgg4INfS\/7SXwOmsLq68WeDbUy2EhMt9YQrzAepkQDqh6kD7vXp935moA+pPg3+0oLW2t9H+IfmyIgCR6tGpdsdvOUcn\/eGSe4Jya+ndA1\/SPEVkLvQtStNQtzj57eUOB7HHQ+x5r8vqns7u4sp1ms7ia3mXpJE5Rh+IoA\/U2s7XNc0rQLJrvW9RtNPth\/y0uZVjB9hk8n2FfnEPH3jEReUPFniARf3P7Smx+W6sG9vLq+nM99czXMx6yTOXY\/iaAPqT4xftLRPbT6T8O95dwUk1aRSu0d\/KU85\/2mxjsOhr5WlkeaV5ZXZ5HJZnY5LE9ST3NMooAK+1v2TPhw\/hnw1L4m1aEx6rq6AQo4w0Nt1H0LnDfQL715r+zj8DpteubXxR4vtTHosZEtpZyrg3Z6hmB\/5Z+38X06\/ZAGBgdKACiiigAooooAjS3hSTzEijWTGNwUA49M1Fc2FndNuubS3mb1kjDfzFWaKAM2TQNHkAEmk6ewH962Q\/0qJ\/DGgSDEmh6Ww9GtIz\/SteigDFHhPw4DxoGkf+Acf\/xNbEUaRRrHEipGowqqMAD0Ap1FABUdxBFcxNFcRRyxN1R1DA\/gakooA5LVfhr4J1Uk33hXRZHPV1tERz\/wJQD+tanhXwvonhPT3svDmm2+n2ruZHSEfebGMknknAHWtmigAr5R\/bI+H7ie28b6bCSjBbbUQo+6RxHIfw+Qn2T1r6uqrqun2mrabdafqMCXFncxtFNE4yHUjBBoA\/LWvoL9m742J4PKeGvFUrnQJHzbXPLGzYnkEf8APMnnjocnoTjjfjl8J9Q+G+uM8SyXPh66c\/ZLvGdvfypPRx+TDkdwPL6AP1PtLmC8torm0mjnt5VDxyxsGV1PIII4IqWvzm+HXxW8WeAGCaHqG+w3bmsbkeZAx74Gcr9VIJr3vQP2srB4VXxB4auopQPmexnWQN7hX24+mTQB9PUV8+XH7Vng1YibfR\/ELydleKFB+YlP8q8+8Y\/tU67fxSQeFdIttKDcC5uH+0Sj3UYCg\/UNQB9J\/E34h6H8PNDa\/wBanDXDg\/ZrONh5tw3oo7D1Y8D64B+APiF4x1Tx34putc1mQGaX5Y4lPyQRj7qL7D9SSeprL13WdS1\/U5tR1q9uL69lOXmncsx9vYDsBwKoorO6qilmY4AAySaALGmWF1qmo2thp8Lz3lzIsMMSDJd2OAB+Nfo58KPBsHgPwJpmhRFXmiTfcyqP9ZM3Lt9M8D2Aryf9mX4MyeFok8U+KbfbrkyEWtq45tEIwWb0kYdv4QcdSQPoagAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvCPi3+zponiyWbU\/DEkWiaw5LOgT\/Rp29So5Q+68exPNe70UAfm942+GPi\/wAFyP8A27otylsv\/L3CvmwEeu9cgfQ4PtXGV+qhGRg9K5TWvhz4N1uRpNT8MaRPK33pfsqq5+rKAf1oA\/Naiv0KPwL+Gxk3\/wDCLW2f+u82Py34rc0b4aeCtFdX03wtpEUq\/dka2V3H0ZgT+tAHwR4K+HHizxnKg8P6LdTwMcG6dfLgX6yNgfgMn2r6l+E37N+keGpYNT8XyxazqiYZLcL\/AKLC30PMh9yAPbvX0AAFAAAAHAAooAAABgDAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUta0qw1zS7jTtXtIbyxuF2SwyrlWH+PcHqDXyV8V\/wBmbUtNlm1HwE51Gx5Y6fKwE8Q9EY8OPrhv97rX2FRQB+WupWF5pl5JaalaT2l1GcPDPGY3U+6nkVVr9PvEPhvRPEdsINf0mx1GIfdFzCsm3\/dJGQfpXm2q\/s5\/Dm+kLxaVc2RPJ+zXcgH5MWA\/CgD4Kor7kj\/Zj+H6sC39ruPRrsY\/Ra6rw\/8ABL4eaFIslr4atZ5l533jNc8+uHJUfgKAPh3wN8PPFHji6WLw7pM88O7a9042QR+u6Q8fgMn0FfX\/AMGfgLo3gR4dU1h49W8QryspX9zbH\/pmp6n\/AGzz6Ba9mhijgiSKCNI4kG1UQABR6ADpT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA\/\/2Q==\" style=\"width: 500px;\" data-filename=\"Motorrad A.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3236  \" data-showinsummary=\"true\"  data-id=\"3236\" data-itemtype=\"richtext\" data-itemid=\"3236\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Da du noch keine 24 Monate Fahrerfahrung mit der Klasse A2 hast, fallen f\u00fcr dich dieselben Kosten an, wie wenn du die Klasse A ohne Fahrerfahrung machen w\u00fcrdest. Wenn du bist zum Ablauf der gesetzlichen Frist wartest, sparst du eine Menge Geld. Falls du es eilig hast: Dies sind die Kosten, die bei unserer Fahrschule anfallen - vom Grundbetrag \u00fcber die \u00dcbungsfahrten bis zur praktischen Pr\u00fcfungsfahrt. S\u00e4mtliche Fahrten sind gesetzlich vorgeschrieben. Es gibt eine Vielzahl an besonderen Bedingungen, die den Rahmen dieses Kalkulators sprengen w\u00fcrden. F\u00fcr genaue Infos melde dich einfach bei uns - unsere Mitarbeiter sind \u00fcber alle Gegebenheiten bestens im Bilde und werden dich vollumf\u00e4nglich informieren.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3235  \" data-showinsummary=\"true\"  data-id=\"3235\" data-itemtype=\"richtext\" data-itemid=\"3235\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>5 x \u00dcberlandfahrt<\/td><td>79,00 \u20ac<\/td><td>395,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; Autobahnfahrt&nbsp;<\/td><td>79,00 \u20ac<br><\/td><td>316,00 \u20ac<br><\/td><\/tr><tr><td>3 x Dunkelheitsfahrt&nbsp;<\/td><td>79,00 \u20ac<br><\/td><td>237,00 \u20ac<br><\/td><\/tr><tr><td>Anmeldung zur theoretischen Pr\u00fcfung<\/td><td><br><\/td><td>65,00 \u20ac<\/td><\/tr><tr><td>Praktische Pr\u00fcfungsfahrt<\/td><td><br><\/td><td>189,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3238  \" data-alignment=\"0\"  data-id=\"3238\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Fixkosten Fahrschule gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"1601\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3238\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Fixkosten Fahrschule gesamt\" data-originaltitle=\"Fixkosten Fahrschule gesamt\"  data-originallabel=\"Fixkosten Fahrschule gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 399 + 395 + 316 + 237 + 65 + 189<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3239  \"  data-id=\"3239\" data-itemtype=\"slider\"><label>Praktische Ausbildung (variabel)<\/label>\r\n                    <div data-type=\"slider\" data-value=\"\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"79\"  data-addtototal=\"0\"            data-itemid=\"3239\" data-min=\"10\" data-max=\"20\" data-showinsummary=\"true\" class=\"\" data-title=\"Praktische Ausbildung (variabel)\" data-originaltitle=\"Praktische Ausbildung (variabel)\"  data-originallabel=\"Praktische Ausbildung (variabel)\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Die Anzahl der Fahrstunden variiert je nach Sch\u00fcler. Mit dem Schieberegler kannst du eine Spanne zwischen 10 und 20 Fahrstunden einstellen. Jede Fahrstunde kostet 79 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_576\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"577\" data-title=\"Klasse A2 (Aufstieg)\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasse A2 (Aufstieg)<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3240   lfb_row row\"     data-id=\"3240\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3243  \" data-showinsummary=\"true\"  data-id=\"3243\" data-itemtype=\"richtext\" data-itemid=\"3243\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center;\"><img decoding=\"async\" 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WwQjDNGuXf8A3nOWb8Sa3aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA\/\/2Q==\" style=\"width: 500px;\" data-filename=\"Motorrad A2.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3242  \"   data-id=\"3242\" data-itemtype=\"richtext\" data-itemid=\"3242\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Als Aufsteiger gibt es keine verpflichtenden Fahrstunden.<\/span><br><span style=\"font-size: 18px;\">\nDu brauchst lediglich eine praktische Pr\u00fcfungsfahrt machen.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3241  \" data-showinsummary=\"true\"  data-id=\"3241\" data-itemtype=\"richtext\" data-itemid=\"3241\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><br><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td>100,00 \u20ac<\/td><\/tr><tr><td>Praktische Pr\u00fcfungsfahrt<\/td><td>189,00 \u20ac<br><\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3244  \" data-alignment=\"0\"  data-id=\"3244\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Fixkosten Fahrschule gesamt<\/label>\r\n                     <input   data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"289\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3244\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Fixkosten Fahrschule gesamt\" data-originaltitle=\"Fixkosten Fahrschule gesamt\"  data-originallabel=\"Fixkosten Fahrschule gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 100 .00 + 189.00<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3245  \"  data-id=\"3245\" data-itemtype=\"slider\"><label>\u00dcbungsstunden a 79,00 \u20ac<\/label>\r\n                    <div data-type=\"slider\" data-value=\"\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"79\"  data-addtototal=\"0\"            data-itemid=\"3245\" data-min=\"2\" data-max=\"6\" data-showinsummary=\"true\" class=\"\" data-title=\"\u00dcbungsstunden a 79,00 \u20ac\" data-originaltitle=\"\u00dcbungsstunden a 79,00 \u20ac\"  data-originallabel=\"\u00dcbungsstunden a 79,00 \u20ac\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Die Anzahl der \u00dcbungsstunden variiert je nach Sch\u00fcler. Mit dem Schieberegler kannst du eine Spanne zwischen 2 und 6 \u00dcbungsstunden einstellen. Jede Fahrstunde kostet 79 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_577\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"578\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3246   lfb_row row\"     data-id=\"3246\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3250  \"   data-id=\"3250\" data-itemtype=\"richtext\" data-itemid=\"3250\" data-title=\"Weiter Kosten\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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style=\"width: 500px;\" data-filename=\"Motorrad A2.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3248  \"   data-id=\"3248\" data-itemtype=\"richtext\" data-itemid=\"3248\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Dies sind s\u00e4mtliche externen Kosten und Geb\u00fchren, die f\u00fcr dich anfallen. M\u00f6glicherweise musst du den Erste-Hilfe-Kurs nicht erneut machen. Das h\u00e4ngt davon ab, ob du beim Ersterwerb einen \"vollwertigen\" Erste-Hilfe-Kurs oder lediglich einen Kurs \u00fcber \"Lebensrettende Ma\u00dfnahmen am Unfallort\" (LMSU) vorgelegt hast.<\/span>\n<\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3247  \" data-showinsummary=\"true\"  data-id=\"3247\" data-itemtype=\"richtext\" data-itemid=\"3247\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die praktische Pr\u00fcfung<\/td><td>127.13 \u20ac<\/td><\/tr><tr><td>Erste-Hilfe-Kurs \/ Sehtest \/ Passfoto<\/td><td>80.00 \u20ac<\/td><\/tr><tr><td>F\u00fchrerscheinantrag Landratsamt Emmendingen<\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3249  \" data-alignment=\"0\"  data-id=\"3249\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Externe Kosten gesamt<\/label>\r\n                     <input   data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"245.43\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3249\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Externe Kosten gesamt\" data-originaltitle=\"Externe Kosten gesamt\"  data-originallabel=\"Externe Kosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 127.13 + 80.00 + 38.30 <\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_578\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"579\" data-title=\"Klasse A2\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasse A2<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3251   lfb_row row\"     data-id=\"3251\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3254  \" data-showinsummary=\"true\"  data-id=\"3254\" data-itemtype=\"richtext\" data-itemid=\"3254\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p><img decoding=\"async\" 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style=\"width: 500px;\" data-filename=\"Motorrad A2.