{"id":12163,"date":"2023-09-19T09:51:11","date_gmt":"2023-09-19T07:51:11","guid":{"rendered":"https:\/\/fahrschule-batyra.de\/prices\/"},"modified":"2026-01-05T11:28:55","modified_gmt":"2026-01-05T10:28:55","slug":"prices","status":"publish","type":"page","link":"https:\/\/fahrschule-batyra.de\/en\/prices\/","title":{"rendered":"Prices"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"12163\" class=\"elementor elementor-12163 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\">How much does a driver's license cost?<\/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\">Our prices<\/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\/en\/\">Home<\/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%2Fen%2Fprices%2F%20Prices\" title=\"Bei Whatsapp teilen\" aria-label=\"Bei Whatsapp teilen\" role=\"button\" rel=\"noopener nofollow\" class=\"shariff-link\" style=\";border-radius:20%; 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=\"#34af23\" d=\"M17.6 17.4q0.2 0 1.7 0.8t1.6 0.9q0 0.1 0 0.3 0 0.6-0.3 1.4-0.3 0.7-1.3 1.2t-1.8 0.5q-1 0-3.4-1.1-1.7-0.8-3-2.1t-2.6-3.3q-1.3-1.9-1.3-3.5v-0.1q0.1-1.6 1.3-2.8 0.4-0.4 0.9-0.4 0.1 0 0.3 0t0.3 0q0.3 0 0.5 0.1t0.3 0.5q0.1 0.4 0.6 1.6t0.4 1.3q0 0.4-0.6 1t-0.6 0.8q0 0.1 0.1 0.3 0.6 1.3 1.8 2.4 1 0.9 2.7 1.8 0.2 0.1 0.4 0.1 0.3 0 1-0.9t0.9-0.9zM14 26.9q2.3 0 4.3-0.9t3.6-2.4 2.4-3.6 0.9-4.3-0.9-4.3-2.4-3.6-3.6-2.4-4.3-0.9-4.3 0.9-3.6 2.4-2.4 3.6-0.9 4.3q0 3.6 2.1 6.6l-1.4 4.2 4.3-1.4q2.8 1.9 6.2 1.9zM14 2.2q2.7 0 5.2 1.1t4.3 2.9 2.9 4.3 1.1 5.2-1.1 5.2-2.9 4.3-4.3 2.9-5.2 1.1q-3.5 0-6.5-1.7l-7.4 2.4 2.4-7.2q-1.9-3.2-1.9-6.9 0-2.7 1.1-5.2t2.9-4.3 4.3-2.9 5.2-1.1z\"\/><\/svg><\/span><\/a><\/li><li class=\"shariff-button facebook\" style=\"background-color:#a9a9a9;border-radius:20%\"><a href=\"https:\/\/www.facebook.com\/sharer\/sharer.php?u=https%3A%2F%2Ffahrschule-batyra.de%2Fen%2Fprices%2F\" title=\"Bei Facebook teilen\" aria-label=\"Bei Facebook teilen\" role=\"button\" rel=\"nofollow\" class=\"shariff-link\" style=\";border-radius:20%; 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 18 32\"><path fill=\"#3b5998\" d=\"M17.1 0.2v4.7h-2.8q-1.5 0-2.1 0.6t-0.5 1.9v3.4h5.2l-0.7 5.3h-4.5v13.6h-5.5v-13.6h-4.5v-5.3h4.5v-3.9q0-3.3 1.9-5.2t5-1.8q2.6 0 4.1 0.2z\"\/><\/svg><\/span><\/a><\/li><li class=\"shariff-button twitter\" style=\"background-color:#a9a9a9;border-radius:20%\"><a href=\"https:\/\/twitter.com\/share?url=https%3A%2F%2Ffahrschule-batyra.de%2Fen%2Fprices%2F&text=Prices\" title=\"Bei X teilen\" aria-label=\"Bei X teilen\" role=\"button\" rel=\"noopener nofollow\" class=\"shariff-link\" style=\";border-radius:20%; 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 24 24\"><path fill=\"#000\" d=\"M14.258 10.152L23.176 0h-2.113l-7.747 8.813L7.133 0H0l9.352 13.328L0 23.973h2.113l8.176-9.309 6.531 9.309h7.133zm-2.895 3.293l-.949-1.328L2.875 1.56h3.246l6.086 8.523.945 1.328 7.91 11.078h-3.246zm0 0\"\/><\/svg><\/span><\/a><\/li><li class=\"shariff-button telegram\" style=\"background-color:#a9a9a9;border-radius:20%\"><a href=\"https:\/\/telegram.me\/share\/url?url=https%3A%2F%2Ffahrschule-batyra.de%2Fen%2Fprices%2F&text=Prices\" title=\"Bei Telegram teilen\" aria-label=\"Bei Telegram teilen\" role=\"button\" rel=\"noopener nofollow\" class=\"shariff-link\" style=\";border-radius:20%; 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\tContents\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\">Fair, transparent - and never more than necessary.<\/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\">Never more than necessary<\/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>The cost of obtaining a driving license in Germany varies depending on the individual progress of the learner driver and their personal learning ability. It would therefore be unprofessional to quote a fixed price in advance that may not be met. <\/p><p>As a result, we can only give examples to illustrate the financial framework for your driver&#8217;s license. For special situations, we recommend asking our driving school directly about the costs and any discounts. <\/p><p>The number of driving lessons required and your own willingness to learn are always decisive factors. And we can already guarantee you that: With us you will certainly not take too many driving lessons! <\/p><p><strong>With regard to the additional costs, which are independent of our driving school, we assume no liability for the information provided. Even if we have published them to the best of our knowledge, there may always be changes that we have not included (e.g. municipal fees). <\/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\">Incl. all ancillary costs <\/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\">Cost calculator<\/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>Prices valid as of 01.01.2026.<br \/>For new issue and change of driving school<\/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 englisch 2026\" data-formsession=\"69d6266b105a9\" data-autoclick=\"0\"  data-subs=\"\" data-form=\"18\" 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=\"69d6266b105a9\"\/><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"512\" data-title=\"Class B (car)\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Class B (car)<\/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_2904   lfb_row row\"     data-id=\"2904\" data-columns=\"[{&quot;id&quot;:&quot;695b85a076a09&quot;,&quot;size&quot;:&quot;1\\\/3&quot;},{&quot;id&quot;:&quot;695b85a07744b&quot;,&quot;size&quot;:&quot;1\\\/3&quot;},{&quot;id&quot;:&quot;695b85a07772e&quot;,&quot;size&quot;:&quot;1\\\/3&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b85a076a09\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2901   lfb_picRow\" data-id=\"2901\"   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=\"2901\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Manual transmission (with automatic limitation)\" data-toggle=\"tooltip\" title=\"Manual transmission (with automatic limitation)\" data-originaltitle=\"Manual transmission (with automatic limitation)\" data-originallabel=\"Manual transmission (with automatic limitation)\" 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=\"695b85a07744b\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2902   lfb_picRow\" data-id=\"2902\"   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=\"2902\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Automatic (with shift carriage restriction)\" data-toggle=\"tooltip\" title=\"Automatic (with shift carriage restriction)\" data-originaltitle=\"Automatic (with shift carriage restriction)\" data-originallabel=\"Automatic (with shift carriage restriction)\" 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=\"695b85a07772e\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2903   lfb_picRow\" data-id=\"2903\"   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=\"2903\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Any gearbox (without limitation)\" data-toggle=\"tooltip\" title=\"Any gearbox (without limitation)\" data-originaltitle=\"Any gearbox (without limitation)\" data-originallabel=\"Any gearbox (without limitation)\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_512\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"1\"    data-showstepsum=\"0\" data-stepid=\"513\" data-title=\"Which driving license do you want to get?\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Which driving license do you want to get?<\/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_2906   lfb_row row\"     data-id=\"2906\" data-columns=\"[{&quot;id&quot;:&quot;695b85a078d27&quot;,&quot;size&quot;:&quot;1\\\/3&quot;},{&quot;size&quot;:&quot;1\\\/3&quot;,&quot;id&quot;:&quot;695b85a07929a&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b85a078d27\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2905   lfb_picRow\" data-id=\"2905\"   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=\"2905\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Car\" data-toggle=\"tooltip\" title=\"Car\" data-originaltitle=\"Car\" data-originallabel=\"Car\" 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=\"695b85a07929a\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2907   lfb_picRow\" data-id=\"2907\"   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=\"2907\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"Trailer\" data-toggle=\"tooltip\" title=\"Trailer\" data-originaltitle=\"Trailer\" data-originallabel=\"Trailer\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_513\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"514\" 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_2909   lfb_row row\"     data-id=\"2909\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07a893&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07a893\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2910   \" data-alignment=\"0\" data-id=\"2910\" 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=\"2910\"  ><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_2908   lfb_row row\"     data-id=\"2908\" data-columns=\"[{&quot;size&quot;:&quot;1\\\/4&quot;,&quot;id&quot;:&quot;695b85a07ada2&quot;},{&quot;size&quot;:&quot;1\\\/4&quot;,&quot;id&quot;:&quot;695b85a07ab1f&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-3\" data-columnid=\"695b85a07ada2\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2912 lfb_disabled  lfb_picRow\" data-id=\"2912\"   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\\':\\'514_2910\\',\\'action\\':\\'equal\\',\\'value\\':\\'Ja\\'}]\" data-showconditionsoperator=\"\"    