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3253  \"   data-id=\"3253\" data-itemtype=\"richtext\" data-itemid=\"3253\" data-title=\"Fixkosten FFahrschule\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Da da noch keine 24 Monate Fahrerfahrung mit der Klasse A1 hast, fallen f\u00fcr dich dieselben Kosten an, wie wenn du die Klasse A2 ohne Fahrerfahrung machen w\u00fcrdest. Wenn du bist zum Ablauf der gesetzlichen Frist wartest, sparst du eine Menge Geld. Falls du es eilig hast: Dies sind die Kosten, die bei unserer Fahrschule anfallen - vom Grundbetrag \u00fcber die \u00dcbungsfahrten bis zur praktischen Pr\u00fcfungsfahrt. S\u00e4mtliche Fahrten sind gesetzlich vorgeschrieben. Es gibt eine Vielzahl an besonderen Bedingungen, die den Rahmen dieses Kalkulators sprengen w\u00fcrden. F\u00fcr genaue Infos melde dich einfach bei uns - unsere Mitarbeiter sind \u00fcber alle Gegebenheiten bestens im Bilde und werden dich vollumf\u00e4nglich informieren.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3252  \" data-showinsummary=\"true\"  data-id=\"3252\" data-itemtype=\"richtext\" data-itemid=\"3252\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>5 x \u00dcberlandfahrt<\/td><td>79,00 \u20ac<\/td><td>395,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; Autobahnfahrt&nbsp;<\/td><td>79,00 \u20ac<br><\/td><td>316,00 \u20ac<br><\/td><\/tr><tr><td>3 x Dunkelheitsfahrt&nbsp;<\/td><td>79,00 \u20ac<br><\/td><td>237,00 \u20ac<br><\/td><\/tr><tr><td>Vorstellung zur theoretischen Pr\u00fcfung<br><\/td><td><br><\/td><td>65,00 \u20ac<\/td><\/tr><tr><td>Praktische Pr\u00fcfungsfahrt<\/td><td><br><\/td><td>189,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3255  \" data-alignment=\"0\"  data-id=\"3255\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Fixkosten Fahrschule gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"1601\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3255\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Fixkosten Fahrschule gesamt\" data-originaltitle=\"Fixkosten Fahrschule gesamt\"  data-originallabel=\"Fixkosten Fahrschule gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 399 + 395 + 316 + 237 + 65 + 189<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3256  \"  data-id=\"3256\" data-itemtype=\"slider\"><label>Praktische Ausbildung (variabel)<\/label>\r\n                    <div data-type=\"slider\" data-value=\"\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"79\"  data-addtototal=\"0\"            data-itemid=\"3256\" data-min=\"10\" data-max=\"20\" data-showinsummary=\"true\" class=\"\" data-title=\"Praktische Ausbildung (variabel)\" data-originaltitle=\"Praktische Ausbildung (variabel)\"  data-originallabel=\"Praktische Ausbildung (variabel)\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Die Anzahl der Fahrstunden variiert je nach Sch\u00fcler. Mit dem Schieberegler kannst du eine Spanne zwischen 10 und 20 Fahrstunden einstellen. Jede Fahrstunde kostet 79 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_579\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"580\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3257   lfb_row row\"     data-id=\"3257\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3261  \"   data-id=\"3261\" data-itemtype=\"richtext\" data-itemid=\"3261\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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style=\"width: 500px;\" data-filename=\"Motorrad A2.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3259  \"   data-id=\"3259\" data-itemtype=\"richtext\" data-itemid=\"3259\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Dies sind s\u00e4mtliche externen Kosten und Geb\u00fchren, die f\u00fcr dich anfallen. M\u00f6glicherweise musst du den Erste-Hilfe-Kurs nicht erneut machen. Das h\u00e4ngt davon ab, ob du beim Ersterwerb einen \"vollwertigen\" Erste-Hilfe-Kurs oder lediglich einen Kurs \u00fcber \"Lebensrettende Ma\u00dfnahmen am Unfallort\" (LMSU) vorgelegt hast.<\/span> <\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3258  \" data-showinsummary=\"true\"  data-id=\"3258\" data-itemtype=\"richtext\" data-itemid=\"3258\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die Theoriepr\u00fcfung<br><\/td><td>22,49 \u20ac<\/td><\/tr><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die praktische Pr\u00fcfung<\/td><td>127,13 \u20ac<br><\/td><\/tr><tr><td>Erste-Hilfe-Kurs \/ Sehtest \/ Passfoto<\/td><td>80,00 \u20ac<\/td><\/tr><tr><td>F\u00fchrerscheinantrag Landratsamt Emmendingen<br><\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3260  \" data-alignment=\"0\"  data-id=\"3260\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Externe Kosten gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"267.92\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3260\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Externe Kosten gesamt\" data-originaltitle=\"Externe Kosten gesamt\"  data-originallabel=\"Externe Kosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 127,13 + 22,49 + 80,00 + 38,30<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_580\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"581\" data-title=\"Klasse A\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasse A<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3262   lfb_row row\"     data-id=\"3262\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3267  \"   data-id=\"3267\" data-itemtype=\"richtext\" data-itemid=\"3267\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Motorrad A.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3264  \"   data-id=\"3264\" data-itemtype=\"richtext\" data-itemid=\"3264\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Dies sind die Kosten, die bei unserer Fahrschule anfallen - vom Grundbetrag \u00fcber die \u00dcbungsfahrten bis zur praktischen Pr\u00fcfungsfahrt. S\u00e4mtliche Fahrten sind gesetzlich vorgeschrieben.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3263  \" data-showinsummary=\"true\"  data-id=\"3263\" data-itemtype=\"richtext\" data-itemid=\"3263\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>5 x \u00dcberlandfahrt<\/td><td>79,00 \u20ac<\/td><td>395,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; Autobahnfahrt&nbsp;<\/td><td><span style=\"font-size: 16px;\">79,00 \u20ac<\/span><br><\/td><td><span style=\"font-size: 16px;\">316,00 \u20ac<\/span><br><\/td><\/tr><tr><td>3 x Dunkelheitsfahrt&nbsp;<\/td><td><span style=\"font-size: 16px; \">79,00 \u20ac<\/span><br><\/td><td><span style=\"font-size: 16px;\">237,00 \u20ac<\/span><br><\/td><\/tr><tr><td>Anmeldung zur theoretischen Pr\u00fcfung<\/td><td><br><\/td><td>65,00 \u20ac<\/td><\/tr><tr><td>Praktische Pr\u00fcfungsfahrt<\/td><td><br><\/td><td>189,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3266  \" data-alignment=\"0\"  data-id=\"3266\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Fixkosten gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"1601\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3266\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Fixkosten gesamt\" data-originaltitle=\"Fixkosten gesamt\"  data-originallabel=\"Fixkosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 399 + 395 + 316 + 237 + 65 + 189<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3265  \"  data-id=\"3265\" data-itemtype=\"slider\"><label>Praktische Ausbildung (variabel)<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"79\"  data-addtototal=\"0\"            data-itemid=\"3265\" data-min=\"10\" data-max=\"20\" data-showinsummary=\"true\" class=\"\" data-title=\"Praktische Ausbildung (variabel)\" data-originaltitle=\"Praktische Ausbildung (variabel)\"  data-originallabel=\"Praktische Ausbildung (variabel)\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Die Anzahl der Fahrstunden variiert je nach Sch\u00fcler. Mit dem Schieberegler kannst du eine Spanne zwischen 10 und 20 Fahrstunden einstellen. Jede Fahrstunde kostet 79 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_581\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"582\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3268   lfb_row row\"     data-id=\"3268\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3272  \"   data-id=\"3272\" data-itemtype=\"richtext\" data-itemid=\"3272\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Motorrad A.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3270  \"   data-id=\"3270\" data-itemtype=\"richtext\" data-itemid=\"3270\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Es fallen f\u00fcr dich auch noch Kosten au\u00dferhalb unserer Fahrschule an, bis du deine Fahrerlaubnis in den H\u00e4nden h\u00e4ltst. Es folgt eine Auflistung der Kosten und Geb\u00fchren f\u00fcr T\u00dcV, Stra\u00dfenverkehrsamt etc. S\u00e4mtliche Geb\u00fchren sind festgelegt. Die Kosten f\u00fcr den Erste-Hilfe-Kurs, den Sehtest und die biometrische Passbildervariieren von Anbieter zu Anbieter. Diese musst du dort erfragen.