data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"2912\"  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=\"695b85a07ab1f\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2911 lfb_disabled  lfb_picRow\" data-id=\"2911\"   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\\':\\'514_2910\\',\\'action\\':\\'equal\\',\\'value\\':\\'Ja\\'}]\" data-showconditionsoperator=\"\"    data-showinsummary=\"true\" data-woovar=\"0\" data-eddvar=\"0\" data-reduc=\"0\" data-reducqt=\"\"  data-operation=\"+\" data-itemid=\"2911\"  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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_514\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"0\" data-stepid=\"515\" data-title=\"Driving license for trailers\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Driving license for trailers<\/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_2915   lfb_row row\"     data-id=\"2915\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;},{&quot;id&quot;:&quot;695b85a076a09&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2914   lfb_picRow\" data-id=\"2914\"   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=\"2914\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"BE (total train weight 7.0 t)\" data-toggle=\"tooltip\" title=\"BE (total train weight 7.0 t)\" data-originaltitle=\"BE (total train weight 7.0 t)\" data-originallabel=\"BE (total train weight 7.0 t)\" 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\/Class-BE-1.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=\"695b85a076a09\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2913   lfb_picRow\" data-id=\"2913\"   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=\"2913\"  data-group=\"fs-klasse\"  data-prodid=\"0\" data-title=\"B96 (total train weight 4.25 t)\" data-toggle=\"tooltip\" title=\"B96 (total train weight 4.25 t)\" data-originaltitle=\"B96 (total train weight 4.25 t)\" data-originallabel=\"B96 (total train weight 4.25 t)\" 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\/Class-B96-1.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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_515\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"516\" data-title=\"Class BE\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Class 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_2916   lfb_row row\"     data-id=\"2916\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2920  \" data-showinsummary=\"true\"  data-id=\"2920\" data-itemtype=\"richtext\" data-itemid=\"2920\" data-title=\"Class\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-BE.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2918  \"   data-id=\"2918\" data-itemtype=\"richtext\" data-itemid=\"2918\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">These are the costs that our driving school incurs - from the basic fee to the practice drives and the practical test drive. All trips are required by law. Surcharge for driving lessons after 6 p.m. and on Saturdays: \u20ac10.00 per driving lesson. Surcharge for driving lessons in foreign languages \u200b\u200bEnglish \/ Polish \/ Russian: \u20ac10.00 per driving lesson.\nThe prices for driving lessons are for a 45-minute school lesson and are valid from March 1, 2025. <\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2917  \" data-showinsummary=\"true\"  data-id=\"2917\" data-itemtype=\"richtext\" data-itemid=\"2917\" data-title=\"Fixed driving school costs\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Basic amount<\/td><td><br><\/td><td>300,00 \u20ac<\/td><\/tr><tr><td>3 x Overland trip<\/td><td>110,00 \u20ac<\/td><td>330,00 \u20ac<\/td><\/tr><tr><td>1 x Highway driving<\/td><td>110,00 \u20ac<br><\/td><td>110,00 \u20ac<br><\/td><\/tr><tr><td>1 x Night driving<\/td><td>110,00 \u20ac<br><\/td><td>110,00 \u20ac<br><\/td><\/tr><tr><td>2 x Practice lessons<\/td><td>105,00 \u20ac<\/td><td>210,00 \u20ac<\/td><\/tr><tr><td>Presentation for the practical exam\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_2919  \" data-alignment=\"0\"  data-id=\"2919\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total fixed costs for driving school<\/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=\"2919\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total fixed costs for driving school\" data-originaltitle=\"Total fixed costs for driving school\"  data-originallabel=\"Total fixed costs for driving school\"  \/>\r\n                  <p class=\"lfb_itemDes \">299 + 300+ 100 + 100 + 180 + 320,17<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_516\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"517\" data-title=\"Class B96\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Class 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_2922   lfb_row row\"     data-id=\"2922\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2921  \" data-showinsummary=\"true\"  data-id=\"2921\" data-itemtype=\"richtext\" data-itemid=\"2921\" data-title=\"Class B96\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-B96.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2923  \"   data-id=\"2923\" data-itemtype=\"richtext\" data-itemid=\"2923\" data-title=\"Text area\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">In order to obtain a class B96 driving license (which, strictly speaking, is just the entry of a key number), you do not need to complete a theoretical or practical test. All practice hours are included in the basic amount.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2924  \" data-showinsummary=\"true\"  data-id=\"2924\" data-itemtype=\"richtext\" data-itemid=\"2924\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Basic amount<\/td><td>599,00&nbsp;\u20ac<br><\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_2925  \" data-alignment=\"0\"  data-id=\"2925\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Driving school total costs<\/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=\"2925\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Driving school total costs\" data-originaltitle=\"Driving school total costs\"  data-originallabel=\"Driving school total costs\"  \/>\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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_517\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"518\" data-title=\"Additional costs\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Additional costs<\/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_2926   lfb_row row\"     data-id=\"2926\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2930  \"   data-id=\"2930\" data-itemtype=\"richtext\" data-itemid=\"2930\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-BE.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2928  \"   data-id=\"2928\" data-itemtype=\"richtext\" data-itemid=\"2928\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">You will also incur costs outside of our driving school until you have your class BE driving license in your hands. The following is a list of the costs and fees for T\u00dcV, road traffic office, etc. All fees are fixed.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2927  \" data-showinsummary=\"true\"  data-id=\"2927\" data-itemtype=\"richtext\" data-itemid=\"2927\" data-title=\"Externe Kostenarten\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV fees for the theory test<\/td><td style=\"text-align: right; \">24,99 \u20ac<\/td><\/tr><tr><td>T\u00dcV fees for the practical test<\/td><td style=\"text-align: right; \">129,83&nbsp;\u20ac<br><\/td><\/tr><tr><td>First aid course \/ eye test \/ passport photo<\/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_2929  \" data-alignment=\"2\"  data-id=\"2929\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total external costs<\/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=\"2929\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total external costs\" data-originaltitle=\"Total external costs\"  data-originallabel=\"Total external costs\"  \/>\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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_518\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\" data-useshowconditions=\"true\" data-showconditions=\"\" data-showconditionsoperator=\"\" data-showstepsum=\"1\" data-stepid=\"519\" data-title=\"Requirements\" data-required=\"true\" data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Requirements<\/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_2931   lfb_row row\"     data-id=\"2931\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2932   \" data-alignment=\"0\" data-id=\"2932\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Do you already have a driving license for automatic cars?<\/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=\"Do you already have a driving license for automatic cars?\"  data-originallabel=\"Do you already have a driving license for automatic cars?\"     data-itemid=\"2932\"  ><option value=\"No\"  data-price=\"0\" >No<\/option><option value=\"Yes\"  data-price=\"0\" >Yes<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_519\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\" data-useshowconditions=\"true\" data-showconditions=\"\" data-showconditionsoperator=\"\" data-showstepsum=\"1\" data-stepid=\"520\" data-title=\"Car manual transmission\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Car manual transmission<\/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_2933   lfb_row row\"     data-id=\"2933\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2938  \" data-showinsummary=\"true\"  data-id=\"2938\" data-itemtype=\"richtext\" data-itemid=\"2938\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"PKW B.