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3269  \" data-showinsummary=\"true\"  data-id=\"3269\" data-itemtype=\"richtext\" data-itemid=\"3269\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die praktische Pr\u00fcfung<br><\/td><td>146,56 \u20ac<br><\/td><\/tr><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die Theoriepr\u00fcfung<br><\/td><td>22,49 \u20ac<\/td><\/tr><tr><td>Erste-Hilfe-Kurs \/ Sehtest \/ Passfoto<\/td><td>80,00 \u20ac<\/td><\/tr><tr><td>F\u00fchrerscheinantrag Landratsamt Emmendingen<\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3271  \" data-alignment=\"0\"  data-id=\"3271\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Externe Kosten gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"287.35\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3271\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Externe Kosten gesamt\" data-originaltitle=\"Externe Kosten gesamt\"  data-originallabel=\"Externe Kosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 146.56 + 22.49 + 80 + 38,30<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_582\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"583\" data-title=\"Klasse A2\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasse A2<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3273   lfb_row row\"     data-id=\"3273\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3276  \" data-showinsummary=\"true\"  data-id=\"3276\" data-itemtype=\"richtext\" data-itemid=\"3276\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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style=\"width: 500px;\" data-filename=\"Motorrad A2.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3275  \"   data-id=\"3275\" data-itemtype=\"richtext\" data-itemid=\"3275\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Dies sind die Kosten, die bei unserer Fahrschule anfallen - vom Grundbetrag \u00fcber die \u00dcbungsfahrten bis zur Praktischen Pr\u00fcfungsfahrt. S\u00e4mtliche Fahrten sind gesetzlich vorgeschrieben.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3274  \" data-showinsummary=\"true\"  data-id=\"3274\" data-itemtype=\"richtext\" data-itemid=\"3274\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>5 x \u00dcberlandfahrt<\/td><td>79,00 \u20ac<\/td><td>395,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; Autobahnfahrt&nbsp;<\/td><td><span style=\"font-size: 16px;\">79,00 \u20ac<\/span><br><\/td><td><span style=\"font-size: 16px;\">316,00 \u20ac<\/span><br><\/td><\/tr><tr><td>3 x Dunkelheitsfahrt&nbsp;<\/td><td><span style=\"font-size: 16px; \">79,00 \u20ac<\/span><br><\/td><td><span style=\"font-size: 16px;\">237,00 \u20ac<\/span><br><\/td><\/tr><tr><td>Anmeldung zur theoretischen Pr\u00fcfung<\/td><td><br><\/td><td>65,00 \u20ac<\/td><\/tr><tr><td>Praktische Pr\u00fcfungsfahrt<\/td><td><br><\/td><td>189,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3278  \" data-alignment=\"0\"  data-id=\"3278\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Fixkosten Fahrschule gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"1601\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3278\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Fixkosten Fahrschule gesamt\" data-originaltitle=\"Fixkosten Fahrschule gesamt\"  data-originallabel=\"Fixkosten Fahrschule gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 399 + 395 + 316 + 237 + 65 + 189<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3277  \"  data-id=\"3277\" data-itemtype=\"slider\"><label>Praktische Ausbildung (variabel)<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"79\"  data-addtototal=\"0\"            data-itemid=\"3277\" data-min=\"10\" data-max=\"20\" data-showinsummary=\"true\" class=\"\" data-title=\"Praktische Ausbildung (variabel)\" data-originaltitle=\"Praktische Ausbildung (variabel)\"  data-originallabel=\"Praktische Ausbildung (variabel)\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Die Anzahl der Fahrstunden variiert je nach Sch\u00fcler. Mit dem Schieberegler kannst du eine Spanne zwischen 10 und 20 Fahrstunden einstellen. Jede Fahrstunde kostet 79 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_583\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"584\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" 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\" style=\"width: 500px;\" data-filename=\"Motorrad A2.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3281  \"   data-id=\"3281\" data-itemtype=\"richtext\" data-itemid=\"3281\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Es fallen f\u00fcr dich auch noch Kosten au\u00dferhalb unserer Fahrschule an, bis du deine Fahrerlaubnis in den H\u00e4nden h\u00e4ltst. Es folgt eine Auflistung der Kosten und Geb\u00fchren f\u00fcr T\u00dcV, Stra\u00dfenverkehrsamt etc. S\u00e4mtliche Geb\u00fchren sind festgelegt. Die Kosten f\u00fcr den Erste-Hilfe-Kurs und das biometrische Passbild variieren je nach Anbieter. Diese Kosten solltest du vor Ort erfragen.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3280  \" data-showinsummary=\"true\"  data-id=\"3280\" data-itemtype=\"richtext\" data-itemid=\"3280\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die Theoriepr\u00fcfung<br><\/td><td>22,49 \u20ac<\/td><\/tr><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die praktische Pr\u00fcfung<br><\/td><td>146,56 \u20ac<br><\/td><\/tr><tr><td>Erste-Hilfe-Kurs \/ Sehtest \/ Passfoto<\/td><td>80,00 \u20ac<\/td><\/tr><tr><td>F\u00fchrerscheinantrag Landratsamt Emmendingen<\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3282  \" data-alignment=\"0\"  data-id=\"3282\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"287.35\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3282\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total\" data-originaltitle=\"Total\"  data-originallabel=\"Total\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 146.56 + 22.49 + 80 + 38.30<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_584\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"585\" data-title=\"Klasse A1\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasse A1<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3284   lfb_row row\"     data-id=\"3284\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" 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style=\"width: 500px;\" data-filename=\"Motorrad A1.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3286  \"   data-id=\"3286\" data-itemtype=\"richtext\" data-itemid=\"3286\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Dies sind die Kosten, die bei unserer Fahrschule anfallen - vom Grundbetrag \u00fcber die \u00dcbungsfahrten bis zur Praktischen Pr\u00fcfungsfahrt. S\u00e4mtliche Fahrten sind gesetzlich vorgeschrieben.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3285  \" data-showinsummary=\"true\"  data-id=\"3285\" data-itemtype=\"richtext\" data-itemid=\"3285\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>5 x \u00dcberlandfahrt<\/td><td>79,00 \u20ac<\/td><td>395,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; Autobahnfahrt&nbsp;<\/td><td>79,00 \u20ac<br><\/td><td>316,00 \u20ac<br><\/td><\/tr><tr><td>3 x Dunkelheitsfahrt&nbsp;<\/td><td>79,00 \u20ac<br><\/td><td>237,00 \u20ac<br><\/td><\/tr><tr><td>Anmeldung zur theoretischen Pr\u00fcfung<\/td><td><br><\/td><td>65,00 \u20ac<\/td><\/tr><tr><td>Praktische Pr\u00fcfungsfahrt<\/td><td><br><\/td><td>189,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3289  \" data-alignment=\"0\"  data-id=\"3289\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Fixkosten Fahrschule gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"1601\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3289\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Fixkosten Fahrschule gesamt\" data-originaltitle=\"Fixkosten Fahrschule gesamt\"  data-originallabel=\"Fixkosten Fahrschule gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 399 + 395 + 316 + 237 + 65 + 189<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3288  \"  data-id=\"3288\" data-itemtype=\"slider\"><label>Praktische Ausbildung (variabel)<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"79\"  data-addtototal=\"0\"            data-itemid=\"3288\" data-min=\"8\" data-max=\"20\" data-showinsummary=\"true\" class=\"\" data-title=\"Praktische Ausbildung (variabel)\" data-originaltitle=\"Praktische Ausbildung (variabel)\"  data-originallabel=\"Praktische Ausbildung (variabel)\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">Die Anzahl der Fahrstunden variiert je nach Sch\u00fcler. Mit dem Schieberegler kannst du eine Spanne zwischen 8 und 20 Fahrstunden einstellen. Jede Fahrstunde kostet 79 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_585\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"586\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3290   lfb_row row\"     data-id=\"3290\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3294  \"   data-id=\"3294\" data-itemtype=\"richtext\" data-itemid=\"3294\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Motorrad A1.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3292  \"   data-id=\"3292\" data-itemtype=\"richtext\" data-itemid=\"3292\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Es fallen f\u00fcr dich auch noch Kosten au\u00dferhalb unserer Fahrschule an, bis du deine Fahrerlaubnis in den H\u00e4nden h\u00e4ltst. Es folgt eine Auflistung der Kosten und Geb\u00fchren f\u00fcr T\u00dcV, Stra\u00dfenverkehrsamt etc. S\u00e4mtliche Geb\u00fchren sind festgelegt.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3291  \" data-showinsummary=\"true\"  data-id=\"3291\" data-itemtype=\"richtext\" data-itemid=\"3291\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die praktische Pr\u00fcfung<br><\/td><td>146,56 \u20ac<br><\/td><\/tr><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die Theoriepr\u00fcfung<br><\/td><td>22,49 \u20ac<\/td><\/tr><tr><td>Erste-Hilfe-Kurs \/ Sehtest \/ Passfoto<\/td><td>80,00 \u20ac<\/td><\/tr><tr><td>F\u00fchrerscheinantrag Landratsamt Emmendingen<\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3293  \" data-alignment=\"0\"  data-id=\"3293\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Externe Kosten gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"287.35\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3293\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Externe Kosten gesamt\" data-originaltitle=\"Externe Kosten gesamt\"  data-originallabel=\"Externe Kosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 146.56 + 22.49 + 80 + 38.30<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_586\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"587\" data-title=\"Klasse B196\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Klasse B196<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3295   lfb_row row\"     data-id=\"3295\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3298  \" data-showinsummary=\"true\"  data-id=\"3298\" data-itemtype=\"richtext\" data-itemid=\"3298\" data-title=\"Klasse B196\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Motorrad B196.