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2935  \"   data-id=\"2935\" data-itemtype=\"richtext\" data-itemid=\"2935\" data-title=\"Beschreibung\"    ><div class=\"lfb_richTextContent\"><p><span style=\"font-size: 18px;\">These are the costs that our driving school incurs - from the basic fee to the practice drives and the practical test drive. The number of special trips is required by law; the number of driving lessons during practical training varies depending on the learner. The driving lesson prices refer to a 45-minute school lesson and are valid from January 1, 2026.<\/span><\/p><p><span style=\"background-color: rgba(255, 255, 255, 0.3);\"><span style=\"font-size: 18px;\">Driving lessons that take place on weekdays after 6:00 p.m. and on Saturdays from 10:00 a.m. have an additional charge of \u20ac10.00. These additional costs cannot be reflected in a calculator because the time of day cannot be determined across the board.<\/span><\/span><span style=\"font-size: 18px;\"><br><\/span><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2934  \" data-showinsummary=\"true\"  data-id=\"2934\" data-itemtype=\"richtext\" data-itemid=\"2934\" data-title=\"Fixed driving school costs\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Basic amount<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>Teaching material (Fahren lernen Max \/ DriverCam)<\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>5 x Overland trip<\/td><td>90,00 \u20ac<\/td><td>450,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; Highway driving<\/td><td>90,00 \u20ac<br><\/td><td>360,00 \u20ac<br><\/td><\/tr><tr><td>3 x Night driving<\/td><td>90,00 \u20ac<br><\/td><td>270,00 \u20ac<br><\/td><\/tr><tr><td>Presentation to the theoretical exam<\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>Presentation for the practical exam<\/td><td><br><\/td><td>299,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_2937  \" data-alignment=\"1\"  data-id=\"2937\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total fixed costs for driving school<\/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=\"2937\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total fixed costs for driving school\" data-originaltitle=\"Total fixed costs for driving school\"  data-originallabel=\"Total fixed costs for driving school\"  \/>\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 + 500 + 400 + 300 + 99,01 + 320,17<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2936  \"  data-id=\"2936\" data-itemtype=\"slider\"><label>Practical training (variable) \/ Min. 12 driving hours<\/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=\"2936\" data-min=\"12\" data-max=\"30\" data-showinsummary=\"true\" class=\"\" data-title=\"Practical training (variable) \/ Min. 12 driving hours\" data-originaltitle=\"Practical training (variable) \/ Min. 12 driving hours\"  data-originallabel=\"Practical training (variable) \/ Min. 12 driving hours\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">The number of driving lessons varies depending on the student. You can use the slider to set a range between 12 and 30 driving hours. Each driving lesson costs \u20ac90. Surcharge for training from 6 p.m. and Saturdays: \u20ac10.00 per driving hour\n<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_520\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"521\" data-title=\"Additional costs\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Additional costs<\/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_2939   lfb_row row\"     data-id=\"2939\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2946  \"   data-id=\"2946\" data-itemtype=\"richtext\" data-itemid=\"2946\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4QAYRXhpZgAASUkqAAgAAAAAAAAAAAAAAP\/sABFEdWNreQABAAQAAAA8AAD\/7gAOQWRvYmUAZMAAAAAB\/9sAhAAGBAQEBQQGBQUGCQYFBgkLCAYGCAsMCgoLCgoMEAwMDAwMDBAMDg8QDw4MExMUFBMTHBsbGxwfHx8fHx8fHx8fAQcHBw0MDRgQEBgaFREVGh8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx\/\/wAARCAEsAfQDAREAAhEBAxEB\/8QAvgABAAICAwEBAAAAAAAAAAAAAAYHBQgCBAkBAwEBAAIDAQEAAAAAAAAAAAAAAAUHAQMGAgQQAAEDAwIDBAMKCAcNBgcAAAEAAgMRBAUGByExEkFREwhhcRSBkbEiMkJScrIVoWKS0iMzdDbB0YLTlBZ2g5PDJESEtDVVVhc3GOHCQ3MltaJTY6OzNFQRAQACAAQDBQcDBAMAAAAAAAABAhEDBAUxNAYhUXESckFhgTJSEzOhQhWRIhQkwdEj\/9oADAMBAAIRAxEAPwDalAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQdPKZjG4q19ryE7be2DgzxH1p1ONAOAPNas7Orl181pwhsysq2Zby1jGWJ\/wCImiv9rQ+8\/wDNXyfyun+uH2fxWp+ix\/xE0V\/taH3n\/mp\/K6f64P4rU\/RY\/wCImiv9rQ+8\/wDNT+V0\/wBcH8VqfosN3C0WTQZaH3eofCFmNz08\/vhidr1MfssydjnsJf09jvoLgnk1kjS78mtV9FNVlX4Wh82bpszL+esx4w79Qt7SICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICCE7t\/ugf2mH7RUNv8AH+tKa6e5qvxU5Q964BYWBQ96GBQ96GD5RMGXzoFQQAHDk4cCPdC9RaYnseZrE8f17Us0xuLnMNMyK6kdf4wcHwyHqlYO+N548O4qb0G95mVMRefNRBbhsGVmxM5ceW\/6Lmx+QtMhZQ3tpIJbadofFIO0H+HvXb5WbXMrFq8JcJm5dqWmtowtDsrY8CAgjOuNyNF6HsGXupcnHYsmJFvDR0k0pbz8OJgc91O00oO0oK\/x\/m12au7ttvJfXdm1zukXFxavEXHtJj8RwHrCC3sfkbDJWMF\/j7iO7srlgkt7mFwfG9juIc1zaghBXOO8x+0uQ1Bb6ftcrK\/KXV02xghNrcNBnfJ4bW9ZZ0iruFaoLOQEFY6h8yG0mn83e4TKZaWLI2Epguo2WtxI1sjeYDmMLTT0IJPoLcnSGvLC5v8ATN467trSUQTl8UkLmvLQ8fFka00oeaCQ3l7aWNpNeXkzLa0t2OknuJXBkbGNFXOc51AAB2lBUOS82mzVlePtmX91ehjuk3FtavMVR3F\/hkj0gIJ5oXc3ROubKS601k2XvgU9ptyHRzxdXLxInhrgDTgaUPYUGT1JqnT2mcTLl89fxY7HQkB9xMaAuPJrWirnuNODWglBVY83ezXtXg+13ojrT2n2R\/h076V8Sn8lBaunNUaf1LiYsvgb+LIY6aoZcQmo6hza4GjmuHa1wBQZRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQrdv90D+0w\/aKh9+5aUz0\/wA1X4qbVfrFEHIRTkAiGQg8j0O\/iW2Mm8+yWn7+X9UPjw9lPEY6OvLraW\/CvNsu0cYl6rm1t2RMS+Lw9iMrF2gzj2XF3hJHVje32q1BPJwIEjR66h3vrrenNXPblT4w47qbSYYZ0eErUXVuSEBB57b053Kaz3ozERl63NyBw+NY8kMZHBL7OwDuDn1efSSgn+7HlVtNE7ez6msM3LfXeNEJyMEsTGRyNkkbE50PSS5vS54NHE8O1BLvJNqq+ucXqDTFxI6S1x74b2xaTUMFx1tmYK8m9TGuoO0k9qCh9B\/89sH\/AGkg\/wBNCD0UQEHmdqie91LrDUWWt2Gfx7q8yMrhx6YTK55d6gHBBsD5H8wW3uq8O48JI7W8ib3eG6SN\/wBtiCQedXVV7Y6WwWnbaV0cGYuJp70NNOuOzDCyN3e0yTB1O9oQVxsf5aLHcPR8+ospl5rBr55Lawht42P\/AFQHVJKX8x1GgaKcufFBEdrMhlNv99cfYeNWS1yzsHkvDJ6JYpJ\/ZZeHa2tHtB7QEEw85Gqb++3GttPmQjH4a0jeyCvxTPc1kfIR39HQ33PSg71r5TYp9pW6sOakbnpMb97R2Xht9m6DF47YCa9fUWcOqtA7sog6vk01TfWe4F7p4yE47LWb5jBX4ouLYhzJAO\/wy9p7+Hcg3RQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEK3b\/dA\/tMP2ioffuWlM9P8ANV+Km1X6xXGX9W\/6p+BZjiw2Mwo\/9HsOH+TQ\/YCs\/TR\/517P2wqfUfkt6pdi7srS8hdDdQMnicKOjkaHA++tlsqtowmIl4pmWrONZmPBRWttPMwOoJbSGvskrRPag8SGOqCz+S4EepV\/u2ijIzsI+We1Ymy62dRkY2+aOyWCUWmGd0Jcut9YYt7eckphPqkYQpXZr+XU196I3zLi+lt7u1fisNXAgIPOfJ\/89Lv+1En\/ALgUG+e5GjG610VlNLuuzYNyTGMN21glLPDlZL8guZWvRTmghWymwMG1+Ryd5Fm3ZX7yhjhLHW4g6PDcXVqJJa1qg1F0H\/z2wf8AaSD\/AE0IPRRBgdfZcYbRGfyxd0+w466nafxmQuLQPSXINJfL1pp2bk12OnqEelcjFF6J5wwR\/ZKDI+UDLGy3gitOqgylhdW1O8sDbgf\/AIEFvec\/R97k9HYnUdrGZG4GeRl4BxLYLwMb4h9DZImD+UgiHlG3fxmK8XQOambbMvbg3GFupDRhnkAa+2c48AXlodH3mo5loQbIv2x25kyrss\/TWNdlDP7U69NrEZjP1+J4vX09XX1\/Grzqg1Y85ej76y13Zanawux2YtWQOlA4NubarXMJ7OqLpLe\/43cgtjyy7sYXV+irfRmVcwZzEWos3WktC27sWN8Nj2A\/K6Y6Mkb7vI8AtTCbc6BwV+3IYXT2Px18xrmMurW2iikDXCjgHMaDxCCRICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICCFbt\/ugf2mH7RUPv3LSmen+ar8VNqv1iuMv6t\/1T8CzHFiWxuF\/wBT2H7PD9gK0NP+OvphU+o\/Jb1S7y3tSpd5G0zGNd2m3kHvPB\/hXH9TR\/fSfc7Hpaf7bx74QBcu61ldI\/vXh\/2uP4V9+2cxT1I7duVzPS2EVkqyEBB5z5T\/AJ6Xf9qJP\/cCg9F3Oa0VcQB2k8Ag+NlieaMe1x7gQUHnboP\/AJ7YP+0kH+mhB6KIKs8zuY+7Nlc+Wmkl6ILOP+7TsD\/\/ALYcgq7ySYSJ+M1dkpWdTbh9tYivLpYyR8g93xGoKT2umOlt88HFKSz2HNCwlcewPldavr7j+KD0Jv7CzyFlPY3sLLmzuo3Q3NvIA5kkcgLXNc08wQaINGt\/PL9ktvrx+bwwfdaQuJAI5TV0tm95+LDMe1teDJO3keNOoLd8re+97qIDRGprgz5i2iL8RkJDV9zDGKvhlJ4uljb8YO+c2teLauC8db6KwOs9N3Wn85B41ldDg5tBJFI35E0TjXpew8veNQSEGh2422+tNodYWz2zyMa2Qz4LO21WCURns+hIytHsP4WkEht55f8AeSPcjS8hvgyHUeKLIspCzg2QOB8O4jHY2TpNR2OB7KILTQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEK3b\/AHQP7TD9oqH37lpTPT\/NV+Km1X6xXGX9W\/6p+BZjixLY3C\/6nsP2eH7AVoaf8dfTCp9R+S3ql3lvalS7yPBzOMYObbeRx914H8C5DqaY89Y9zselony3n3wgC5Z1rN6HgdNrDEsbzbP4h9UbS4qU2euOpp4one7xXS3\/AKL+ViK3EBB5z5b4m+l71\/F6dUSdVeFKZA80G5nmUc0bI6pq7p\/Q24rWnE3cNPfQUl5IOo6g1STUgWlsK+uR\/wDEgqTQf\/PbB\/2kg\/00IPRRBrr518uYNCYPFNdQ32SMzh3stoXAj8qZqDXfQG9G4+hsPLitMTxwWNxcOupQ61jmc6VzGxk9b2k06YxwQRS\/1DlLrVE2orun3pPeHITOawRgzuk8Vzg0UDau48EG4fmB361VoI6am05b2U9rnLWW5e69jkkI6fDLOgxyRfNk480E52xz79zNpLHI6mtrab78iuoMhaQtc2AsbPJB0gOc9w+KwfO58kGkujmzab3oxMFhK57sdn4rWOQc5GNu\/BcDT6bKg+tBf29vmX3A0NuPktN4mzxsthaMt3wyXMMz5T40DJHVLJo2\/KcacEFpbyYHG6t2Wy78kyMyQYx2XtZhyiubeAztcwmtK8WH8UkINZfKBf3UG8EdvG4iG9sLqK4aORawNlbX1OjCDeVAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQrdv90D+0w\/aKh9+5aUz0\/zVfiptV+sVxl\/Vv8Aqn4FmOLEti8LJGMRYAuH\/wCvD2j6AVn6a0fbr6YVPnx\/6W8ZfMpqHC4yB019exQtaK9JcC8+hrRVx9wJm6vLy4xtaMHrJ0uZmThSszKjtWagdn85NkA0xwACK1jd8oRM5F1O1xJK4Dc9b\/kZvm9ns8Fh7VoJ02TFZ4z2z4sQo\/BJ4p7tDh3z5a5y7mnwbSPwIXdhlk4up9Vo\/Cum6c0uN5zJ9nBynU2rwrXKjjM4z\/wtxdi40QEGl3mY2R1TjdZ5DV+DsJr\/AAeWk9ruH2zDJJa3LqeKJGsq4Ne\/47X0pxofSFdZfcLePXOPt9L399kM1bxPb0WDIeuSR7fk+L4TBJKQfpk8ePNBth5YtpMnoLSl3eZyMQ53OvjlntQQTBBC0iGJ5Ffj1e5zqd4HYg0\/vcRrXH6uucrjMdkILu1v5LizuY7aWrHsmLmPbVnYeKCU\/wDFTzIf7Tzf9Hd\/NIMrvNea41LpXb2PI22QyOThxlzdX077eUv8S5u3xgPowDqDLYe5TvQbWbF4R+H2j0vYzRGGcWLZ5Ynt6XtfcudOQ4HiD+k7UGs3m20hmX7se3Y\/HXF1Df4+2lfLbwySN62F8JaXNaR1BsQ4epBYOtttc5uZ5fdG3mPgd\/WfAWbAyzmaYpJmRxi3uIqP6aPcYGvbXnT0oNfcPr\/ePQVndaasL3IYSCV7vFsJIel7JHcHGPxWF8TjTmwhBYHls2R1TmNa4\/VucsZrLBYmYXkct0x0b7q5YeqIRtfRxa2Sj3PpThTmeATfzYbLahzWTt9b6cs5Mg5tuLbL2MDS+YCKpjnYwfGeOk9LwOIoDSlaBQtzuVu7eacboefJ38uJYxsH3YYv0pjZQNhc8M8csFAOgupTgg2D8p+y+e09cXes9R2j7C6ubf2XFWMw6ZhHI4OkmkYeLK9Aa0HjTqqOSDZZAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQrdv8AdA\/tMP2ioffuWlM9P81X4qbVfrFEYfKHvPvlbIzJ73nyR3PnQK9VPjd\/M\/hXmbY8SK4cIcl5e2c0xo\/LahmpbAQ2THdNxePIo3to1vNzvwKU2\/bL6m3Z2V70RuW7ZemjCe2\/cu7C4eyw+Ohx9kzoghHM8XOceLnOPaXHmu90+RXKpFK8IV7qM+2beb2ntl31vahAQEANAJIFCeZQEBAQKIAACAg+dIQfaA0qK05ICAgdIrWnHvQKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAghW7f7oH9ph+0VD79y0pnp\/mq\/FTar9YoshUd6wwVCAg\/ewyGQx1027sbh9vOzk5hpX0OHJw9BX06fVZmTONJwfNqdJl51fLeMV0aF1nHqKzcydoiydsB7TE35LmnlIz0HtHYV3e2bjXU07fnjir7dNttpb99J4SlSlEYICAgVCAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIIVu3+6B\/aYftFQ+\/ctKZ6f5qvxU2q\/WK4yEiNxHAgGh9xZjixK8sVorSc2Ms5ZcVA6SSCJz3FvElzASVYmRt+RNKz5K9sKzztxz4vaPPb5pc7nbjRk7HNOMZET8+IuY4eqhWb7Tp7ftwYy921NOF5VbrXSEum8hG1j3TWF0CbaV1OoFvyo305kV59q5Ddds\/wAa8THbWXZ7Puv+VWYt2XhHlEJtmdHZc4nUtjd1pE6QQXHcY5j0mvqNCpPatROVn1nHsniit3033tPaP3RGMfD\/ALXdndTadwFobvN5K2xtsAT4l1KyIGn0eojqPoCsVWyp9QebbajGPfHj33ubkbwDrOAsiJ\/8ycxcPSAUEEy3nUu3Etw+lGsA5S3t3Wv8iKP\/ALyCH5Pzb7uXjneyjG4xnzRDbulcPdme8fgQRa+3+3mvXudNqq6jr823ZBAB6hHGEGBvtz9w7wkXmrsrKO1hvZgPyWuCDrQSa3y\/G3dmMjX\/AOWbyevvdSDK2u2u7d6A+HTWee08nuhuWj339KDIRbJ72SgdGmsoK\/TlDPtShB2mbA76v5aevB9a8hH+GQc\/+nzfb\/YF1\/ToP55BGtY6E1\/ox9ozVFpcY034kNn1XIlEnhdPXxikeAW9befegwMD8hNPFBBNO+eZ7Y4mCV4LnvIa1oq4cyUE1O0m98PEaezQI+g55+zIUHCTSW+tgKnFangA+dGL0gfkEoPzbqDfHG8DkNU2nT817r9v2gg\/SDfXeLHyBn9a79j2\/MugyQ8O8TMKCTYvzX7xWZaZ7qwybBzFzatZUfWt3RIJzgfOndNcGah0w17fnT46ehHf+imHH++ILa0X5itq9VzR2lvlPu3IS8GWWTb7M9x7mvJMTj6A+qCy6hAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQrdv90D+0w\/aKh9+5aUz0\/zVfiptV+sVxl\/Vv+qfgWY4sS2Nwv8Aqew\/Z4fsBWhp\/wAdfTCp9R+S3ql3lvakF3fgY\/TEUxHx4bqPpPd1hzT8KgeoaY6fHulPdOZnl1OHfCoFwqwHB5c1pcObfjD3OK90nCYl4tGMYT3Ot5xMTDc4jRupOn9O7xLOZx4gtlibPH7oc13vq0cq2NIn3KmzK4WmGs62PLPaT0FrTV8\/g6aw9xkh1dL7hjei3Yfx539MTfykF2aV8mmo7prJtUZyDGsPE2lgw3Mo9DpZOhgPqa5B3dFbJbe2G+2a0XlbN+YxlpiYMhjBfSOL\/Ec6Nspd4XhNd8Z5oCKAINh8Tt\/obDsazF6fx1n0fJdFawtdw\/G6eo++gzwa1oDWigHIDgEH1AQEBBr55zcOZ9EYTLtFTj8l4L+8MuonAn8qNqDUR7eppFadx7j3oPQvZzWP9b9tsHm3v67uS3EF\/wAakXNv+ilr9ZzOr1FBM0BB0sjhMNk2dGSsLa9YRTpuIWSinqeHIIDqDy47PZoPL9PxWE7+PtGPc+1c0nubGRH77UFS6t8mNzG182kc+JSKlljlWUPeALiEc+zjGgovWu2euNGy9GpsPNZwE0ZeCk1q89lJ4+plfQaFBmtAb57jaJ8OHG5I32JZT\/0m\/wCqeDp4cI3E+JF\/IdT0INl9vPNLoHU5issy46by76N8O7cDaPcafq7mgaPVIGoLmZLHIxskbg9jwHMe01BB4ggjmEHJAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQrdv8AdA\/tMP2ioffuWlM9P81X4qbVfrFcZf1b\/qn4FmOLEtjMQ9rMLZPeQ1jbaJznE0AAjBJJKtDTfjr6YVPn\/kt6pVTuH5otAaXMtliXnUmYZVvgWbgLZjhXhLdcWcxyYHFb2pTGI3u15uBrSOzzE8VthxDPNFibRnTD1MaOhz3O6pJHN5ippXkFD77yspvp\/mo8EzVfrDcZP1b\/AFH4FmOLEpN5jNM5zUu1+l8Vg7KXIZSbIWfg28Qrw9kl6nPd8ljG9rnEAK0tN+KvphU+o\/Lb1Sx+2XlKwGLZFkdcPbmslwe3GRlzbGI05P8AkvnIPfRv4pW1qX\/Z2VnZWsdpZwR21rC3oht4WNjjY0djWNAaB6kH7IKV1AxmO81emLofFbmcDc2jj3vgMsvwNagupAQEBAQEFaeZDDjK7M6jjArLaQx3sRHYbaVsjj+Q1yDQ0HhUcUGzHkz1h0T53R08lA8Nytg0nt4Q3LRX+5u4elBtKgICAgIPzuLW2uYJLe4iZNBKC2WGRoexzTzDmuqCEFF7j+U7SOe8a\/0pINOZV1XezNBfYSO9MQ+NFXvj4D6JQasaz0JqvRuTOM1Ljn2crq+BN8u3naPnQyj4rx6OY7QEGX0BvHuDoV7GYTJOkxrTV+IvKzWjhWpDWkh0Ve+NwQbPbc+abQupzFY5w\/1bzD6NDbpwNnI7gP0dzQBte6QN9ZQXQyRj2NexwcxwBa4cQQeIIIQckBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQndv90D+0wfaKht+5aUz0\/zVfipxcAsVxl\/Vv+qfgWY4sSzXmquLiLZTCMimfEye+sop2scWiSM2spLH0I6m1ANCrR034q+mFT5\/5LeqWoYAAoBQdgC3NSa7PMJ1q14HxY7S4Lj3VDQFDb9aI0s+OCd6ejHUxPuXeuAWC4y\/q3\/VPwLMcWMWxuGbTD2IPMW8QP5AVo6f8dfTCp8+ccy0++XeW5qEBBS29MbbHdjafNV6T95z4+R3oumxsb9pyC6UBAQEBAQY3UmKbl9PZTFOALchaT2pB5fpo3M\/7yDzTax8Y8N46Xxkse09jmnpP4Qgle1mr3aQ3DwWfc\/otbe5bFfHs9luP0U1fU1\/V7iD0Sa5rhVpqDxBHJB9QEBAQEBBitS6XwGpsRNh89YxZDHT\/LgmFaEcnMcKOY4djmkEINP95fLdm9GCbNaedJltMCr5WGjruzaOfiNFPFjFfltFR84dpCluBHHiD7yCebeb17gaDeyLFX\/tWJafj4e96pbanb4fHriP1DTvBQbV7ZeY7QetfBsrib7jz8lG\/dt64Bsj+63n4Mk9Ro78VBa6AgICAgICAgICAgICAgICAgICAgICAgICAghu5u52J0Hi7W4uLabJZTJTi1xGHtRW4upzT4rRxo1tRU0PMDiSEFE6m83mu8XkbjGv0bBiL+3NJLbIyzPkb3EtayDgewjgUEKyPmv3ju+rwLqwxwdyFvaB9PUZ3SoOGiN0tw9V6qbY6iztxkLJ0E8xtHCOOHrjaCx3RG1g+KTwUPvsf6spvp+P9qPBY6r9YbjICY3AcyDT3lmOLEsl5kriHP7UYXGYRwyOQgvrSSa0t\/jyNZHbSte5zRyAc4BWNp9fkRlxE3rwj2qzztvz5zJmKW4z7GtEWhNayu6WYS6r3uaGD3S4gLZO5ZERj56\/1ea7XqJ\/ZZae2+hZ9OW895kHNOUvGtY6Nh6mwxA16Or5znHi6nBcnvW6Vz5itPkr+suv2TaraeJtf57fomigHQP0tbaS7u7e1iaXSXEjImtHe9wH8K35GVN8yKx7ZfPqc2MvLtaf2wuHXm52l9vnYSPPPfb2WUlfax3bW9bYfCjDuuRjavLOQJaDT1K0KxhEQqmZxnFk7TcXb+8hZNbalxcscgBa5t5ByPo66hZHcj1ZpaT9XmbF\/wBW5hPwOQdmPNYaT9Xf27\/qysPwFBUHmffAzSums7DI1zsLqGxuS5rgaMPWDy\/G6UF1oCAgICAgVCDzk3IxkWL3F1RjoXB0NtlLtkVOxplc4D3OqiCOOaHNLTyIoUG+\/l91ozVe1mHupZRJkMfH93ZEVBcJbX4jXO9L4+h\/uoLHQEBAQEBBCd5ddz6G27ymoLVjZL+JrILBjxVnjzvEbHOHa1nV1EdtKINB8zn89m8lJlMxkbi\/yMpJfdTSOLuPY0A0a3ua3gAg6CAg+Oa1wo4VB7Cgt3bHzK650b4NhkXHUGAZRotbl5FzCzl+guDU0A5MkqO6iDbHb3djROvbPxsBftfdMaHXOMnpFdw\/XiJ4j8ZtW+lBMKhAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFP42CLVHmQy97OPGtNCYu3tLJhHxGXuRBlfKK\/O8LqYf8AsQSPd3aPA7iaffa3MbIM3bsccRlgP0kMvMNcRxdE88Hs90caFBoHc21xa3U9pdRmK6tpHwXER5tkjcWPafU4IJhs\/wDvxF+yXP2QojfuVlOdP8zHpXgq+WEIPgFOSziw+njzWIBDAqsic7VabkvMp99zsPsdkSLckcHzkUqPQwH310vT+gmb\/dtHZHDxcr1HuEVr9mvzTx8FHebPWkOd3Egwlq\/xLTTUBglcDUG8uCHzAfUY1jT6arsnGKQ8KKtSxpPqCB4MP0G+8EDwIfoD3OCDk1vTyJp3VJHvIOzFksnFTwr65jpy6Z5R8DkHaj1PqiP9VmshH9W7nHwPQduHX2voaeDqfLx05dN9cfnoO7FuxunF8jWGY928ld9olB249693Y\/k6uyR+tKHfaaUHZj393nj+Tqy6NPpx27\/tRlB+0\/mH3qntX2z9UTNjkFHPjgto5QPxZGRhzfcKCvZJJJJHySvdJLI4vkkeS5znONXOc48SSeZKDigkmhtxNYaGyUl\/pu+Nq+cBt3bvaJLedra9IljdwJbU0cKEd6C1IPORuWxtJsRh5j9INuWH3vFKDtxec\/Ww\/W6exr\/qSTt+EuQdyHzq54EeNpO2eO3ovHt+GJyDvwedhv8A4+jn+uO\/afwOhCDuxedXBn9bpW8Z39FzC74WtQduHzo6LJHjafyjO8t9nf8A4RqDG658yWz2udJZDTOWsc1awX7AG3DbaB7oZWOD45W0m49D2g07RwQauytjbK9sb\/Fja4hkvSWdTQeDuk8W1HYUHFAQEBB+1je3thew39hcS2d9bOD7e6ge6OWNw7WvaQQgntp5ht6rUjw9UTSAdk8FtL9qNBnbXzXbyQdPiXVhdU5iWza2vr8JzEEhsvOdrmMN9t0\/jLinyvBknhJ\/KMtEElx\/nVxrgBktJ3MR+c62uo5feD2RfCglWN83m010G+1DJY5x+V49r1tHuwulQS3F7\/7OZJzG2+qrJjn8A25L7Y19PjtjQTLG57B5QdWMyNrfNpWttNHMKfyC5B3qoCAgICAgICAgICAgICAgICCo9iXi+1BuZmOftOpri1a7vZZsDG\/gegtxB5\/b8WEdhvJquCNoa194Lmg77iJkrj7rnlB+GzwJ1xHT\/wDkufshRG+xjpZTewThqY8F3EgGh4Edi4DyW7pWD547zrb3p5Ld0nnjvOpvenkt3SeeO8DgeXH1LP27d0k3jvdu0xOWvHhlpY3E7j2Mjd8JFFuy9FnX+Wsvlzdfk5fzXiE005tNkbiRs+cf7JbDj7JE4OleO5zh8Vg9VSug0PT1p7c7sjuc9rupKxHlye2fql0t5t89O7eYd+ntNuhuNUeH4NtZw0dFYgini3FKjqHNsZ4uPPgusy8utIitYwhx972tabWnGZaWSyzTTSTzyOmnme6SaaQlz3veepznE8SXE1K9sODjRpNK0FaBBsJo7yuadz+lsXmp9cRxzZC3juHw28UL44zI0O8PqdIHEsr0uqBx7EGZ\/wCj\/S\/+\/bv7xb\/zqCkN0tD2eiNYz6fs8vHmoIoophdxgNc0yA1ila0vaHtpXgeRCCJICAgICAgICAgnWm9jd19S4eDM4bAunxl0C62uJLi3g8RoNOprJXtd0nsNOKDJ\/wDTTvh\/u43+m2f86gh2r9D6s0dkmY3U2OdjryWMTQtL2SMfGTTqZJG57DQ8Dx4IMGgICAgICAgICAgICAgICAgEAihFR3IEVYZGywkwyN4tfGSxw9RbQoJTiN1dzcQGtx2qsnFGz5MT7h00Y\/kTeI1BP8F5tt18d0MyAsMzGODnXEBglI+tA5ja\/wAhBY+nfOfp6boj1Hp+7sHng+eyey6jr39LvBeB76C2NJ70bYaqeyHD6gtn3b+VnOTbTk9wjmDHOP1aoJtUICAgICAgICAgICAgIKi8tNHaT1Fc\/OutS5OVx7yXMH8CC3UGhPmMlbLvZqdzSCGvtmGney1iBQVy172O6mOcx30mktPvhYmMePbDNbTXtr2SujQPmavdIaQx2nP6sW+T+72yN9umuC18niSukq5vhvpTrpz7F5+3Xuh689u\/9Ug\/6x73\/cmz\/pR\/mVj7Ve6Dz27z\/rHvf9ybP+lH+ZT7Ve6Dz273JvnLyLTVujLRp7xdkf4FZ+3Xuh581u9+d150NWPYRaaZsIXdhmnmlHvNbF8K9+DGCCar8x27epIX20uVbirOUEPt8Wz2ckHhTxiXzU9T0FZ8yXEkucS5zjxJJ5kk8ygICDgYYialoqg+eBD9AIObWtaKNFB6EH1AQEBAQEBAQEE603vluvprDwYbDZ50GMtQW21vJb28\/htJr0tfKxzukdgrwQZP\/qW3w\/3jb\/QrP+aQQ7V+uNWaxyTMlqbIuyN5FGIYXFjI2MjBr0sjjaxgqeJ4cUGDQEBAQEBAQEBAQEBAQEBAQEBAQEBB+bnwO4Oc007yOCCf6A303E0ZPG3G5V9\/jGEdeJv3Ongc0UqIy49cXrY73Cg3U2w3Jwu4Oloc7jQYJA4w39g9wdJb3DflRuIp1AghzXdrT2HgglyAgICAgICAgICAg8+LPdbcfTM+Rxmn87Njsf7fdTezxshcPEfKep1Xsc7jQdqDsHfzec89WXfuMtx\/g0EMy+XyeZydzlcrcvvMjeP8S5upKdT3UDanpAHIAcAg6iAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgINh\/LFslgtTWF1q7VViL\/HtlNth7GavgyOj\/AF072j9YA74jAeFQ7hyQbMWegNCWQHsmnMZb05GOzt2n3wxBidw9ptI6304\/DX1pHayMBdj7+3jY2W1lpweygFWn5zDwcPcIDVfbDUOd2Y3fmwOov0GOupWWOZFT4Lo3n\/Fb6Mn5rS6tfolw5oN3EBAQEBAQEBAQEFR+ZLdPJaE0fbR4WQQ53NTOt7S4IDjDFG3qnma11QXAFrW17XV7EGj73vkkfJI4vkkcXyPcalznGrnE95KD4gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgAAkAuLWkgOcBUgHmQO2iDbHS3mm2d01p3H4DG4zMx2ONgZbw1toKuDBxe6k\/ynmrnekoMuPONtWedlmR\/msX88g5jzhbUn\/JsuP81j\/nUFPeYXc7bHca0xt9g4r6DUNg4wPdc24jZLZyVLmOeHv4xv+Mz1u70Gxnl81jJqnanDXly8yX9i0429ceJMtr8QOJ73R9Dj60FjoCAgICAgICAg1a861k8XGkL2pLCL6AjsB\/QvB93ig1nQEBAQEBAQEBA9PZ3oJdorabcPWgEun8NLNZEkfeM9Le14c6SyUD6dzKoLKt\/JvuTJbh82XxEE5\/8AB6rh4HoLxEPwBBFdV+W7dvTdu+6kxbMtaRV65sXIbhwA49XglrJqeppQViahzmkEOaS1zSCCCOYIPEFAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHewmCzWeysGJwtlLkMnckiC1hFXGnEuNaBrW83OcaDtQbK6G8nFqII7vW+VkkncA44vGkRsYSK9L7hwLn9x6Wt9BKCx4PLDslFB4TtO+MaUMsl1dF59NRKPwIIlqzyeaJvbZ79MX91hb0AmOOZxu7YnmGua+kjfWH+4g1m15t3qzQuXGM1FaeC6SrrS8iJfbXDW83QyUFadrTRw7QgjaAgICAgICC4vKvqrK4vdSzwkM7\/ALrzkU8d5aVJjMkULpY5enkHjw+nq7ig3bQEBAQEBAQEBBrz50LIv0VgL4Cotsp4Tj3CeCT+GNBqQgICAgICAgICDYXy5eX+z1Hbx6y1bb+Nhuo\/dGKk4Nuiw0M847Yg4fEZ87mfi\/KDbWGCCCFkMMbYoYmhkcTAGta1ooGtaOAACDmgIKa318v+I1pj7jNYK3js9YQtMjZGUYy+6RXwp+Q6z8yTnXmacg0plimhlfDNG6KaJzo5Yngtex7D0ua5p4ggihCDigICAgICAgICAgICAgICAgICAgICAgICB8bgGtLnEgNa0VJJ4AAd5KDezYTaG00BpZkt5E1+qMoxsuWueZjB+M21YexkfzqfKdU91AtFAQEEe13obA6101c6fzMPXbTisUzaeLBMB8SaJx+S9hPu8jwJQefOrdL5PSupslpzKAe24yYwveAQ2RlOqOVoPzZGEOHrQYlAQEBAQEFw+U\/FG+3ht7mgIxVhdXTq\/wD1A23FP78g3cQEBAQEBAQEBBrb5zZdVfcuCiijH9VDO597KwVcL1oIgEp+azoc7ppzdz7EGqiAgICAgICAgzWidMv1RrDC6dY4tGUu44JXjm2EnqmcPqxtcUHo5Y2NpYWUFjZxNgtLWNkNvAzg1kcbQ1jWjuDRRB+6AgIFEGlXmv0dBgtymZa0jEdrqO39qkaBQe1wnw5yPrt6Hn0koKXQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBPthcBDnt39NWU7Q+CG4dfStdxB9jjdM0Eel7GoN\/0BAQEBBqL5y8BDaavwOdiZ0uylnLbXBHJz7R4c1x9PRNT3EGviAgICAgIL68msYO4+ak+hhyPyrmL+JBuGgICAgICAgICDp5jD4vNYy5xWVtY7zHXjDFc20o6mPaewj8II4g8Qg1G3X8rGo8BJNlNFslzeFJLjjvlX1uCfktA\/XsHZT4\/oPNBS2R0\/qHGV+8sTfWJb8r2i2mip+U0IMb40X0xXuJ4oOdRRAQEBAQWb5aXQje7Tni0oW3gjr9M2klPdQb4ICAgICDWbzriD2HR7jTx\/HvQzv6PDi6vw9KDVtAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFl+W7Jw4\/enTz5jSO69ptAfx5rd4Z77gAg3yQEBAQEGq\/nUycT8hpLFNp40Md5dyDtDZDHGz3zG5BrUgICAgIO7hcHm87fNx+Ex9xk713+T2sbpXAd7ung0elyDa\/yz7L600Tk8jntSMgtDkLRttDj2yeLOz9IJOqQsrG3lSgcUGwKAgICAgICAgICAgEAihFQeYKDC5LROjcoHDJYLH3nV8oz2sMhPuuaSgiWT8uuzGQB8TS9tC4\/PtXy25Hq8J7B+BBE8p5Pdrrlp9iucpjpPm+HcNlYPW2ZjyffQRHKeSp3F2J1Ya9kV5aAj8uKQfZQRLJeUHdS1f\/id1i8jH2dE0sLvdEkdPwoIXr7ZPX+hMTDltQ21uywnnbatkt5xMRK9rntDgA2gIYeKCO6K1K\/S+sMNqJrS4Yu7iuJWDm6IGkrR9aMuCD0dsL60v7K3vrOVs9pdRsnt5mcWvjkaHMc09xaaoP3QEBAKDSvzYaygzu5MeItHiS103b+zSOBqDdzESTU+q0MYfSCgpVzmt+UQK8qoHWz6Q99BJMFtvr\/UGObk8Jp6+yOOe5zGXcEXVG5zDRwaSRWh4cEHeOzW7Q56QynuQE\/AUHA7P7sDno\/Le5avPwIOB2l3VHPR2Y\/ocp\/gQfm7azdBvPR+Z\/oU35qD83bablt+VpHMj12M\/wCag4HbvcRvytK5gf5jcfmIPzdoPXjflaYyw9djcfmIPzOi9bDnpzKj12Nz+Yg4nSOrxzwGTHrsrj8xBwOl9UjnhMiPXaXH5iDgdOajHPEX49drP+Yg4HBZ0c8Xej12035iDgcTlxzx92PXby\/moOBx+SHOyuR64JfzUHE2t4OdtOPXFJ+ag\/MxzDnDKPXG\/wDiQcSXDmx4\/kO\/iQfC8Dsd+Sf4kHzxY+009woP1tYpruUQ2kUlzMeUcLHSO\/JaCUGTymk9V4mwgyOWw17jrC6k8K3ubuB8LHydJd0t6wOPSCUHSx+QvcbkbTJWMnhX1jNHc2sv0ZYXB7D74QeiG3eu8TrfSNjqLHOAZcsDbm3rV0Fw0ASwv7asd74oeRQSVAQEH43t5aWVpNeXkzLe1to3S3E8hDWMjYOpznE8AABUoPPnd3Xztea\/yWoGVGPJFtimOBBbaQ1EZIPIyEmQjvcgwun9Hat1HJ4eBwt7k+JBfbQvfG0j6UlBGPdcgsXG+VbeW8Yx01hZ48Pof8Zu2EtB7xCJUEosPJhrSQN+8NRY62+kLeKecj8vwUEnsPJXhGBv3jqm8n+kLe3hg94vMyCU4vyj7SWUkb7lmQyfQQ5zLq6IY6nY5sLYuCC2MFpzAYCxbYYTH2+Ns20pDbRtiaSO13SB1H0nigyNEBAQEBAQEBAQEBAQEBAQEBAQRLdbQ0et9B5XTpLWXFzF4ljK7ky6iIkhcT2DrbR3oJQeed1a3dndT2d5C63vLWR0NzbvFHxyxnpexw7w4INgfLjv\/Z6ct49G6tuPBw3UfujKyfJti81ME57Ii41Y\/wCbyPxeLQ21hnhmiZNDI2SGRofHIwhzXNcKhzXDgQQg5oFUFMb6eYLE6LsrjCYCeO91hK0xhrKPjseoU8Wfs8QfMj7+LuHMNK5ppZZZJ55HSzSudJNNIS5z3uPU57nHmSTUlBtb5ZNmMJJoybUeq8RbZCbOua\/GwXsLJvCs469EjRID0mZxLuHNvSgtqXZbaWWvXpHFce61jb9kBBKsXi8disfb47G20dnYWrBHb20LQyNjByDWhB2kBAQEBAQEBAQEBAQEBAQfC1p5gIPhiiPNjT7gQcDaWh5wxn1tH8SDgcbjnc7WE+uNv8SDnBZ2luXGCCOIu+UWNa2vroEGA3D0Lidc6TvdOZMFsV03qguGir4J2cYpmcuLXdnaKjtQef8Aq\/SGe0hqG6wGdtzBf2p4OFfDmiJ+JNC406o39h7ORoQUGb2u3Y1Lt1mnX2Lpc2Fz0jJYmUkRTtbyII+RK35rx7tRwQbhaE8wG2er4Y2wZRmMybgOvGZFzbeUO7mOcfDkHd0OPqQWMyRj2B7HBzHCoc01BHrCCKav3V2+0lC9+czlrbStBItGPEty4jsbBH1ScfVRBqbvV5h8xr9r8Lio5MXpMOBfA8j2m86TVpuOkkNYDxEYJ48XE8KBXWjNH5rWOprLTuGj6ry8d8eUgmOCFv6yeQjkxg988BxKD0M0lpjG6X01jtPY1vTY42BsEVflOI4ve6nznuJc70lBlwAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQUB5hPL1LqmSXVulImt1E1g+8Mdwa29awUD2ONA2dreHHg4dxHENRbq1ubW5ms7uCS2u4HGO4tpmGORjhza9jgCCglmit3dxdFRiDT+ZkisQa\/d04bcW3Hn0xyV6K\/iEILHt\/ORuXHB0TYnETSgU8XpuWVPeWiUj3kEU1Z5jd2tSwvtpcs3F2cgIfb4tns5IPChmJfNSnc8IKyc4CrnHi41LjxLnHtPaSUF+7HeWvKZ+6t9Q61tX2Wn4y2W1xUwLJ7ynFplYeMcPr+M70Dig2\/jjjijbHG0MjYA1jGgBoaBQAAcgEHJAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQRHcfa\/Smv8OMdnbc+LF1GyyEJDbm2e7m6N5B4H5zXVae0ckGpe4Pll3H0rLJcY23Oo8O0ksubFp9oa3s8W1qX19MfUEFSXMToJX293G6CaM0fDM0se0+lrwCEHOK5uWReHFcSsiPDoZK8N94GiD8QYWHgQHHu4uJ+EoLF0DsRuRrSWJ9pjX43FPIL8tkGuhi6a84mECSX0dIp3kINw9q9otL7dYl9ri2G4yFyGnI5aYDxp3N7OHBkY+awcvSeKCcICAgICAgICAgICAgICAgICAgICAgICAgIBAKCIa72n0HrmIDUOLjnuWDpiyERMN0wfizMo4j8V1R6EFJ57yWWrpHP09qeWGOp6bfIQNmIH\/mxOiP\/AMCCPSeTHXIdSPUGLc3vcy4afeDXfCgzGF8ldyZQ7OapaIhzhsLb4x\/ukzjT8hBcWhdhdstGSsusbixdZOPi3JX7vaZwR2s6h0Rn0saEFhUQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQECiDG5fTOnMy3py+KtMiKU\/xqCObh\/La5BFptitn5nl79JY4OP0IQwe80gIMzhNudA4N7ZMRp3HWUzfkzQ20TZBT8fp6vwoJFRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQf\/\/Z\" style=\"width: 500px;\" data-filename=\"Class-B.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2941  \"   data-id=\"2941\" data-itemtype=\"richtext\" data-itemid=\"2941\" data-title=\"Description\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">You will also incur costs outside of our driving school until you have your driving license in your hands. The following is a list of the costs and fees for T\u00dcV, road traffic office, etc. All fees are fixed. The costs for the first aid course, the eye test and the biometric passport photo vary from provider to provider. You have to ask for this there.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2940  \" data-showinsummary=\"true\"  data-id=\"2940\" data-itemtype=\"richtext\" data-itemid=\"2940\" data-title=\"External cost types\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV fees for the theory test<\/td><td style=\"text-align: right; \">24,99 \u20ac<\/td><\/tr><tr><td>T\u00dcV fees for the practical test<\/td><td style=\"text-align: right; \">129,83&nbsp;\u20ac<br><\/td><\/tr><tr><td>First aid course \/ eye test \/ passport photo<\/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_2944  \" data-alignment=\"1\"  data-id=\"2944\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total external costs<\/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=\"2944\" min=\"1\" max=\"1\" data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total external costs\" data-originaltitle=\"Total external costs\"  data-originallabel=\"Total external costs\"  \/>\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_2945 lfb_disabled  \" data-alignment=\"0\" data-id=\"2945\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Are you of legal age?<\/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\\':\\'521_\\',\\'action\\':\\'clicked\\'}]\" data-showconditionsoperator=\"\" data-showinsummary=\"true\"   data-operation=\"+\"  data-originaltitle=\"Are you of legal age?\"  data-originallabel=\"Are you of legal age?\"     data-itemid=\"2945\"  ><option value=\"Yes (Driving license application)\"  data-price=\"44.7\" >Yes (Driving license application)<\/option><option value=\"No (Fees for the city administration)\"  data-price=\"52.40\" >No (Fees for the city administration)<\/option><\/select><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2942   lfb_row row\"     data-id=\"2942\" data-columns=\"[{&quot;id&quot;:&quot;695b85a086b00&quot;,&quot;size&quot;:&quot;1\\\/1&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-12\" data-columnid=\"695b85a086b00\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2943 lfb_disabled \"  data-id=\"2943\" data-itemtype=\"slider\"><label>Number of accompanying persons<\/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\\':\\'521_2945\\',\\'action\\':\\'equal\\',\\'value\\':\\'Nein (St\\\\u00e4dt. Bearbeitung)\\'}]\" data-showconditionsoperator=\"\" data-itemid=\"2943\" data-min=\"1\" data-max=\"3\" data-showinsummary=\"true\" class=\"\" data-title=\"Number of accompanying persons\" data-originaltitle=\"Number of accompanying persons\"  data-originallabel=\"Number of accompanying persons\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">You can specify between 1 and 3 accompanying persons here. <br>There is a fee of \u20ac11.00 for each accompanying person.<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_521\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"522\" data-title=\"Car automatic transmission\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Car automatic transmission<\/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_2947   lfb_row row\"     data-id=\"2947\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2950  \" data-showinsummary=\"true\"  data-id=\"2950\" data-itemtype=\"richtext\" data-itemid=\"2950\" data-title=\"Class\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-B.jpg\"><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2949  \"   data-id=\"2949\" data-itemtype=\"richtext\" data-itemid=\"2949\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><p><span style=\"font-size: 18px;\">These are the costs that our driving school incurs - from the basic fee to the practice drives and the practical test drive. The number of special trips is required by law; the number of driving lessons during practical training varies depending on the learner. The driving lesson prices refer to a 45-minute school lesson and are valid from January 1, 2026.\n<\/span><\/p><p><span style=\"font-size: 18px;\">Driving lessons that take place on weekdays after 6:00 p.m. and on Saturdays from 10:00 a.m. have an additional charge of \u20ac10.00. These additional costs cannot be reflected in a calculator because the time of day cannot be determined across the board.