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3297  \"   data-id=\"3297\" data-itemtype=\"richtext\" data-itemid=\"3297\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Neben dem Grundbetrag fallen Kosten f\u00fcr die praktischen \u00dcbungsfahrten an. Vom Gesetzgeber sind 5 x 90 Minuten praktische \u00dcbungsfahrten vorgeschrieben - das entspricht 10 normalen \u00dcbungsfahrstunden a 45 Minuten. Jede Fahrstunde kostet 79,00 \u20ac.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3296  \" data-showinsummary=\"true\"  data-id=\"3296\" data-itemtype=\"richtext\" data-itemid=\"3296\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td>100,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3300  \" data-alignment=\"0\"  data-id=\"3300\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Fixkosten Fahrschule gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"100\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3300\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Fixkosten Fahrschule gesamt\" data-originaltitle=\"Fixkosten Fahrschule gesamt\"  data-originallabel=\"Fixkosten Fahrschule gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 100<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3299  \"  data-id=\"3299\" data-itemtype=\"slider\"><label>Praktische \u00dcbungsfahrten<\/label>\r\n                    <div data-type=\"slider\" data-value=\"0\" data-isrange=\"0\"  data-keeptooltip=\"0\" data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" data-stepslider=\"1\"           data-reducqt=\"\" data-operation=\"+\" data-reduc=\"0\" data-price=\"79\"  data-addtototal=\"0\"            data-itemid=\"3299\" data-min=\"10\" data-max=\"13\" data-showinsummary=\"true\" class=\"\" data-title=\"Praktische \u00dcbungsfahrten\" data-originaltitle=\"Praktische \u00dcbungsfahrten\"  data-originallabel=\"Praktische \u00dcbungsfahrten\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">10 \u00dcbungsfahrstunden sind gesetzlich vorgeschrieben. Im Einzelfall kann es auch mal sein, dass ein Fahrsch\u00fcler noch etwas mehr braucht. Daher haben wir hier ein Intervall bis 13 Fahrstunden integriert. Im Normalfall brauchst du hier aber keine Einstellung vornehmen. Jede Fahrstunde kostet 79,00 \u20ac.<\/p><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_587\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"588\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3301   lfb_row row\"     data-id=\"3301\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3305  \"   data-id=\"3305\" data-itemtype=\"richtext\" data-itemid=\"3305\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"Motorrad B196.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3303  \"   data-id=\"3303\" data-itemtype=\"richtext\" data-itemid=\"3303\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Da es sich hier \"lediglich\" um die Eintragung einer Schl\u00fcsselzahl in den F\u00fchrerschein handelt, fallen f\u00fcr dich nur noch die Geb\u00fchren bei der F\u00fchrerscheinbeh\u00f6rde an.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3302  \" data-showinsummary=\"true\"  data-id=\"3302\" data-itemtype=\"richtext\" data-itemid=\"3302\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Geb\u00fchren f\u00fcr die Eintragung der Schl\u00fcsselzahl 196 <br>bei der F\u00fchrerscheinbeh\u00f6rde<\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3304  \" data-alignment=\"0\"  data-id=\"3304\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Externe Kosten gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"38.3\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3304\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Externe Kosten gesamt\" data-originaltitle=\"Externe Kosten gesamt\"  data-originallabel=\"Externe Kosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 38.30<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_588\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"589\" data-title=\"Mofa\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Mofa<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3306   lfb_row row\"     data-id=\"3306\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3309  \" data-showinsummary=\"true\"  data-id=\"3309\" data-itemtype=\"richtext\" data-itemid=\"3309\" data-title=\"MOFA\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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44AyMnJr17x\/4fXxV4K1vQ3wDfWrxIx6K+Mo34MAfwoA\/Mqv0z+HerJrvgPw9qcbbvtNhDI3s2wbh+ByPwr80bmCW2uJYLhGjmico6MMFWBwQfxr7B\/Y18bR6h4Yu\/CV3KPtmms1xaqTy8DnLAf7rk5\/3xQB9HV+dHxx8KTeDvibrenyRlbaaZru0bHDQyEsuPpyp91NfovXnvxl+F2mfEzQkt7p\/smqW2Ws71V3GMnqrDuh4yPYEe4B+dtFd341+E\/jPwfeSRanol1NbqTtu7SMzQuPXco4+jYPtXJ2GjanqM5g0\/Tr26mB2+XBAztn0wBmgChX2l+xv4Tm0bwPf67eRmOXWZl8kMOTDHuCt+LM\/4AHvXm3we\/Zw1fV72DUvHcL6ZpSMHFiTie49mA\/1a+ufm9h1r7HtbeG0tore1iSGCFBHHGi7VRQMAADoAKAJK+Sf24NWSTWPC+jo3zwQTXUi+0jKq\/wDotq+sriaK2t5Z7iRIoYlLu7nCqoGSSewAr84\/jF4wPjn4iavraFvskknlWqntCnypx2yBuI9WNAFb4T6e2q\/E3wrZoM+ZqVuW\/wB1ZAzH8ga\/Smvib9jrww2rfEefW5UJttGt2YNjjzpAUUf98+YfwFfbNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUF9aQX9jcWd5Es1tcRtFLG3R0YYIP1BNT0UAfm78W\/BF18P8AxvfaLcB2tg3m2czD\/XQMTtb6jkH3BrX+BfxOufhr4p+0OJJ9FvMR31sp5IHSRf8AaXJ+oJHfI+yPjX8M7H4leGDauUt9XtcyWN2R9xj1Ru+xsDPpwe1fAPiPQtS8N6zc6VrdpJaX9u22SJx+RB6EHqCOCKAP0y0LWNP1\/SLbU9Hu4ruwuU3xTRnIYf0I6EHkHg1fr85Phj8UPEfw6vjJotyJLGRsz2E+Whl98fwt\/tDB9cjivq\/wL+0h4M8QxJHrMkmgXxHKXXzwk\/7MqjGP94LQB7ZRWRpvifQdUQPpmt6ZeKehgu45P5GpNQ8Q6LpyF9Q1fTrRR1M9ykYH5mgD5u+MP7Nt7rHiuTVfAr6fbWt5mS4tLhzGsUueSmFPynrjsc44IA8\/1D9mnxjpthPe6jqXhy1tIEMks0t46qijqSfLr6D8bftD+BvDkMi2F62uXwB2w2Ayme2ZT8uPpuPtXyj8Vfi74k+I03lajKtppKNui0+3JEYPYuert7nj0AoA8+nRY5pESRJVViokTO1wD1GQDg+4BrZ8E+FtT8Z+JbPQ9EjV7y5YgM5ISNQMl3IBwoHXg+2TxWdpGm3usalbafpdtLdXtw4jihiXLOx9K+8P2f8A4TwfDfQXnv8Ay5vEV8oN1MvIiXqIkPoDyT3PsBQB4IP2VPG3fVfDf\/gRP\/8AGacP2U\/GffV\/Dv8A3+m\/+NV9o0UAfGA\/ZS8Y99Z8P\/8Af2b\/AON04fspeLu+t6D\/AN9zf\/G6+zaKAPjUfso+K++uaGPoZf8A4ivovwD8J\/C3hHwzb6V\/ZdlqMy\/PPd3dskjzSHqeQcD0UdB6nJPf0UAc4\/gTwjJ\/rPC2gt\/vadCf\/Zarv8OPBD\/e8HeHD7\/2ZCP\/AGWurooA4x\/hZ4Dfr4P0If7tlGP5Cq7\/AAh+H79fCWkj\/dhx\/Ku7ooA88f4LfDp+vhSwH+7vH8mqu\/wK+Gz9fC1sP92eYfyevS6KAOA034N\/DzTmDW\/hPTHI\/wCfhDOP\/Ihauz0vS9P0m38jSrG0soP+edtCsa\/koAq5RQAUUUUAfFH7Wvw9fw94v\/4SfT4f+JVrD5lKjiK5xlgf9\/G4e+70rxzwb4l1Hwh4lsdb0aXy7y0fcM\/ddejIw7qRkH61+kXi7w5pvi3w7e6LrUAmsrpNrDoynqGU9mBwQfavz6+LHw51b4c+I30\/UkaWykJazvVXCXCf0Yd17e4IJAPuz4XfEHSPiJ4cj1PSZAk6ALdWbNmS3f0PqDzhuhHvkDsa\/MTwn4n1jwlrMWqeHr6WyvI+NyHhx\/dZTwy+xr6s+Hn7UWjahFFa+NrN9Lu8ANeWymWBj6lRl0+nzfWgD6Porm9G8d+FNaRW0rxHpFzu\/hS7TePqucj8RWtc6vptrF5lzqFnDHjO6SdVGPqTQBeorzfxX8bfAPhqB2n1+2vp16W+nMLh2PplflH4kV8zfFn9ojXvF8M2m+H430PR3BV9j5uJ19GcfdB\/ur7gkigDs\/2ovjNDdW9z4L8KXIkRjs1K8ib5SB1gU9\/9oj\/d9a+XbeGW4njgt43lmkYIiIMszE4AA7kmo6+uP2YfgtJpj2\/jDxdalLzG\/TrKVeYs\/wDLZwejf3R269cYAPWfgR4DHw++H9pp1wq\/2pcH7VfMOf3rAfLn0UAL9QT3r0OiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4f4pfDLw\/8AEfSxBrMJivYlItr6EASw+3+0vqp49MHmu4ooA\/P34k\/A\/wAX+B3knazOq6UpyL2yUuAP9tPvJ+OR7mvLa\/VSuN8U\/DDwV4pkeXW\/DlhNcP8AenjQwysfUuhDH8TQB+btFfcN9+zB4BuWJhfWrQekN0pA\/wC+0aks\/wBl\/wAA25Bll1u6x2mukGf++EWgD4fr0X4cfB7xd48ljk0+waz0xj81\/eAxxY\/2e7\/8BB9yK+1fC\/wk8C+GXWTSvDdiJ15E1wDcOD6hpCcH6YruqAPOfhJ8I\/D\/AMN7QvYqb3WJV2z6hMo3sO6oP4F9hye5OBXo1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFY\/izw1pHi3RJ9J8QWUd5ZS9UfgqezKRyrD1FbFFAHxR8U\/2btf8AD0k194Q8zXNKGW8kAfaoh6FR\/rPqvP8As14PcwTW07wXMUkM0Z2vHIpVlPoQelfqfWD4n8G+HPFMe3xDothqBAwHmhBdR7P94fgaAPzJor7r1T9mn4eXrs1vbalYZ\/htrskD6eYGrOg\/ZZ8CxSbnvvEEw\/uvcxAfpEDQB8S103grwL4k8a3ot\/DmlXF3zh5tu2KP\/ec\/KPpnPpX3D4e+BXw70N1ki8PQ3cynO++drjP\/AAFjt\/SvSLW3htLdILWGOGCMbUjjUKqj0AHAoA8P+Df7Pek+DpoNW8SSRavrqYeNdv8Ao9s3qoPLsP7x6dgCM17rRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH\/2Q==\" style=\"width: 500px;\" data-filename=\"MOFA.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3308  \"   data-id=\"3308\" data-itemtype=\"richtext\" data-itemid=\"3308\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Dies sind die Kosten, die bei unserer Fahrschule anfallen - vom Grundbetrag \u00fcber die \u00dcbungsfahrten bis zur Praktischen Pr\u00fcfungsfahrt. S\u00e4mtliche Fahrten sind gesetzlich vorgeschrieben.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3307  \" data-showinsummary=\"true\"  data-id=\"3307\" data-itemtype=\"richtext\" data-itemid=\"3307\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Grundbetrag<\/td><td>200,00 \u20ac<\/td><\/tr><tr><td>Anmeldung zur theoretischen Pr\u00fcfung<\/td><td>65,00 \u20ac<\/td><\/tr><tr><td>Eine Fahrstunde a 90 Minuten = 2 Einheiten a 79,00 \u20ac<\/td><td>158,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3310  \" data-alignment=\"0\"  data-id=\"3310\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Gesamt Fahrschule<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"423\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3310\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Gesamt Fahrschule\" data-originaltitle=\"Gesamt Fahrschule\"  data-originallabel=\"Gesamt Fahrschule\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 200 +65+158<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_589\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"590\" data-title=\"Weitere Kosten\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Weitere Kosten<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3315   lfb_row row\"     data-id=\"3315\" data-columns=\"[]\" data-itemtype=\"row\"><\/div><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3311   lfb_row row\"     data-id=\"3311\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3316  \"   data-id=\"3316\" data-itemtype=\"richtext\" data-itemid=\"3316\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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\" style=\"width: 500px;\" data-filename=\"MOFA.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3313  \"   data-id=\"3313\" data-itemtype=\"richtext\" data-itemid=\"3313\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Es fallen f\u00fcr dich auch noch Kosten au\u00dferhalb unserer Fahrschule an, bis du deine Fahrerlaubnis in den H\u00e4nden h\u00e4ltst. S\u00e4mtliche Geb\u00fchren sind festgelegt.