<\/span><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2948  \" data-showinsummary=\"true\"  data-id=\"2948\" data-itemtype=\"richtext\" data-itemid=\"2948\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Basic amount<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>Teaching material (Fahren lernen Max \/ DriversCam)<\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>5 x Overland trip<\/td><td>90,00 \u20ac<\/td><td>450,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; Highway driving<\/td><td>90,00 \u20ac<br><\/td><td>360,00 \u20ac<br><\/td><\/tr><tr><td>3 x Night driving<\/td><td>90,00 \u20ac<br><\/td><td>270,00 \u20ac<br><\/td><\/tr><tr><td>Presentation to the theoretical exam<\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>Presentation for the practical exam<\/td><td><br><\/td><td>299,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_2952  \" data-alignment=\"1\"  data-id=\"2952\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total fixed costs for driving school<\/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=\"2952\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total fixed costs for driving school\" data-originaltitle=\"Total fixed costs for driving school\"  data-originallabel=\"Total fixed costs for driving school\"  \/>\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 + 500 + 400 + 300 + 99,01 + 320,17<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2951  \"  data-id=\"2951\" data-itemtype=\"slider\"><label>Practical training (variable) \/ at least 12 driving hours<\/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=\"2951\" data-min=\"12\" data-max=\"30\" data-showinsummary=\"true\" class=\"\" data-title=\"Practical training (variable) \/ at least 12 driving hours\" data-originaltitle=\"Practical training (variable) \/ at least 12 driving hours\"  data-originallabel=\"Practical training (variable) \/ at least 12 driving hours\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">The number of driving lessons varies depending on the student. You can use the slider to set a range between 12 and 30 driving hours. Each driving lesson costs \u20ac90. Surcharge for training from 6 p.m. and Saturdays: \u20ac10.00 per driving hour\n<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_522\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"523\" data-title=\"Drive on any gearbox (B197)\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Drive on any gearbox (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_2953   lfb_row row\"     data-id=\"2953\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2956  \" data-showinsummary=\"true\"  data-id=\"2956\" data-itemtype=\"richtext\" data-itemid=\"2956\" data-title=\"Class\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-B197.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2955  \"   data-id=\"2955\" data-itemtype=\"richtext\" data-itemid=\"2955\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">These are the costs that our driving school incurs - from the basic fee to the practice drives and the practical test drive. The number of special trips is required by law; the number of driving lessons during practical training varies depending on the learner. The driving lesson prices refer to a 45-minute school lesson and are valid from January 1, 2026.\n<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2954  \" data-showinsummary=\"true\"  data-id=\"2954\" data-itemtype=\"richtext\" data-itemid=\"2954\" data-title=\"Fixkosten Fahrschule\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Basic amount<\/td><td><br><\/td><td>399,00 \u20ac<\/td><\/tr><tr><td>Teaching material (Fahren lernen Max \/ DriversCam)<\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>5 x Overland trip<\/td><td>90,00 \u20ac<\/td><td>450,00 \u20ac<\/td><\/tr><tr><td>4 x&nbsp; Highway driving<\/td><td>90,00 \u20ac<br><\/td><td>360,00 \u20ac<br><\/td><\/tr><tr><td>3 x Night driving<\/td><td>90,00 \u20ac<br><\/td><td>270,00 \u20ac<br><\/td><\/tr><tr><td>Test drive B197<\/td><td><br><\/td><td>85,00 \u20ac<\/td><\/tr><tr><td>Presentation to the theoretical exam<\/td><td><br><\/td><td>99,00 \u20ac<\/td><\/tr><tr><td>Presentation for the practical exam<\/td><td><br><\/td><td>299,00 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_2958  \" data-alignment=\"1\"  data-id=\"2958\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total fixed costs for driving school<\/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=\"2958\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total fixed costs for driving school\" data-originaltitle=\"Total fixed costs for driving school\"  data-originallabel=\"Total fixed costs for driving school\"  \/>\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 + 500 + 400 + 300 + 99,01 + 320,17<\/p><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2957  \"  data-id=\"2957\" data-itemtype=\"slider\"><label>Practical training (variable) \/ at least 12 driving hours<\/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=\"2957\" data-min=\"12\" data-max=\"20\" data-showinsummary=\"true\" class=\"\" data-title=\"Practical training (variable) \/ at least 12 driving hours\" data-originaltitle=\"Practical training (variable) \/ at least 12 driving hours\"  data-originallabel=\"Practical training (variable) \/ at least 12 driving hours\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">The number of driving lessons varies depending on the student. You can use the slider to set a range between 12 and 30 driving hours. Each driving lesson costs \u20ac90.<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_523\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"524\" data-title=\"Additional costs\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Additional costs<\/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_2959   lfb_row row\"     data-id=\"2959\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2966  \"   data-id=\"2966\" data-itemtype=\"richtext\" data-itemid=\"2966\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-B.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2961  \"   data-id=\"2961\" data-itemtype=\"richtext\" data-itemid=\"2961\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">You will also incur costs outside of our driving school until you have your driving license in your hands. The following is a list of the costs and fees for T\u00dcV, road traffic office, etc. All fees are fixed. The costs for the first aid course, the eye test and the biometric passport photo vary from provider to provider. You have to ask for this there.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2960  \" data-showinsummary=\"true\"  data-id=\"2960\" data-itemtype=\"richtext\" data-itemid=\"2960\" data-title=\"External cost types\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV fees for the theory test<\/td><td style=\"text-align: right; \">24,99 \u20ac<\/td><\/tr><tr><td>T\u00dcV fees for the practical test<\/td><td style=\"text-align: right; \">129,83&nbsp;\u20ac<br><\/td><\/tr><tr><td>First aid course \/ eye test \/ passport photo<\/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_2964  \" data-alignment=\"1\"  data-id=\"2964\" 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=\"2964\" 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_2965 lfb_disabled  \" data-alignment=\"0\" data-id=\"2965\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Are you of legal age?<\/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\\':\\'524_\\',\\'action\\':\\'clicked\\'}]\" data-showconditionsoperator=\"\" data-showinsummary=\"true\"   data-operation=\"+\"  data-originaltitle=\"Are you of legal age?\"  data-originallabel=\"Are you of legal age?\"     data-itemid=\"2965\"  ><option value=\"Yes (Driving license application)\"  data-price=\"44.70\" >Yes (Driving license application)<\/option><option value=\"No (Fees for the city administration)\"  data-price=\"52.40\" >No (Fees for the city administration)<\/option><\/select><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2962   lfb_row row\"     data-id=\"2962\" data-columns=\"[{&quot;id&quot;:&quot;695b85a086b00&quot;,&quot;size&quot;:&quot;1\\\/1&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-12\" data-columnid=\"695b85a086b00\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2963 lfb_disabled \"  data-id=\"2963\" data-itemtype=\"slider\"><label>Number of accompanying persons<\/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\\':\\'524_2965\\',\\'action\\':\\'equal\\',\\'value\\':\\'Nein (St\\\\u00e4dt. Bearbeitung)\\'}]\" data-showconditionsoperator=\"\" data-itemid=\"2963\" data-min=\"1\" data-max=\"3\" data-showinsummary=\"true\" class=\"\" data-title=\"Number of accompanying persons\" data-originaltitle=\"Number of accompanying persons\"  data-originallabel=\"Number of accompanying persons\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">You can specify between 1 and 3 accompanying persons here. <br>There is a fee of \u20ac11.00 for each accompanying person.<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_524\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"525\" data-title=\"Additional costs\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Additional costs<\/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_2967   lfb_row row\"     data-id=\"2967\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2974  \"   data-id=\"2974\" data-itemtype=\"richtext\" data-itemid=\"2974\" data-title=\"Klasse