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3312  \" data-showinsummary=\"true\"  data-id=\"3312\" data-itemtype=\"richtext\" data-itemid=\"3312\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><br><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV Geb\u00fchren f\u00fcr die Theoriepr\u00fcfung<\/td><td>15,47 \u20ac<\/td><\/tr><tr><td>T\u00dcV Pr\u00fcfungsbescheinigung<br><\/td><td>8,33 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3314  \" data-alignment=\"0\"  data-id=\"3314\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Externe Kosten gesamt<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"23.8\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"Total - Weitere Kosten\"    data-hideqtsum=\"true\"     data-itemid=\"3314\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Externe Kosten gesamt\" data-originaltitle=\"Externe Kosten gesamt\"  data-originallabel=\"Externe Kosten gesamt\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 15.47 + 8.33<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_590\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"591\" data-title=\"Dalsze koszty\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Dalsze koszty<\/h2>\t<div class=\"lfb_genContent container lfb_noDes\" >\t\t<div class=\"row lfb_row  lfb_sortable\"><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3317   lfb_row row\"     data-id=\"3317\" data-columns=\"[{&quot;id&quot;:&quot;695b876397029&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b876397029\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3321  \"   data-id=\"3321\" data-itemtype=\"richtext\" data-itemid=\"3321\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" 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style=\"width: 500px;\" data-filename=\"Klasse-B96.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3319  \"   data-id=\"3319\" data-itemtype=\"richtext\" data-itemid=\"3319\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Wreszcie, wystarczy, \u017ce wprowadzisz numer klucza w swoim prawie jazdy.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3318  \" data-showinsummary=\"true\"  data-id=\"3318\" data-itemtype=\"richtext\" data-itemid=\"3318\" data-title=\"Rodzaje koszt\u00f3w zewn\u0119trznych\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Rejestracja numeru klucza <br>w organie wydaj\u0105cym prawo jazdy<\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3320  \" data-alignment=\"0\"  data-id=\"3320\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Ca\u0142kowite koszty zewn\u0119trzne<\/label>\r\n                     <input readonly=\"readonly\"  data-prefill=\"\" data-urlvariable=\"1\"  data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\" data-sentattribute=\"price\" data-variablename=\"\"  data-type=\"numberfield\" type=\"number\"     data-reduc=\"0\" data-reducqt=\"\"  data-price=\"38.3\"   data-operation=\"+\" data-addtototal=\"0\"   data-valueasqt=\"1\" placeholder=\"\"    data-hideqtsum=\"true\"     data-itemid=\"3320\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Ca\u0142kowite koszty zewn\u0119trzne\" data-originaltitle=\"Ca\u0142kowite koszty zewn\u0119trzne\"  data-originallabel=\"Ca\u0142kowite koszty zewn\u0119trzne\"  \/>\r\n                  <p class=\"lfb_itemDes \">price = 38.3<\/p><\/div><\/div><\/div><\/div> <\/div> <\/div><div class=\"lfb_totalBottomContainer \"><hr\/><h3 class=\"lfb_totalBottom\">\r\n                                <span>0$<\/span><\/h3><\/div><div class=\"lfb_errorMsg alert alert-danger\">Aby kontynuowa\u0107, musisz wybra\u0107 co\u015b<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_591\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>Nast\u0119pny krok<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" id=\"finalSlide\" data-stepid=\"final\" data-title=\"Suma wszystkich koszt\u00f3w\">\r\n                <h2 class=\"lfb_stepTitle\">Suma wszystkich koszt\u00f3w<\/h2>\r\n                <div class=\"lfb_genContent container\">\r\n                    <div class=\"row lfb_row lfb_genContentSlide active  lfb_sortable\">\r\n                        <p id=\"lfb_finalLabel\" class=\"lfb-hidden\">Szacunkowe koszty ca\u0142kowite to:<\/p><div id=\"lfb_finalPrice\" class=\"lfb-hidden\"><span><\/span><\/div><div id=\"lfb_subTxtValue\" class=\"lfb_dynamicHide\"><\/div><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3322   lfb_row row\"     data-id=\"3322\" data-columns=\"[{&quot;id&quot;:&quot;695b8763e4185&quot;,&quot;size&quot;:&quot;1\\\/3&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b8763e4185\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3323   lfb_btnContainer\"  data-id=\"3323\" data-itemtype=\"button\"><a      data-urlvariable=\"1\" data-sentattribute=\"price\" data-variablename=\"\" class=\"lfb_button btn btn-primary btn-wide \"                  data-urltarget=\"https:\/\/www.fahrschulanmeldung.de\/fahrschule-holzaepfel-daniel-schmidt-herbolzheim\" data-urltargetmode=\"_blank\" data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-operation=\"+\" data-itemid=\"3323\"    data-prodid=\"0\" data-title=\"Jetzt anmelden\"  title=\"Jetzt anmelden\" data-originaltitle=\"Jetzt anmelden\"  data-originallabel=\"Jetzt anmelden\"  data-price=\"0\" data-addtototal=\"0\"><span class=\"lfb_buttonTitle\">Jetzt anmelden<\/span><\/a><\/div><\/div><\/div>\r\n                   <div id=\"lfb_summary\" class=\"lfb_summary table-responsive \">\r\n                        <h3>Streszczenie<\/h3>\r\n                        <table class=\"table table-bordered\">\r\n                            <thead>\r\n                                <th>Opis<\/th>\r\n                                <th class=\"lfb_valueTh\">Informacja<\/th>\r\n                                <th class=\"lfb_quantityTh \">T\u0142um<\/th>\r\n                                <th class=\"lfb_priceTh \">Cena<\/th>\r\n                            <\/thead>\r\n                            <tbody>\r\n                                <tr id=\"lfb_summaryDiscountTr\" class=\"lfb_static \"><th colspan=\"3\">Discount :<\/th><th id=\"lfb_summaryDiscount\"><span><\/span><\/th><\/tr>\r\n                                <tr id=\"lfb_summaryTotalTr\" class=\"lfb_static \"><th colspan=\"3\">Razem:<\/th><th id=\"lfb_summaryTotal\"><span><\/span><\/th><\/tr>\r\n                            <\/tbody>\r\n                        <\/table>\r\n                    <\/div><div id=\"lfb_lastStepDown\"><\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnOrder\" class=\"btn btn-wide btn-primary\"><span class=\"fa fa-check\"><\/span>REJESTROWA\u0106<\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\" class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Powr\u00f3t do ostatniego kroku<\/a><\/div><\/div><div class=\"clearfix\" data-tldinit=\"true\"><\/div><\/div><\/div><\/div><\/div><\/div><\/div><\/div><\/div><\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7979e55 e-flex e-con-boxed e-con e-parent\" data-id=\"7979e55\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;shape_divider_top&quot;:&quot;tilt&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-shape elementor-shape-top\" aria-hidden=\"true\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1000 100\" preserveAspectRatio=\"none\">\n\t<path class=\"elementor-shape-fill\" d=\"M0,6V0h1000v100L0,6z\"\/>\n<\/svg>\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a6269f3 elementor-widget elementor-widget-heading\" data-id=\"a6269f3\" data-element_type=\"widget\" data-e-type=\"widget\" id=\"notoc\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Koszty i finansowanie<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8f9f9ad elementor-widget elementor-widget-heading\" data-id=\"8f9f9ad\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Cz\u0119sto zadawane pytania<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-541a76f elementor-widget-divider--separator-type-pattern elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"541a76f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\" style=\"--divider-pattern-url: url(&quot;data:image\/svg+xml,%3Csvg xmlns=&#039;http:\/\/www.w3.org\/2000\/svg&#039; preserveAspectRatio=&#039;none&#039; overflow=&#039;visible&#039; height=&#039;100%&#039; viewBox=&#039;0 0 24 24&#039; fill=&#039;none&#039; stroke=&#039;black&#039; stroke-width=&#039;3&#039; stroke-linecap=&#039;square&#039; stroke-miterlimit=&#039;10&#039;%3E%3Cpolyline points=&#039;0,18 12,6 24,18 &#039;\/%3E%3C\/svg%3E&quot;);\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4422bb9 e-con-full e-flex e-con e-child\" data-id=\"4422bb9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-e590da7 e-con-full e-flex e-con e-child\" data-id=\"e590da7\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8a6887c elementor-widget elementor-widget-html\" data-id=\"8a6887c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<script type=\"application\/ld+json\">{\r\n  \"@context\": \"https:\/\/schema.org\",\r\n  \"@type\": \"FAQPage\",\r\n  \"mainEntity\": [{\r\n    \"@type\": \"Question\",\r\n    \"name\": \"Haben Fahrstunden morgens und abends unteschiedliche Preise?\",\r\n    \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Ja. F\u00fcr Fahrstunden ab 18:00 Uhr nehmen wir einen Aufpreis in H\u00f6he von 10,00 \u20ac, den wir an unsere flei\u00dfigen Fahrlehrer weitergeben. Das Gleiche gilt f\u00fcr Fahrstunden, die samstags ab 10:00 Uhr stattfinden.\"\r\n    }\r\n  },{\r\n    \"@type\": \"Question\",\r\n    \"name\": \"Kosten Fahrstunden mehr, die in einer Fremdsprache durchgef\u00fchrt werden?\",\r\n    \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Fahrstunden, die in Englisch, Polnisch oder Russisch durchgef\u00fchrt werden, haben einen generellen Aufpreis von 10,00 \u20ac pro Stunde.\"\r\n    }\r\n  },{\r\n    \"@type\": \"Question\",\r\n    \"name\": \"Macht ihr auch Ratenzahlung?\",\r\n    \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Eine M\u00f6glichkeit zur Ratenzahlung besteht leider nicht.\"\r\n    }\r\n  },{\r\n    \"@type\": \"Question\",\r\n    \"name\": \"Muss ich alle Kosten auf einmal bezahlen? Oder wann werden welche Kosten f\u00e4llig?