B197\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4QAYRXhpZgAASUkqAAgAAAAAAAAAAAAAAP\/sABFEdWNreQABAAQAAAA8AAD\/7gAOQWRvYmUAZMAAAAAB\/9sAhAAGBAQEBQQGBQUGCQYFBgkLCAYGCAsMCgoLCgoMEAwMDAwMDBAMDg8QDw4MExMUFBMTHBsbGxwfHx8fHx8fHx8fAQcHBw0MDRgQEBgaFREVGh8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx\/\/wAARCAEsAfQDAREAAhEBAxEB\/8QAxQABAAICAwEBAAAAAAAAAAAAAAYHBQgCAwQBCQEBAAMBAQEBAAAAAAAAAAAAAAUGBwQBAgMQAAEDAwICBQUHDwcKBAcAAAEAAgMEBQYRByESMUFREwhhcSIyFIGRobFCcxXRUmJykqKy0iMzszVVFjaCg5M0dIQXwcJDY9MkVJS0GFN1Vjejw6TUJUY4EQEAAgECAgYHBwQCAwEAAAAAAQIDEQQFBiExQYESNFFxkTJSchNhobEiQjMWwdEUFfAjYoIkkv\/aAAwDAQACEQMRAD8A2pQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEUzLO2Y1UUsL6N1V7Sxz+Zr2s5eUgacQe1RXEuKRtZjWNdUrw3hVt34tLaeFgP8AGiH9kSf0zfxVGfyWvwfelf4tf449h\/jRD+yJP6Zv4qfyWvwfefxa\/wAcexyj3noi4CW1TMb1ubIx2nuHlX3XmXH21l8W5Yy9lqykVk3Cxq7ytp4qg09U\/gyCpHdlx7Gni0++pLa8WwZuiJ0t6JRW74RuMEa2jWvphJOZSaMhyR6ICDqqKmKngknmcGRRNc+R56A1o1JXze8VrMz1Q9rWbTER1yrn\/GmnPEWiUt6j3rRw95VmeZa\/CtEcr3+OqbY3fBe7LT3RsRpxUc2kLiHFvK4t6R5lP7PcxnxxeI61f3m2nBltjmdZqyq6XM+arx5qh+RbnWK0TPpYQ64VkfCSOEgMaex0h4ajsGqiN7xrDhma+9ZM7LgmfPHi92v2opNvHfS49zQUzG9XM57j7unKoW\/M19eisJunK+PtvPsdlLvNdGyD2y2wyR9fcvc1333MF94+Zbfqq+MvK8fov7U2xrObHfyYqaQw1oHM6jmAa\/QdJb1OHmU9s+J4tx7s\/m9Cv77hmbbdNo\/L6exIlIo9g8uyYY7a217qc1IdKyHu2uDD6ep5tSD2Lh3+9\/x8fjmNel28P2U7nJ4InToRH\/GiH9kSf0zfxVC\/yWvwfenf4tf449h\/jRD+yJP6Zv4qfyWvwfefxa\/xx7D\/ABoh\/ZEn9M38VP5LX4PvP4tf449h\/jRD+yJP6Zv4qfyWvwfefxa\/xx7Bm88LnsZ9EyDmcG69835R0+tXtOZItMR4Xzfli9YmfHHsWUrNCri9BAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFU7zfrG1fNS\/hNVR5m96i4crdWTuV5oqqtuj4SB1\/CvdHgND2HzJ3vQgEaFIkmIlb+1+VT3SglttbIZKygDeSVx1dJCeDSfK08CfMrzwTfTmx+C3vU\/Bn\/HuHRgyRavuX+6U7U8ghBjqrIbHSNcam4U8XJrzB0rNQR1aa6rnvusdPetWH7Y9vkv7tbT3K1z7cOC6Ur7TaHONJJwqqsgt7xoOvJGDx5T1kqscW4zW9Zx4+qeuVq4NwO9Lxlyx0x1QgKqy3Lw21\/gq3eaT9K5aHwby1Wbcbj\/6r934QlKlUUgm6OUTWy3xW2ikLK2vB55W8HRwN4OIPUXHgPdUDxzfzhx+Cs\/mv+Cd4Bw+M+Tx26aU++VQBoA0A0VG1aBo+FzQdCdCehexEz2PJkDmu6Dr5l5J1uyGWWCZk8D3RTxOD4pWHRzXDoIK+8eW1J8UTpL4y4q3jw2jWvoXzhWRm\/2KGsfoKphMVWwcAJWdJHkcPSC0Xh28jcYot29vrZpxLZzt8007Oz1MJu+QMVj1\/wCLi+Jy4OYPL\/8AskOW\/Nf+sqd5h2\/CqNov+hzDt+FNDQ5h2\/Cmho+9PQdU6HjlCB38PzjPwgv1w+\/Hrfnm9y3qbL9S1CGTvq+gQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBVO836xtXzUv4TVUeZ+ui4crdV+5Xiqq3LhwPHLBV4jb6mqt9PPUSNeXyyRtc46SOHEkdivnCdnhtt6zNazM\/Yz3jG7y03N4ra0RH2\/Y55Zt7Yaq1VE1BSMo7hDG6SF8I5Q4tGvI9o4EOX1v+FYb45mtYi0Q\/Ph\/GM2PLHitNqzPappruZoPaNVQtGiwle19Q+LM6ZgOjZ4po3DtHJzj4Wqb4Bk03MR6YlBcxY\/Ftpn4Zhd6vjPxBrhemMF7uJDQNaqbjp\/rCsy3s\/wDdbp\/VLUthGmCnyw8gXL6nW+rx6vHbX+Crd\/O\/pXLQ+DeWqzbjnmr934QlClUUo3cyrfUZlWNJJbTtihYOwBvMfhcqDx3LNtzP2Ro0Hl7F4drE\/FMou4nTh0ngPOVDVjWYhNzOkTK+8axCz2e3RRMpo5Kosaaioe0Oe95HE6noHYAtI2Wwx4aRXSNe1mG93+XPebTM6diP7mYpanWOe701PHT1tHyvc+NoaHx82jmuA4Hp1BUfxvYY7YZvEaWqkuB8QvTPWkzM1sqVUZf1i7NVbm1l0ovkOZFOPtgSw\/Borbyzkn89e9Tuaccfkt29MLLrrbQXCAQVtOyphDg8RyNDm8w6DoVZ8mKt40tGsKrjy2pOtZ0l4f3Pxb9k0v8ARN+ovw\/wMHwV9jo\/z8\/x29r5+5+K\/sml\/om\/UT\/AwfBX2H+fn+O3tfHYlijQXOtVKGgEkmJvAD3F5OxwR0+CvsP8\/P1eO3tUNcKiGouFVPBG2KCWZ7oYmDRrWcx5QAPIs73V4tktMdEa9DSNpjmmKsW6Z06Xrxm3fSWQ26hILmyztMmn1kfpv+Bq\/fh2D6uetft1fjxTP9Lb3t9mnfPU2HWksyEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEFU7zfrG1fNS\/hNVR5n66Lhyt1X7leKqrcvLbn+Cbb9q\/9K5aJwby1Wa8b81k9f9EinAMMn2rviUjf3ZRleuGtTf8AKfjWWW96WtU6oSPbsE5pbdOp0h\/+E5S3A\/M170Rx6dNpbu\/Fe60BnYgj82A4fNNJNLa4nyyuL5Hku4ucdSentXDbhuC0zM0jWXdXiW4rERF50hXm6Fhs9nqbcy2UraVs7JTKGa+kWlunST2qscf2uPFNfBGmuq08ubnJli\/jnXTRCVXFnXjtr\/BVu\/nf0rlofBvLVZtxzzV+78IShSqKUFnX8Y3b54fAxqzvjPmbtH4J5WjCR\/nY\/nG\/hBcGOPzR60ll92fU2XHQtRiOhk6P59\/Bl3\/s5+MLi4n5e\/qd3C\/M4\/mhQ46FmzT072d\/iCv\/ALKP0gVl5an\/ALbepVuaY\/6qfMt5XNShAQR\/Orl9HYpcJwdJXxGGLyvl9AfHquDieb6eC1u3+ru4Zt\/q7ilPt+5QrWhrQB0BZvq0\/RPNoLd398qq8jVlHDyMPZJMfxWlWXlvDM5LXnsjRVuZ8+mOuOP1TrPct5XJSxAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBVO836xtXzUv4TVUeZ+ui4crdV+5Xiqq3Ly251\/cq2cPkv\/SuWicG8tVmnG\/N3\/wCdj3ZVfaSzWWpqp5A2QxubTx6jmkkcNGtaPP0ro3u5rhxza0ubZbW+bLFax62vzQQ0a9PWfKs0tOrUojSE12lt8lRk8lZoe6oYHau6ueX0Wj3uZWHl3BNs3j06Ij71b5l3EVwxTttP3QuVXZRxAQVXvN\/XbT83N8bVUeZuuneuHKvVk7ldKqrcvHbX+Crd\/O\/pXLQ+DeWqzbjnmr934QlClUUoLOv4xu3z3+Y1Z3xnzN2j8E8rRhI\/zsfzjfwguDH70etJZfdn1Nlx0BalHVDJ0fz7+DLv\/Zz8YXFxPy9\/ld3DPM0+aFDjoWatPTvZ3+IK\/wDso\/SBWTlr923yqtzT+1T5lvK6KUICCtt5Lly0lvtjDxmkdUSt+xjHK375yrPMmfSlaemdVn5Xwa5LZPRGntVeqau649prcabF\/anN0fXyvm17WN9Bn4JV94Dg8G317bTqz3mHP49zNY6qxomym0GIItuLuPjm39khvOQGcUU9Q2kYaePvXd49j5BqNW6DljPFB4sw3fwzEcXtmS3maZlBeO6NBFHHzzvE0XfAmPUaBrPW7DoEGGzLxE7f4bX0lvvza+CsrKOGvbAKbVzI59eVsgLhyvHKQ5vUg8dq8T22V1t92r6I3B8Nlp2Vdc32b0xC+ZkHM1ocdeV8rS7sHFBL7fudilft6\/PoJ5P3ejp5ql73M0lDadzmPb3evr87CANeKD24NmtozTHIMhs7J222qdI2ndUx9093dPMbnBurvR5mkaoIzZ9+MBu2fS4JTSVLb9FUVNIWyw8kJmpA8yNbJr\/qncvDig9MG8+Gz3TKrZGar2nDoJ6q86w+j3dNr3ndHX0z6PAcNUC1b0YZc9v6\/PKU1X0DbnvZUl0Ok2sZYHcsevH84OtBjbv4h9vLTidjymrdWi1ZAZ228tp9ZNaZ\/JJ3jeYcvpdHHigkEm6GLR7d\/wCIDpJv3dMDakPEf5bldIIgO719bnOnSgwVn8QW392w+9ZbSOrDaLC6JleX0+kms7g1nIwOPNxdx48EGFt3i02brayKldW1dGJXBgqKmmc2JpPAc7mF\/KPLpoEEl3E3vwfb+qoae\/yVLn3GJ09K+liEzDG0ga83M3tQY3DfEdtxl94dabO+t9rbBNVETU\/I3u4G87+PMeOnQgwsfi\/2de9rXTXCME6F7qUkDynlc4+8EFvWK+2i\/WilvFnqmVttrWd5TVMevK9uunXoQQQQQRqDwKD3ICAgICAgICAgICAgICAgICAgIKp3m\/WNq+al\/CaqjzP10XDlbqv3K8VVW57Ke9XqmhbBTXCphgZ6kUcr2tGvHgAdF003masREWmIj7XJfYYLzM2pWZn7HmnnnqJO9qJXzyn5crnPPvuJX5ZM17+9Or9sWCmONKRFfU7rZb5rjXRUUMsML5ToJKh4jYPOT8Q6V+u2285bxTqflu9zGGk3mJn1L0xXGaTHrUKKAmWV7u8qagjQySEdPkA6AFoWw2Vdvj8MM33++tucnjt7PQzi7XGICCq95v67afm5vjaqjzN1071w5V6sncrpVVbl47a\/wVbv539K5aHwby1Wbcc81fu\/CEoUqilCZ8zkzK6A9cjXfdRtKzzjUabmzRuBTrtKd\/4sBzFpDxxLSHaeY6qMpbSdUreNYmGyFBWw1tFBVwO54Z42yMcOI0cNVqWLJF6RaGT5KTS01nsR\/cmsipsOr2SO0fUtbBC3rc57hwHmAJXBxjLFNvbXt6EhwbFN91TTsnVSCzppad7O\/wAQV\/8AZR+kCsnLX7tvlVbmn9qnzLeV0UoQEFG7lXL23L6ljXax0bWUzPO0cz\/vnKhcez+PcTEdVY0aBy\/g8G28U\/qnX+yL8r3kMZxe8hrB5XHQfCoelfFMRHbKavfw1m09kNjbPb22+1UlCwaCmhZHw7Wt0J99afgxRjx1rHZDKc+Wcl7WntnV7V+z8xBQnjQ\/9qaD\/wA5p\/8Ap6hBC8Thbu3u3jdIHCpw7by10ZlcOMU1W2JhI4\/+JOwNI6HMiPag9G8D7QzxXYm+8Op22wUdMap1ZyCAM56n853noaa9qC824\/ttk2OXu3Y420yQ3Gllt9bU2sUzuUTRkAPfT9Y1DgCfKg1Eos2rrZsLftuZTpen5BFRMpAfyncv\/KStaOwT0vKft0G6WC41FjGG2bH4wNLZRw073DodI1g7x\/8AKfq5BpDd6mvse92Q5pACaXHcrLq7QH83NWTcOHU5sT2+6gsqz6fv9v64EFr7PcXtcOILXNe4EecFBx2+\/wD45yv56q\/CgQQ7P6WWr2B2kpYRrNUT3GKMdrn1JaPhKDN\/T1TUeESnsLXa1T7+LGGa8ebvzXBnxIMXt3C+Dw5bqQv9eKpo2O87ZowUHVkdw27qfDdjFqo\/YajOzVgGCmYx1eNZ5uYSlg7zRzC0AO6eGiCQbx0MltvmydFfwyN9HQ2+G6NqdORvdywNmbNz+jo3Qh2vBBsdSt20qbfdZ8WFlmrKekmE0trFK+WNskbh6ToNXNDuXr6UGr+z1vxObw97iVN5gon1cXfewT1LYu+bMKRphET3emHd7py6daC7vCPFVM2YoXTNcI5KyrdTc2uhj7zl1b5OcO91BcyAgICAgICAgICAgICAgICAgICCqd5v1javmpfwmqo8z9dFw5W6r9yvFVVuZy24Rk9zooq6ipBJSzAmN5kY3XQkHgTr0hSeHhGfJWLVrrE\/aic\/GtvivNL26Y+yXTdMSyW1RGauoJI6dvF87C2RjftiwnT3V85+F58Ua2r0Pvb8W2+adKW\/NPYxBDXcCNVHxqkll7V5bUyzmwV0rpRyGSgkedXANHpREniRpxarfwHiNrT9K8\/bH9lM5h4ZWkfVp0R1W\/us9WhVRAQVXvN\/XbT83N8bVUeZuuneuHKvVk7ldKqrcvHbX+Crd\/O\/pXLQ+DeWqzbjnmr934QlClUUpzdq2yU2RxV+h7mvhAB6u8h9Ej7kgqlcxbea5ov2Wj7135Z3HixTj7aT90oSq4szK2jKshs8Zit1a+GAknuSGvYCekhrgdPcXft+JZ8MaUnSEdueF7fPbxWr0vNdL3d7vO2a41MlVI0HkDtA1g6+VrdGhfnud3lzzreddH6bXZ4cEaY40\/q8a5Hcnezv8QV\/9lH6QKyctfu2+VVuaf2qfMt5XRShB01VSymp5aiQ6RwsdI\/7VoLj8S+L38NZmeyHtKza0VjtlrfUVMlXUzVcp1kqJHzOJ6dXuLv8qy\/Pl8d7Wntlq23w\/TpWsdkaMzg1v+kMst0BbzMieaiUHo5YRzfhaLv4Ph+puK+iJ1R3G8\/09tae23Qv3RaIzkQEFCeND\/2qoP8Azmn\/AOnqEFa7P0tftJu3jVvuFV3tozq00r3SgcsYmqhzRNHHi6Ocd3r9a\/XrQZbfDHLXkviixmw3Vj5LdcKGmiqWRuLHFvPUHg4cRxCDYHbva\/E9vqKso8cimhgrpWzTiaV0xL2t5RoXdHBBrfdcFtj\/ABl01u4eyVNWy9PjI4d6ymNY5p7eaaPX3UG3yDTigx6TIrh4gbVG3nl76SsgaOky0VdPUNDfK7kLfdQYfYm5Vlytm6tbWP72plxWpEkh6TyQuYPgaglm3wP\/AGc5X89VfhwIMHdC1u1OxheNWC61BcD1j28aoPFaNX7qs2xMTvZIM9luo7DFCXM008sTNUHPBHmTw97syHpfWUrj7s7Cg+3Ha\/E6Lw02ncWgimo8tjljldXxTyjmJrnQD0C7lYWt0ILADqEHdupVzZhNsvJfXOqJLzR08FykB5XyiWpjildzAcHPGp17UGxuL7O4Tt7a79NjUM8L7jSOZU99M6UERMeW6c3R65Qalbc7O2fLNpsvy6atqKa6473slNE3kNPIyCn79zZGlvPq7iAQ4adhQbTeGbKbjke0VrnuHIaihfLbw9jWsDo6cgRnlaA3UMIaeHHTVBaiAgICAgICAgICAgICAgICAgICCqd5v1javmpfwmqo8z9dFw5W6r9yvFVVuXjtxwwq2\/av\/SuWicG8tRmvG\/N5PX\/RJnxRvY5j2hzHAtc08QQeBBCk7RExpKLjo6Y7Gul6om0F5r6Jn5umqJI2fah3o\/Asy3uKMea1Y7Jalscs5MFLT1zEauzHKt1JkNsqQdO7qYtfM53K4e85ffD8ngz0n\/yh8cSxxfb3j\/xlsStKZgL0EFV7zf120\/NzfG1VHmbrp3rhyr1ZO5XSqq3Lx21\/gq3fzv6Vy0Pg3lqs2455q\/d+EJQpVFMRkuO0V\/tb6Cq1bqeeGZvrRyDoeNfhHWFx7zaUz45pZ1bPeX2+SL0VBdtvsst0xb7Ga2DX0Kil9MEdpZ6zVS9zwTPjnq8UfYvO149t8sdM+C3ol4qbEMqqXiOK01OpOmsjO7aPOX8oXPj4XntOnhl0ZOL7akazeJ9SWnATYcQvFxuD2y3SSlcxjWcWQsJGoBPS49ZU\/ThMbfbXtbpvoruTi87nc4616McWV4OhVBdU72d\/iCv\/ALKP0gVk5a\/dt8qrc0\/tU+ZbyuilCCKbmXI0WI1YaSJKstpo9P8AWH0vvQVE8azfT28+m3QleC4PqbqsdlZ1Ujos9aSsXZu3c1Tcrk4cI2spoz5XHnfp7zVbOWsHTbJ3Qp3NGfprjj1rUVsVIQEFc77bXXHcnEKaw0FdDb5Ya6OsfNOxz2lscUsfKAzjrrKCgwe6WxFZmeH4pbaO5RUF\/wAXbDHFcix5Y5jIWskDQ08zdZImPb2aIMNuXsBnuXZlacuoMlprTeaC301NLUQxzMcKqLnMssJadWtcZDyjp0QSjafbndDF71WVmW5lJktDPTdzBSSPmcI5e8a7vB3pI9UEcO1B1VWzV2m38pdzRcYBQU8PdG3Fj++P+6PpvX15fWfzeZBbCCrtttoLjimd5pkdbXQVlJlVQ+aKlYxwdG188kvLIXcHejLpwQYHaPw6S4Nd8mdXV8Fwst+pZKFtHGx7JGwSPPB7nHT82eU6IIY\/wn7i0tNWY1as4bDhNdOJp6J4mD3AEEF8LPyT3ANbr6bQ4gcOwJ7muwDrpY8Fslhr46Khw2YSk1TXPfONY3F2rNAHOcxzncNNSg5UewtRT7+S7mC4Qm3vc+Zlt5Hd6JZKT2dx59eX13OegwuN+G+\/2nbHMMPlvNJLVZNNBLDVtikEcXcyNe4OaTzHmDeGiCOU\/hO3CqrZR49eM9c7FqV4e22QtmfG30i493E97YwdXHQnoJ1QSzdTw53HJZMVbi12islNilI2koe9bI+UGJzXRyB7NPSHIDr068UHrwTaXd+z3qWpyTPJL7bZaSopzQSPqHN7yZnKx5bI7l9A8UDbbYW7YntnluH1V1gqZ8jjnZDVxRvDIjNTdwC9rjq7Q8eCCU7Ibb3LbzCjjtwrIa6RtXLURz07XsbyShvokP46hzSgsBAQEBAQEBAQEBAQEBAQEBAQEBBVO836xtXzUv4TVUeZ+ui4crdV+5Xiqq3Ly25\/gm2\/av8A0rlonBvLVZrxvzWT1\/0SdSiLa+Zf\/Ft4\/tT\/APIs34r5i\/zNM4R5XH8rG0f9epPJPF+kC59r+7X5odG8\/Zv8stlVp7Kxeggqveb+u2n5ub42qo8zddO9cOVerJ3K6VVW5eO2v8FW7+d\/SuWh8G8tVm3HPNX7vwhKFKophK7MsXoKuSjrLlFDVRaCSJxOrdRqOgdhXHk32Gk+G1oiYdWLY5ska0rMxLpjzzDZZGRR3WF0kjgxjdXcXOOgHR2ryvEcEzpF41l7bh2eI1mltISDQBdrj0R\/P\/4Mu2n\/AA5+MLg4n5e\/yu\/hfmafMofqWbNQTvZ3+IK\/+yj9IFZOWv3bfKq3NP7VPmW8ropQgqveS481XbbaDwja+pkHlceRmvvOVT5lze7jhbeV8Hv37v7q6VTXBdu21t9ixCjLgRLVl1U8H\/WH0fvQFonBsP09vX7Wbcbz\/V3Npjqj8vdCWKURYgIGoQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBVO836xtXzUv4TVUeZ+ui4crdV+5Xiqq3Lx24\/gq2dnK\/wDSuWi8Hj\/5qs0435u\/\/OxJXSNY0ve4NY0EvcToAB0nVSUzp0yi46eprtfa6OvvlwrYvzVTUSPjPa0u0afdCzTfZIyZrWjqmzUuH4px4KVnrirrtUDqi7UEDRq6SphaPdkC+dnXXNWI+J7vrRGC8z8MtkFpzLRAQVXvN\/XbT83N8bVUeZuuneuHKvVk7ldKqrcuzb6qpaXA6GoqpmQU8YlMk0rgxjR3ruLnOIAWh8G8tVm3HPNX7vwhHsl8SW0Fhe6F97bcqlhIdBbWOqjqP9Yz8l9+pVFK3qM0tOa1lRktpimhoKuTu446kNbKHQgRu5msc8DXTUcVQePU8O5n7YaFy\/bXaxHomX2lmbBV0054Nimje77VrgT8SjNvaK5KzPYlN1Sb47RHbVw8S27W4eI5VbLdjN6NJbq+3CsfpBTyEvMz2ate9jiBytC1CJ1iJhlM9HX2Kwwzc3dLKMnpqC65FW1ttDXzV9M4sZE6JjeDXtY1o0c4gKM4zlim2t6Z6EtwTDN9zWY6o6VnLO2kLA2ahcbvcp9PQZTxsJ+yc8n\/ADVaOWafnvb7FT5pv+WlftmWsd3x3fGpv10fb7fk76Z9bUmExCtbGWGZ3Ly8QNNFcFNcG4N4h5B+rcm07HS1I+ORBZGJ22627HqSkvD5n3Vgc6uFS90krJnOOsbnOLj6HAaarPOM5\/qbm0x1ROjSODYPp7asemNfazdNSy1dVBSRDWSpkZE