\",\r\n    \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Deine Grundgeb\u00fchr bezahlst du bei der Anmeldung oder bei der ersten Theoriestunde. Die Fahrstunden kannst du so bezahlen, wie du sie vornimmst.\"\r\n    }\r\n  },{\r\n    \"@type\": \"Question\",\r\n    \"name\": \"Welche Zahlungsarten bietet ihr an?\",\r\n    \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Du hast zwei M\u00f6glichkeiten: Entweder du bezahlst elektronisch via Kreditkarte oder EC-Karte - oder du nimmst deine Zahlung mit Bargeld vor. Beides akzeptieren wir vor Ort.\"\r\n    }\r\n  },{\r\n    \"@type\": \"Question\",\r\n    \"name\": \"Welche Kosten entstehen, wenn ich bei einer Pr\u00fcfung durchfalle?\",\r\n    \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Wenn du bei der theoretischen Pr\u00fcfung durchf\u00e4llst, dann fallen die Kosten f\u00fcr die Vorstellung zur Pr\u00fcfung und die T\u00dcV-Geb\u00fchren erneut an.F\u00e4llst du bei der praktischen Pr\u00fcfung durch, dann entstehen die Kosten f\u00fcr die Vorstellung zur Pr\u00fcfung, die T\u00dcV-Geb\u00fchren und weitere Kosten f\u00fcr \u00dcbungsfahrten.\"\r\n    }\r\n  },{\r\n    \"@type\": \"Question\",\r\n    \"name\": \"Erhalte ich eine Gesamtrechnung \u00fcber s\u00e4mtliche Ausgaben, die ich bei euch get\u00e4tigt habe?\",\r\n    \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Selbstverst\u00e4ndlich erh\u00e4ltst du nach Abschluss deiner Ausbildung eine Rechnung mit der kompletten Gesamtkosten\u00fcbersicht.\"\r\n    }\r\n  }]\r\n}\r\n<\/script>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-74830d8 elementor-widget__width-inherit elementor-widget elementor-widget-elementskit-accordion\" data-id=\"74830d8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"elementskit-accordion.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"ekit-wid-con\" >\n        <div class=\"elementskit-accordion accoedion-primary\" id=\"accordion-69d5fe9dcfd7b\">\n\n            \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-0-74830d8\">\n                        <a href=\"#collapse-f77b90869d5fe9dcfd7b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-f77b90869d5fe9dcfd7b\" aria-expanded=\"false\" aria-controls=\"Collapse-f77b90869d5fe9dcfd7b\">\n                            \n                            <span class=\"ekit-accordion-title\">Akordeon<\/span>\n\n                            \n                                <div class=\"ekit_accordion_icon_group\">\n                                    <div class=\"ekit_accordion_normal_icon\">\n                                        <!-- Normal Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-down\"><\/i>                                    <\/div>\n\n                                    <div class=\"ekit_accordion_active_icon\">\n                                        <!-- Active Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-up\"><\/i>                                    <\/div>\n                                <\/div>\n\n                            \n                                                    <\/a>\n                    <\/div>\n\n                    <div id=\"Collapse-f77b90869d5fe9dcfd7b\" class=\" collapse\" aria-labelledby=\"primaryHeading-0-74830d8\" data-parent=\"#accordion-69d5fe9dcfd7b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            Far far away, behind the word mountains, far from the countries Vokalia and Consonantia, there live the blind texts. Separated they live in Bookmarksgrove right at the coast                        <\/div>\n\n                    <\/div>\n\n                <\/div><!-- .elementskit-card END -->\n\n                \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-1-74830d8\">\n                        <a href=\"#collapse-76dbc1e69d5fe9dcfd7b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-76dbc1e69d5fe9dcfd7b\" aria-expanded=\"false\" aria-controls=\"Collapse-76dbc1e69d5fe9dcfd7b\">\n                            \n                            <span class=\"ekit-accordion-title\">Czy poranne i wieczorne lekcje jazdy maj\u0105 r\u00f3\u017cne ceny?<\/span>\n\n                            \n                                <div class=\"ekit_accordion_icon_group\">\n                                    <div class=\"ekit_accordion_normal_icon\">\n                                        <!-- Normal Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-down\"><\/i>                                    <\/div>\n\n                                    <div class=\"ekit_accordion_active_icon\">\n                                        <!-- Active Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-up\"><\/i>                                    <\/div>\n                                <\/div>\n\n                            \n                                                    <\/a>\n                    <\/div>\n\n                    <div id=\"Collapse-76dbc1e69d5fe9dcfd7b\" class=\" collapse\" aria-labelledby=\"primaryHeading-1-74830d8\" data-parent=\"#accordion-69d5fe9dcfd7b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Tak. Za lekcje jazdy po godzinie 18:00 pobieramy dodatkow\u0105 op\u0142at\u0119 w wysoko\u015bci 10,00 \u20ac, kt\u00f3r\u0105 przekazujemy naszym ci\u0119\u017cko pracuj\u0105cym instruktorom jazdy. To samo dotyczy lekcji jazdy, kt\u00f3re odbywaj\u0105 si\u0119 w soboty od godziny 10:00.  <\/p>\n                        <\/div>\n\n                    <\/div>\n\n                <\/div><!-- .elementskit-card END -->\n\n                \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-2-74830d8\">\n                        <a href=\"#collapse-f9020b569d5fe9dcfd7b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-f9020b569d5fe9dcfd7b\" aria-expanded=\"false\" aria-controls=\"Collapse-f9020b569d5fe9dcfd7b\">\n                            \n                            <span class=\"ekit-accordion-title\">Czy nauka jazdy w j\u0119zyku obcym kosztuje wi\u0119cej?<\/span>\n\n                            \n                                <div class=\"ekit_accordion_icon_group\">\n                                    <div class=\"ekit_accordion_normal_icon\">\n                                        <!-- Normal Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-down\"><\/i>                                    <\/div>\n\n                                    <div class=\"ekit_accordion_active_icon\">\n                                        <!-- Active Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-up\"><\/i>                                    <\/div>\n                                <\/div>\n\n                            \n                                                    <\/a>\n                    <\/div>\n\n                    <div id=\"Collapse-f9020b569d5fe9dcfd7b\" class=\" collapse\" aria-labelledby=\"primaryHeading-2-74830d8\" data-parent=\"#accordion-69d5fe9dcfd7b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Lekcje jazdy prowadzone w j\u0119zyku angielskim, polskim lub rosyjskim podlegaj\u0105 og\u00f3lnej dop\u0142acie w wysoko\u015bci 10,00 \u20ac za godzin\u0119.<\/p>\n                        <\/div>\n\n                    <\/div>\n\n                <\/div><!-- .elementskit-card END -->\n\n                \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-3-74830d8\">\n                        <a href=\"#collapse-58e81d169d5fe9dcfd7b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-58e81d169d5fe9dcfd7b\" aria-expanded=\"false\" aria-controls=\"Collapse-58e81d169d5fe9dcfd7b\">\n                            \n                            <span class=\"ekit-accordion-title\">Czy oferujecie r\u00f3wnie\u017c p\u0142atno\u015bci ratalne?<\/span>\n\n                            \n                                <div class=\"ekit_accordion_icon_group\">\n                                    <div class=\"ekit_accordion_normal_icon\">\n                                        <!-- Normal Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-down\"><\/i>                                    <\/div>\n\n                                    <div class=\"ekit_accordion_active_icon\">\n                                        <!-- Active Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-up\"><\/i>                                    <\/div>\n                                <\/div>\n\n                            \n                                                    <\/a>\n                    <\/div>\n\n                    <div id=\"Collapse-58e81d169d5fe9dcfd7b\" class=\" collapse\" aria-labelledby=\"primaryHeading-3-74830d8\" data-parent=\"#accordion-69d5fe9dcfd7b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Niestety nie ma mo\u017cliwo\u015bci p\u0142atno\u015bci w ratach.<\/p>\n                        <\/div>\n\n                    <\/div>\n\n                <\/div><!-- .elementskit-card END -->\n\n                \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-4-74830d8\">\n                        <a href=\"#collapse-452f37d69d5fe9dcfd7b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-452f37d69d5fe9dcfd7b\" aria-expanded=\"false\" aria-controls=\"Collapse-452f37d69d5fe9dcfd7b\">\n                            \n                            <span class=\"ekit-accordion-title\">Czy musz\u0119 zap\u0142aci\u0107 wszystkie koszty naraz? Albo kiedy jakie koszty s\u0105 nale\u017cne? <\/span>\n\n                            \n                                <div class=\"ekit_accordion_icon_group\">\n                                    <div class=\"ekit_accordion_normal_icon\">\n                                        <!-- Normal Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-down\"><\/i>                                    <\/div>\n\n                                    <div class=\"ekit_accordion_active_icon\">\n                                        <!-- Active Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-up\"><\/i>                                    <\/div>\n                                <\/div>\n\n                            \n                                                    <\/a>\n                    <\/div>\n\n                    <div id=\"Collapse-452f37d69d5fe9dcfd7b\" class=\" collapse\" aria-labelledby=\"primaryHeading-4-74830d8\" data-parent=\"#accordion-69d5fe9dcfd7b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Op\u0142at\u0119 podstawow\u0105 uiszcza si\u0119 podczas rejestracji lub na pierwszej lekcji teoretycznej. Za lekcje jazdy mo\u017cna p\u0142aci\u0107 na bie\u017c\u0105co. <\/p>\n                        <\/div>\n\n                    <\/div>\n\n                <\/div><!-- .elementskit-card END -->\n\n                \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-5-74830d8\">\n                        <a href=\"#collapse-8900d9469d5fe9dcfd7b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-8900d9469d5fe9dcfd7b\" aria-expanded=\"false\" aria-controls=\"Collapse-8900d9469d5fe9dcfd7b\">\n                            \n                            <span class=\"ekit-accordion-title\">Jakie metody p\u0142atno\u015bci oferujecie?<\/span>\n\n                            \n                                <div class=\"ekit_accordion_icon_group\">\n                                    <div class=\"ekit_accordion_normal_icon\">\n                                        <!-- Normal Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-down\"><\/i>                                    <\/div>\n\n                                    <div class=\"ekit_accordion_active_icon\">\n                                        <!-- Active Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-up\"><\/i>                                    <\/div>\n                                <\/div>\n\n                            \n                                                    <\/a>\n                    <\/div>\n\n                    <div id=\"Collapse-8900d9469d5fe9dcfd7b\" class=\" collapse\" aria-labelledby=\"primaryHeading-5-74830d8\" data-parent=\"#accordion-69d5fe9dcfd7b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Masz dwie mo\u017cliwo\u015bci: Albo p\u0142acisz elektronicznie kart\u0105 kredytow\u0105 lub kart\u0105 EC - albo p\u0142acisz got\u00f3wk\u0105. Akceptujemy obie opcje na miejscu. <\/p>\n                        <\/div>\n\n                    <\/div>\n\n                <\/div><!-- .elementskit-card END -->\n\n                \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-6-74830d8\">\n                        <a href=\"#collapse-883f45469d5fe9dcfd7b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-883f45469d5fe9dcfd7b\" aria-expanded=\"false\" aria-controls=\"Collapse-883f45469d5fe9dcfd7b\">\n                            \n                            <span class=\"ekit-accordion-title\">Jakie koszty ponios\u0119, je\u015bli nie zdam egzaminu?<\/span>\n\n                            \n                                <div class=\"ekit_accordion_icon_group\">\n                                    <div class=\"ekit_accordion_normal_icon\">\n                                        <!-- Normal Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-down\"><\/i>                                    <\/div>\n\n                                    <div class=\"ekit_accordion_active_icon\">\n                                        <!-- Active Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-up\"><\/i>                                    <\/div>\n                                <\/div>\n\n                            \n                                                    <\/a>\n                    <\/div>\n\n                    <div id=\"Collapse-883f45469d5fe9dcfd7b\" class=\" collapse\" aria-labelledby=\"primaryHeading-6-74830d8\" data-parent=\"#accordion-69d5fe9dcfd7b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>W przypadku niezaliczenia testu teoretycznego, koszty prezentacji do testu i op\u0142aty T\u00dcV zostan\u0105 poniesione ponownie.<\/p>\n<p>W przypadku niezaliczenia testu praktycznego, koszty prezentacji do testu, op\u0142aty T\u00dcV i dalsze koszty jazd pr\u00f3bnych zostan\u0105 poniesione.<\/p>\n                        <\/div>\n\n                    <\/div>\n\n                <\/div><!-- .elementskit-card END -->\n\n                \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-7-74830d8\">\n                        <a href=\"#collapse-ea4b20269d5fe9dcfd7b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-ea4b20269d5fe9dcfd7b\" aria-expanded=\"false\" aria-controls=\"Collapse-ea4b20269d5fe9dcfd7b\">\n                            \n                            <span class=\"ekit-accordion-title\">Czy otrzymam ca\u0142kowit\u0105 faktur\u0119 za wszystkie poniesione wydatki?<\/span>\n\n                            \n                                <div class=\"ekit_accordion_icon_group\">\n                                    <div class=\"ekit_accordion_normal_icon\">\n                                        <!-- Normal Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-down\"><\/i>                                    <\/div>\n\n                                    <div class=\"ekit_accordion_active_icon\">\n                                        <!-- Active Icon -->\n\t\t\t\t\t\t\t\t\t\t<i class=\"far fa-arrow-alt-circle-up\"><\/i>                                    <\/div>\n                                <\/div>\n\n                            \n                                                    <\/a>\n                    <\/div>\n\n                    <div id=\"Collapse-ea4b20269d5fe9dcfd7b\" class=\" collapse\" aria-labelledby=\"primaryHeading-7-74830d8\" data-parent=\"#accordion-69d5fe9dcfd7b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Oczywi\u015bcie po zako\u0144czeniu szkolenia otrzymasz faktur\u0119 z pe\u0142nym przegl\u0105dem ca\u0142kowitych koszt\u00f3w.<\/p>\n                        <\/div>\n\n                    <\/div>\n\n                <\/div><!-- .elementskit-card END -->\n\n                                        <\/div>\n    <\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-23c73a80 e-con-full e-flex e-con e-parent\" data-id=\"23c73a80\" data-element_type=\"container\" data-e-type=\"container\" id=\"notoc\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5a732b3d elementor-widget elementor-widget-heading\" data-id=\"5a732b3d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Mo\u017ce Ci\u0119 to r\u00f3wnie\u017c zainteresowa\u0107<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7cbcc4bc elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"7cbcc4bc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Powi\u0105zane strony<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3385aacc elementor-grid-4 elementor-grid-laptop-3 elementor-widget-tablet__width-inherit elementor-hidden-laptop elementor-hidden-tablet_extra elementor-hidden-tablet elementor-hidden-mobile_extra elementor-hidden-mobile elementor-grid-tablet-2 elementor-grid-mobile-1 elementor-widget elementor-widget-portfolio\" data-id=\"3385aacc\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;columns&quot;:&quot;4&quot;,&quot;columns_laptop&quot;:&quot;3&quot;,&quot;item_ratio&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:0.67,&quot;sizes&quot;:[]},&quot;columns_tablet&quot;:&quot;2&quot;,&quot;columns_mobile&quot;:&quot;1&quot;,&quot;item_gap&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;row_gap&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"portfolio.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-portfolio elementor-grid elementor-posts-container\" role=\"list\">\n\t\t\t\t<article class=\"elementor-portfolio-item elementor-post  post-12188 page type-page status-publish has-post-thumbnail hentry category-prawo-jazdy tag-bf17-pl\" role=\"listitem\">\n\t\t\t<a class=\"elementor-post__thumbnail__link\" href=\"https:\/\/fahrschule-batyra.de\/pl\/prawo-jazdy\/jazda-w-towarzystwie-bf17\/\">\n\t\t\t\t<div class=\"elementor-portfolio-item__img elementor-post__thumbnail\">\n\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"1000\" height=\"667\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Begleitetes-Fahren-BF17_Beitrag.jpg\" class=\"attachment-full size-full wp-image-11612\" alt=\"\" srcset=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Begleitetes-Fahren-BF17_Beitrag.jpg 1000w, https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Begleitetes-Fahren-BF17_Beitrag-300x200.jpg 300w, https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Begleitetes-Fahren-BF17_Beitrag-768x512.jpg 768w\" sizes=\"(max-width: 1000px) 100vw, 1000px\" \/>\t\t<\/div>\n\t\t\t\t<div class=\"elementor-portfolio-item__overlay\">\n\t\t\t\t<h4 class=\"elementor-portfolio-item__title\">\n\t\tJazda w towarzystwie (BF17)\t\t<\/h4>\n\t\t\t\t<\/div>\n\t\t\t\t<\/a>\n\t\t<\/article>\n\t\t\t\t<article class=\"elementor-portfolio-item elementor-post  post-12169 page type-page status-publish has-post-thumbnail hentry category-prawo-jazdy\" role=\"listitem\">\n\t\t\t<a class=\"elementor-post__thumbnail__link\" href=\"https:\/\/fahrschule-batyra.de\/pl\/prawo-jazdy\/nasze-lekcje-teorii\/\">\n\t\t\t\t<div class=\"elementor-portfolio-item__img elementor-post__thumbnail\">\n\t\t\t<img decoding=\"async\" width=\"1000\" height=\"667\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Terminkalender-Theorieunterricht-Beitragsbild.jpg\" class=\"attachment-full size-full wp-image-18106\" alt=\"\" srcset=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Terminkalender-Theorieunterricht-Beitragsbild.jpg 1000w, https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Terminkalender-Theorieunterricht-Beitragsbild-300x200.jpg 300w, https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Terminkalender-Theorieunterricht-Beitragsbild-768x512.jpg 768w\" sizes=\"(max-width: 1000px) 100vw, 1000px\" \/>\t\t<\/div>\n\t\t\t\t<div class=\"elementor-portfolio-item__overlay\">\n\t\t\t\t<h4 class=\"elementor-portfolio-item__title\">\n\t\tNasze lekcje teorii\t\t<\/h4>\n\t\t\t\t<\/div>\n\t\t\t\t<\/a>\n\t\t<\/article>\n\t\t\t\t<article class=\"elementor-portfolio-item elementor-post  post-12156 page type-page status-publish has-post-thumbnail hentry category-klasy category-prawo-jazdy category-szkola-jazdy\" role=\"listitem\">\n\t\t\t<a class=\"elementor-post__thumbnail__link\" href=\"https:\/\/fahrschule-batyra.de\/pl\/nasze-oferty-specjalne\/\">\n\t\t\t\t<div class=\"elementor-portfolio-item__img elementor-post__thumbnail\">\n\t\t\t<img decoding=\"async\" width=\"1000\" height=\"667\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Warum-zur-Fahrschule-2er-unsere-Versprechen_Beitrag.jpg\" class=\"attachment-full size-full wp-image-18095\" alt=\"\" srcset=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Warum-zur-Fahrschule-2er-unsere-Versprechen_Beitrag.jpg 1000w, https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Warum-zur-Fahrschule-2er-unsere-Versprechen_Beitrag-300x200.jpg 300w, https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Warum-zur-Fahrschule-2er-unsere-Versprechen_Beitrag-768x512.jpg 768w\" sizes=\"(max-width: 1000px) 100vw, 1000px\" \/>\t\t<\/div>\n\t\t\t\t<div class=\"elementor-portfolio-item__overlay\">\n\t\t\t\t<h4 class=\"elementor-portfolio-item__title\">\n\t\tNasze oferty specjalne\t\t<\/h4>\n\t\t\t\t<\/div>\n\t\t\t\t<\/a>\n\t\t<\/article>\n\t\t\t\t<article class=\"elementor-portfolio-item elementor-post  post-12217 page type-page status-publish has-post-thumbnail hentry category-klasy tag-bf17-pl tag-klasa-b\" role=\"listitem\">\n\t\t\t<a class=\"elementor-post__thumbnail__link\" href=\"https:\/\/fahrschule-batyra.de\/pl\/zajecia-na-prawo-jazdy\/samochody-klasy-b\/\">\n\t\t\t\t<div class=\"elementor-portfolio-item__img elementor-post__thumbnail\">\n\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"667\" src=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Klasse-B-Fuehrerschein-PKW_Beitrag.jpg\" class=\"attachment-full size-full wp-image-11627\" alt=\"\" srcset=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Klasse-B-Fuehrerschein-PKW_Beitrag.jpg 1000w, https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Klasse-B-Fuehrerschein-PKW_Beitrag-300x200.jpg 300w, https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Klasse-B-Fuehrerschein-PKW_Beitrag-768x512.jpg 768w\" sizes=\"(max-width: 1000px) 100vw, 1000px\" \/>\t\t<\/div>\n\t\t\t\t<div class=\"elementor-portfolio-item__overlay\">\n\t\t\t\t<h4 class=\"elementor-portfolio-item__title\">\n\t\tSamochody klasy B\t\t<\/h4>\n\t\t\t\t<\/div>\n\t\t\t\t<\/a>\n\t\t<\/article>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-91ebf86 elementor-hidden-desktop elementor-widget elementor-widget-loop-carousel\" data-id=\"91ebf86\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;template_id&quot;:12594,&quot;slides_to_show&quot;:&quot;4&quot;,&quot;image_spacing_custom&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:0,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile_extra&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:0,&quot;sizes&quot;:[]},&quot;_skin&quot;:&quot;post&quot;,&quot;slides_to_show_laptop&quot;:&quot;3&quot;,&quot;slides_to_show_tablet_extra&quot;:&quot;3&quot;,&quot;slides_to_show_tablet&quot;:&quot;2&quot;,&quot;slides_to_show_mobile_extra&quot;:&quot;2&quot;,&quot;slides_to_show_mobile&quot;:&quot;1&quot;,&quot;slides_to_scroll&quot;:&quot;1&quot;,&quot;edit_handle_selector&quot;:&quot;.elementor-loop-container&quot;,&quot;infinite&quot;:&quot;yes&quot;,&quot;speed&quot;:500,&quot;offset_sides&quot;:&quot;none&quot;,&quot;image_spacing_custom_laptop&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_tablet_extra&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"loop-carousel.post\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"swiper elementor-loop-container elementor-grid\" role=\"list\" dir=\"ltr\">\n\t\t\t\t<div class=\"swiper-wrapper\" aria-live=\"polite\">\n\t\t<style id=\"loop-dynamic-12594\">.e-loop-item-12259 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .e-loop-item-12259 .elementor-element.elementor-element-c818805 > .elementor-motion-effects-container > .elementor-motion-effects-layer{background-image:url(\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/04\/Mehrsprachige-Fahrstunden_Beitrag.jpg\");}<\/style><style id=\"loop-12594\">.elementor-12594 .elementor-element.elementor-element-c818805{--display:flex;--min-height:343px;--flex-direction:column;--container-widget-width:calc( ( 1 - var( --container-widget-flex-grow ) ) * 100% );--container-widget-height:initial;--container-widget-flex-grow:0;--container-widget-align-self:initial;--flex-wrap-mobile:wrap;--justify-content:center;--align-items:center;--gap:0px 0px;--row-gap:0px;--column-gap:0px;--padding-top:0px;--padding-bottom:0px;--padding-left:0px;--padding-right:0px;}.elementor-12594 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .elementor-12594 .elementor-element.elementor-element-c818805 > .elementor-motion-effects-container > .elementor-motion-effects-layer{background-color:var( --e-global-color-primary );background-size:cover;}.elementor-12594 .elementor-element.elementor-element-6e52fb3{--display:flex;--padding-top:10px;--padding-bottom:10px;--padding-left:0px;--padding-right:0px;}.elementor-12594 .elementor-element.elementor-element-6e52fb3:not(.elementor-motion-effects-element-type-background), .elementor-12594 .elementor-element.elementor-element-6e52fb3 > .elementor-motion-effects-container > .elementor-motion-effects-layer{background-color:#FFFFFF8C;}.elementor-widget-heading .elementor-heading-title{font-family:var( --e-global-typography-primary-font-family ), Sans-serif;font-weight:var( --e-global-typography-primary-font-weight );color:var( --e-global-color-primary );}.elementor-12594 .elementor-element.elementor-element-9c0ac25{text-align:center;}.elementor-12594 .elementor-element.elementor-element-9c0ac25 .elementor-heading-title{font-family:\"Bebas Neue\", Sans-serif;font-size:44px;font-weight:600;line-height:40px;color:var( --e-global-color-primary );}.elementor-12594 .elementor-element.elementor-element-9c0ac25 > .elementor-widget-container{padding:0px 40px 0px 34px;}\/* Start custom CSS for heading, class: .elementor-element-9c0ac25 *\/.elementor-12594 .elementor-element.elementor-element-9c0ac25 {\r\n    color: #999999;\r\n    text-shadow: 1px 1px #ffffff;\r\n}\/* End custom CSS *\/<\/style>\t\t<div data-elementor-type=\"loop-item\" data-elementor-id=\"12594\" class=\"elementor elementor-12594 elementor-10074 elementor-10074 swiper-slide e-loop-item e-loop-item-12259 post-12259 page type-page status-publish has-post-thumbnail hentry category-szkola-jazdy\" data-elementor-post-type=\"elementor_library\" role=\"group\" aria-roledescription=\"slide\" data-custom-edit-handle=\"1\">\n\t\t\t<div class=\"elementor-element elementor-element-c818805 e-con-full e-flex e-con e-parent\" data-id=\"c818805\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-6e52fb3 e-con-full e-flex e-con e-child\" data-id=\"6e52fb3\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<style id=\"loop-dynamic-12594\">.e-loop-item-12486 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .e-loop-item-12486 .elementor-element.elementor-element-c818805 > .elementor-motion-effects-container > .elementor-motion-effects-layer{background-image:url(\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/Fahrschule-wechseln_Beitrrag.jpg\");}<\/style>\t\t<div data-elementor-type=\"loop-item\" data-elementor-id=\"12594\" class=\"elementor elementor-12594 elementor-10074 elementor-10074 swiper-slide e-loop-item e-loop-item-12486 post-12486 page type-page status-publish has-post-thumbnail hentry category-szkola-jazdy tag-bf17-pl\" data-elementor-post-type=\"elementor_library\" role=\"group\" aria-roledescription=\"slide\" data-custom-edit-handle=\"1\">\n\t\t\t<div class=\"elementor-element elementor-element-c818805 e-con-full e-flex e-con e-parent\" data-id=\"c818805\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-6e52fb3 e-con-full e-flex e-con e-child\" data-id=\"6e52fb3\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<style id=\"loop-dynamic-12594\">.e-loop-item-12196 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .e-loop-item-12196 .elementor-element.elementor-element-c818805 > .elementor-motion-effects-container > .elementor-motion-effects-layer{background-image:url(\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Bussgeldrechner_beitrag.jpg\");}<\/style>\t\t<div data-elementor-type=\"loop-item\" data-elementor-id=\"12594\" class=\"elementor elementor-12594 elementor-10074 elementor-10074 swiper-slide e-loop-item e-loop-item-12196 post-12196 page type-page status-publish has-post-thumbnail hentry category-usluga\" data-elementor-post-type=\"elementor_library\" role=\"group\" aria-roledescription=\"slide\" data-custom-edit-handle=\"1\">\n\t\t\t<div class=\"elementor-element elementor-element-c818805 e-con-full e-flex e-con e-parent\" data-id=\"c818805\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-6e52fb3 e-con-full e-flex e-con e-child\" data-id=\"6e52fb3\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<style id=\"loop-dynamic-12594\">.e-loop-item-12174 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .e-loop-item-12174 .elementor-element.elementor-element-c818805 > 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data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-6e52fb3 e-con-full e-flex e-con e-child\" data-id=\"6e52fb3\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8d9ff04 e-flex e-con-boxed e-con e-parent\" data-id=\"8d9ff04\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Wa\u017cn\u0105 kwesti\u0105 zwi\u0105zan\u0105 z prawem jazdy jest jego koszt. W naszym kalkulatorze cen mo\u017cna sprawdzi\u0107, ile b\u0119dzie kosztowa\u0107 pe\u0142ne prawo jazdy. koszty dodatkowe.  <\/p>\n","protected":false},"author":6,"featured_media":18091,"parent":0,"menu_order":3,"comment_status":"closed","ping_status":"closed","template":"elementor_header_footer","meta":{"_acf_changed":false,"inline_featured_image":false,"footnotes":""},"categories":[255,254,256,276,257,278,288],"tags":[289,291,290],"wf_page_folders":[],"class_list":["post-12174","page","type-page","status-publish","has-post-thumbnail","hentry","category-fahrschule","category-fuehrerschein","category-klassen","category-klasy","category-service","category-szkola-jazdy","category-usluga","tag-bf17-pl","tag-ceny","tag-klasa-b"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Koszt prawa jazdy | Szko\u0142a jazdy Batyra w Monachium Giesing<\/title>\n<meta name=\"description\" content=\"Koszt prawa jazdy? 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