0Dte4N\/yrgwY\/Hkisdsu\/PljHjtef0wyXi3yibH8JsWPW2pfST19TzGSGR0bxTUUfEasIIBfIxafSkVrER2MqtabWmZ7Wvkdg307sSRW\/Ku7cA5r2CvLS08QQQegr7fLgZt8qI+k\/K6ct7fpAaIO07ob22saTZDfoAOqpMx\/SsKD2UPiT3moyOXKDMB8mpp6WTXz80YcglFq8Xu6tI4e2QWy5R9feQSQv9x0Ugb96gmti8adI4hmQYxLC3X0p7fO2bh81KIj98gtXD\/EFtVlM0dLRXptHXynlZRXBppZSTxAaX\/k3HyNcUFjaoCAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICCqd5v1javmpfwmqo8z9dFw5W6r9yvFVVuZKkybI6OnZTUdynp6aPhHCxwDW6nXhw7Su7FxLPjrFa2mIhHZ+FbfJab2rraXGtyPIa6B0FZcqieB3rxPf6J84Gmq8zcRz3jS1p0e4eF7fHOtaRqx+gXHq79Ew2vsMlwyAV72n2S2+mXdRmcNGNB8gPMfcVg4Bs5vl+pPu1VzmLeRTD9OPev+C6Vd1FEAkBBVG8k8LrlbImyMdNHHKZIg4F7Q4t5S5vSNerVVHmbrp3rfyr1ZO5Xqqq3snvEAfDBID\/xFP\/1wWh8F8tVm3HPNX7vwhqOAANBwHUpVFLU2UvYdHcLG\/mJjcKyAgEgB2jJGuI4N4hpGqq3Mm11iuWOzolbeWt3prin1wtHQKoLexmRY5Z8lfQOvkb6wWyN0NG3vHMDYnu5jG7l0Lm83EDXgpbbcZz4q+GJ1hE7jgu3y2m0xMTLstVhslnjfHaqGKiZLp3vdA6v5ejmc4ucdPOuXdb7Lnn886urabDFt4\/JGj3EgDUnh1rk0dvSuTaqySUGPOrJ2ls1yeJg08CIgNI\/fGrvdV74FtJxYdZ67\/gz3j+8jNn0r7tI0TZTiEeK8XBtutVXXPOjaaF8nHta06D3Svw3GX6eO1vRD9cGKcmStY7Za5cz3EvedXvJc89rnHU\/CsxvebWmZ7WrUpFYiI7Ep20tvt2XUz3N1jomPqX+QgcrPvnKZ4Dg8e4ifhjVCcw7jwbaa9t50\/upfxY5ILvutJbWPDqexUcVIWjo72b8vKfPo9rT5lfGftifDdmJyfam1unk7yvtGtrrCTqdaYAROPX6ULmFBaCAQCNCNQekFBiLlh+J3RpbcrLQ1rXdIqKaGT8JpQQK\/eGTZu7hzm2Q2yZ2v5a3TSQEa9jNXRfeIKoyvwZXSFr5sTv7KsDUtormzu36dgnhBaT54wgo\/Mduc2w+Tu8ms09DE53KyqcBLTPOvyZ4+aP3NdUEgwDfncjCu6gobibjaY9B9FXAumiDeyJ5PeRfyXaeRBstt74o9v8oMNFdnnG7xJo3uK1wNM9x04R1I0Z7jw0oLjZIx7GvY4OY4BzXN4gg8QQQg5ICAgICAgICAgICAgICAgICAgICAgICAgICAgICCtt1rHerlXW59uopatkUcgkdEAQ0lw0B1IVb49s8uaa+CNdFl5f32LBF\/qTpqg\/7m5f8Asap+5b9VV7\/Ubn4Fj\/3m1+P7j9zcv\/Y1T9y36qf6jc\/Af7va\/G5xYPmErtBaZ2+V\/I0e+XL2ODbmf0vmeObWP1\/dLP2baS91Dw+7TMoqcH0o4iJJiOwH1G\/CpLa8uXtOuSfDCN3fM1KxpijWfTPV\/daVptFBaaCOhoIhDTxdDRxJJ6XOPW49ZVtw4a4qRWsaRCoZ898t5tedZl7dV+r8kB3B3w27wYPhu1yE9zaDpaaICeqJ7HNB5Y\/5xzUGtmf+K3Psg7ykx5rcatrtR3kREtc9vlmI5Y\/5tuv2SDAbSZDQQSXU3e4tFyuNRB3Tqp73zTu0c31zzFx5nacSq7x7Z5c018FddNVm5e3uLDFvHOmq7zhuX\/sap+5b9VVz\/Ubn4Fi\/3m1+P7pdu8dpurfDm62Oo5vpJ9VSxx0LWF0znvrQWtaxupc53UArrwvFbHgrW0aTCj8UzVy7i9qzrWUO2t8JFbWxx3TcCV9HA7R0VipXgTOBGv8AvMw15PtGcfsh0KQR7ZC0YNiFmsb7FarTTUVqlbyzU0LA0P8AK93rPd9k4kr88uOL1mto1iX3jyWpaLVnSYVzkO1d6oZXy2n\/APIUWurY9QJ2DsIOgfp2jj5FTt7y\/kpOuL81fR2rnseY8d40zflt6exE6iz3emcW1FBUxOHAh0L\/AKih7bLNWemlk3XiGCY6L19rspbBf6twbTW2pl16xE4D33ABe04fmvP5a2fOTiW3pGs3qm+LbUVDp46zIC1sLDzNt7DzFxHR3rxw0+xCsPD+ATE+PL7Fb4lzF4o8GH\/9LTaxjQA0aADQAdAAVq07FUfV6IpuTFdqnGn0VspZKqaqlYyVsQ1LYwedxPEfWgKL4tTJbBNccazKS4Rkx03EXyTpFVUfubl\/7GqfuW\/VVO\/1G5+Bdv8AebX4\/uT\/AGwsVXZaS53K707qJztGjvRoRDE0vc7hrw1PwKy8C2N8NbWvGkyq\/H9\/TPatcc61r\/VoxlF+lyHJrvfpSee6Vk9UAepsjyWN9xmgVgV9dXg+zD6OzW44vPJpT3yn7+laf+KpNSQPtoXOJ+1QbgICAgICDqqaSlqqeSmqoWVFPKOWWGVoexzT1Oa7UEIKL3F8JmI3wS12JSDHLm7V3soBkoJHeWL1ofPHw+xQat5tgGW4Xcjbcltz6R7z+QqPXppx2xTD0Xeb1h1hBl9v959wcEfHHZriZrW06utFZrNSkdYYCeeLXtjcEGzu3XimwTJjFRXs\/u3eH6NDKpwdSSOOg\/J1OgaNeyQN91Bc7JGPY17HBzHAOa5vEEHiCCEHJAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEDQIGgQNAgcEDQIK43B3925wnvKerr\/pC7s1AtVBpNMHdkjtRHFx6edwPkKDWXcPxN7iZZ3tJbpf3cs79R7NRPPtL2nX87VaNd0dIjDQgqPrc46lziXOceJJPSST0oCDtpamWlqoKqHTvaeRk0XMNRzxuDm6jrGoQW\/8A92m8P19s\/wCUd\/tEF8eHHcfK9wLHd7pkktK+SjrGU1LBTQ91yARB7nu1c4nm7zQeYoLhQEDQIIFvRuDdMCxSnv8AQU0FW0V9PTVkVRzgCCbmDnNLCNHBwb06hBPAWuaCDqDxBQfdAgICD5yhB90CDi+OORjmPaHMeC1zT0EEaEFB+aV\/tTrRkF1tLgWut1bUUpaekdzK5g+AIO7Fciqcaya1ZDTama1VUVTyj5TGO\/KM8z2czUH6RUFdTV9FT1tK\/vKWqiZPBIOh0cjQ5rh5wUHegICAgICDG5BjdiyK0zWm+UMVwt1QNJaaZvM3UdDgelrh1OaQR1INQt5vDTecRbNfMW76742NXz05HPV0besuDfzsQ+uA5m\/KHykFIcHDtBQT7bne3PsCeyG2VnttnB9OzVpdJT6dfdHXnhP2h07QUG1m2viNwDNTFRSzfQl9k0H0ZWuAD3dkE\/Bkvm4O+xQWogICAgICAgICAgICAgICAgICAgICAgICAgIMPl2V2XFMerL\/AHqf2e20LOeV4HM5xJDWMY35TnuIa0dqCgsm8X12tb4I48GqaM1kTamikuk5gMsD+LJWsbEeZpHY5BC7n4w9zqnVtDb7VQN6nd3NO8e6+RrfvUEWuXiR3pr9Q7IvZWH5FJTU8X33I53woIrdNxtwrrqLjk90qWHpjdVytZ9wxzW\/AgjrWho0A07fKg+oCAgICC0dgN3YtusnqPpMPfjl3ayO492C98MkWvdVDWD1g3mLXgcdDrx00QblWfcXArzSMqrZkNvqYXjUFtTEHDXqcxzg5p8jggy0d6s8v5uup3\/aysPxFB6WTQvGrHtcPsSD8SCs\/EvbPpDZTI2gavpo4apmnV3NRG9x+51QTfDa76QxCx1+vMKu30s\/N295C1\/+VBmEBAQEDVAQaC+IW1Ntm8+TwsILKiaKsGnbUwMkdr\/KJQV5prwQbteFbMm33a2nts8gdX47K63ytJ9LuPXpnEdndu5B9qUFxoCAgICAgju4eWx4hhN4yV8Xf\/RlO6WOAnQPlOjImk9QL3AE9iDQHJc8zLJrq+63u71NRWPcXMDZXxxRA\/IhjYWtY0eRBgkBB8c1rmlrhqD1FBbu2PiUznDBDQXFxyCwM0aKSpefaYWdH5CoOp0A6GP1HZog2x293XwnPaPvrBXh9UxodU2yfSKrh+3iJ4j7JurfKgmGqAgICAgICAgICAgICAgICAgICAgICAgIKe3epm5TuVgOCTtElsdPPfbzCT6L4qFukDHjra95c0hBYGb4HjOa2OSzX+jbU07wTDKNBNBJpoJYZOljx7x6CCOCD8\/s2xO4Yhlt0xqvPPUW2Yxtm05RLE4B8MoHVzxuDtOroQYRAQEBAQEBAQEHExRuOpYCe3QIOPcQ66hgB8nBB2ML2HVkj2H7F7h8RQd5r7gYnRGrqHRPGj4zNIWuHYWl2hCDvgv1\/p2NjprrWwRsGjGRVMzGtA6AA1wACD2RZvnEJ\/I5JdY9Ojlrqgf56D2w7pbnw\/m8vvLfJ7bMfjcUHrj3n3bj9XL7mdPrpub8IFB6o9+N5I\/Uy2s\/lNhf+FGUHrh8Ru9sXRk73fb0tI744kHsHie3uEZab7C4kac5oaXmHlGjNEFbXS6XK7XKpud0qZK241jzJU1Ux5nvceGpPkA0AHABB5UGewvOcowq8i745WGkqi3u52OAfDNHrr3csZ4OHZ1jqKC4YPGZnzWtE9htUrh6xY6oZr7hc\/RB7YvGnkrdO9xajf28lVK3443IPbB42Kgad\/h2vb3deB+FAg98XjWtR073EqpnbyVcTvjY1B64vGlif+mxu5M7eR9O\/wDzmoPbB4zNuHD8tabxEfJDA\/4pgg82VeJfZbLcYuWO3KO7w0lzgdBI\/wBkaXMLvVe3lkdxY4Bw8yDU2rip4auaKmqPa6aN7mwVXI6LvWA+i8xu9JnMPknoQdSAgICDuoq2toK2GuoKiWjrqZ3PT1UD3RyxuHW17SCEFj0XiV3spQGjIRO0cNJ6SleeHa7u2lBmaPxbbv07gZjbKwDpbLSuZr7sUjEEit\/jRyuMt+kcZoagfK9mnlgPuc4mQSeg8aeNP5fpHGa+m19Y080NRp5ubuSglNt8Wmz9YWioqa6283SaqkeQPOYe+QS+1b27S3VzWUeV24vd6rJphTuPuTd2UEuorjb66LvaKpiqoj0SQvbI332khB6NUBAQEBAQEBAQEBAQEBAQEBBUdub7f4n7tNIeZtmxmCmib1NdU1IlJ94lBbiDTfxiWyGm3KtldG3ldX2pnf8AlfBM9gP3DgEFFICAgICAgICAgILr2r8NX7+4fT5Icpht\/tMkrBQxU4qHxd08s0mJlj5Xnl5uXT1SO1BL\/wDsqb\/61\/8AoG\/\/AHCCpt5NpDtrdrfQfTcV5FwhfMOWMQzRd24D8pGHyei7m9B2vHQ9iCvkBAQEBAQEBAQSrGNq9xsptxuePWGe4W8SOi9pa6KNhe31g3vXs5uXoJHWgy\/\/AG+71f8ApSo\/pqb\/AGqCOZXgeZYjNTxZNaZrW+rDnUpl5HMkDNOcNfG57dW8w1GuvFBgUBAQEBAQEBAQEBAQEBAQEHxzWu9YA+fig50009LKJaSWSmkHQ+F7oz77CEEvsm8m61k5Rb8qrwxnqxVMntUY8nJUCQaILAsfi\/3NoiG3Sjt13j63GN9NL91G4s+8QWLj\/jMxCpc2O\/WOutbj0zU7mVkQPl07qTTzNKC2sV3Z24ynlbY8go6md+mlK5\/c1HHq7mXkk+BBLdUBAQEBAQEBAQEBAQEFQ4S8T+IzcZ\/\/AA1DaYB\/KhDz8KC3kGovjOkac3x6P5TbZI4+Z1QQPwUGviAgICAgICAgICD5p0kFzdenlcRr7xQPS+vf9276qAAASeJJ6SSSffKD6gICAgICAgICCdYZvduXhlm+hbBc2Q2xsjpY6eaCKfkdIdX8jnjUBx46dqDPf90m9f7Xpv8AkoPqIIfnW5ubZ3NSSZPXirFAHCkijiZDGwyac7uWMDVzuUcSgi6AgICAgICAgICAgICAgICAgICAgIOtzoCRzObqOgkgEeYoLHwDxAbjYdJHFS3M3a1MI57VcHGdnL1iKQkyxeTQ6a9SDc7bPcex7gYxFfbVzRHmMNbQyEGWmnbxdG\/TgeBDmu6wfcQSxAQEBAQEBAQEBAQaWbs7jZphe+OZS4xcfo+SudRMq3GGKbnEVKzk\/OtfppzHoQR8+JHe4\/8A7MR5qSkH\/wApBEMtzXKcwuUVzyWvNxroYRTxTFkcfLEHF4aGxtY31nE66IMIgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICDYDwybJWTLIKzKsppPbLTTy+y2uhkJbFNKwazTSAEF7WEhrR0E82vQg2Xo9sduKIAUuL2qLToIoqfX3yzVBidw9mMKzPHX2qWhht1THq+3XGkiZHJTzaaBwDQ3nYeh7DwI7DoQGrm1uR3zZrd2ayZEDT0NRK233xgJ7oxvP8Au1awnpa3m5genkLh0oN3wQUBAQEBAQEBAQEEU3SziPB8EuuSOY2WajiDaSB3RJUSuEcLTpx5edwLtOrVB+f2Q5DecjvdXfL1UGrulc4PqaggN5i1oY0BrQA1rWtDQB1IMcgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgEE8NeXXhzdOnl0QbZ4d4m9l8Vxi247bqS7tpLbA2BjjSRgvcOL5HaTetI8l58pQZoeMDac\/6G7D+6N\/2qDmPF7tKfkXQeekH+0QU14iNyNr9w6a3XKw+2R5FQk08hqKYxMmo5NXFrn8x4xP8ASZ53INi\/D3mMmU7U2asqZDJX0TXW2teeJMlKeRriesuj5HHzoLHQEBAQEBAQEBBTHi2pny7PzytJDaavo5X6dYLzHx916DSlAQEBAQEBAQEBBnsTwPM8vqHQY1aKi5FjgyWaMBkEbj1STvLY2+65BaVF4Pt1KiESVFbaaN5GvcyTTSOB7CY4i33igwuR+GDd+yQSVDLfBeIY+LjbZu8k08kMjYpHeZoJQVZPBPTzyU9RE+CphdyzQStLJGOHU5jgHNPnQcEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBB6bbbbjdLhT222UstbcKt\/d01LA0vke7p0AHYOJPQOtBsdgfg5nnhjrM5uj6dzgHG0W0tLm+SSpcHN17Qxun2SCzKfws7KxQ92+yS1D9OM0tXUl\/3sjR8CCMZT4OcKrKdz8auVXZ6wA8kc7va6Y9gLXcsg84f7iDWvP9tsuwO6i35DSd2yQn2Ovi1fS1LW9Jik0HHtY4Bw7EEXQEBAQEBAQXH4V8tu1r3So7FFUP+ib5HOyrpNSY+9hhdLHKG9AeO75dewoN2kBAQEBAQEBAQVv4jKIVmy2Ux6amOmZOPJ3M8cmv3qDQpAQEBAQEBAQEFs7CbITbiXSW4XXngxO3SBlU9hLX1U4Ad7NG4eq0AgyOHEAgDidQG7Fos1qs1tgtlqpIqKgpmhkFNA0MY0DsA+E9aD2IBAKCuN3tksa3Dtskjo2UOSRM0oLyxvpgtHoxz6fnIj5eLelvlDRa92W52O8VtmusBprlb5XQVUJ46Pb1g9bXDi09Y4oPEgICAgICAgICAgICAgICAgICAgICAgICD45waC49A4lBu54ctnqXC8ZivVzgByu8RNkqnvGrqWB+jmUrNfV4aOk7XcOhoQXEgICDB5phtizDHKuwXqATUVU3g4ac8UgHoTRO+S9h4g+4eBIQfnxmeJ3TEcpuWN3PQ1dul5O9A0bLG4c0UzR2SMId5OhBhUBAQEBAQXB4UbUa7eOlqdNW2uhqqp2v2bRTj9Mg3dQEBAQEBAQEBBVXiaflTdo7qMfjEjHljLzoC6VtuOvfujHH7Hn7GcxQaLjTQadHVp2ICAgICAgICD6yKaaRkMDS+eVzY4mDpL3kNaPfKD9G9vsQo8Pw2047SNAZQU7WTPH+knd6U0h8r5C5yCQoCAgINVfGVhkFPXWTMaaMMfWa2y5EDTmexpkpnnT5XKHt1PUB2INbEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQS3aOwQZBuhjFpqG89PNXMlqIz0OipwZ3tPkcI9EH6IaICAgICDU7xn2CKnyDG7\/GwB9dTz0NQ4cNTTObJGT7kzgg1zQEBAQEBBfPg1j13IvMnWyzuA\/lVMX1EG4iAgICAgICAgIPjmtcCHAEHgQeggoNZd4fCn38lRftvmsilfzS1OOOIZG5x4k0bz6MfzbvR+tI4BBrpcsOzG1uc252C5URb6xnpJmDh5eXRBhTLGCQ5waR0tdwPvFByBBGoOo7UH1AQEBBmcKMTc2xx0uhiF1ojJr0cvtDNdUH6SICAgICCkvF6ITtKwyac4ulIYfttJAfveZBpegICAgICAgICAgICAgICAgICAgICAgICCd7D3CK37x4pUSuDWPrDTan66pifC3754QfoEgICAgINYPGrcoC3ErWDrPz1dVIOxgbHG0\/yiT7yDWFAQEBAQe2y2S9X2ubb7JQVFzrXdFPSxulcB2u5Ro0eUoNrvDPsvmmFXS43\/JI4KQ3CjbSw29snezs\/KNk5pCzWNvRpoHFBsEgICAgICAgICAgEaoCDG3HGccuev0jaqOt5vW9op4pdfu2lBErnsHs5cS41GKULHP6TTtdTH3O4dGgidy8Iu0lUHeytuNuJ9X2erLgPcnbKgiN08FVE5pNpyueJw9SOrpY5R7ro3xfEgiN18He5VMC633K13Bo6GF81PIfccx7fvkEUyrw77n4vj9Zf7rS0ot1AwSVJgqRLIGFwbqGco105tT5EFatkmie2WFxZNE5r4nDpD2EOaffCD9Gtvcvo8wwy05FSuBbX07XzsH+jnb6M0Z8rJA5qCRICAgINV\/GVmcE9XZMNp5Od9KTc7k0Hg1zmmOmYdPlcpe7Q9RHag1pLg0akgDtKD4HsPQ4e+gz2OYLmmTQT1GPWSrutPTPEU81NHzMbIRzchOo46cdEGVOzW7Q6cQunuQE\/EUHA7P7sDpw+7e5TPPxIODtpN1R04dePco5T8QQdbtrN0W9OH3n\/kpj8TUHB22e5bfWxG8j+4z\/AIqDrO3e4g6cUvA\/uNR+Ig63YHnrfWxi7j+41H4iDrOF5sOnHLqPPQ1P4iDicQzAdOP3MeeiqPxEHA4tlI6bJcR56Oo\/EQcTjeSDps9eP7pP+Ig4GwX8dNqrR56Wb8RBxNlvY6bbWD+7TfioOJtV2HTQVQ88Ev4qDgaC4jpo6geeGX8VBwNLWDpppx\/NSfioOJinHTDKPPG\/6iDiecdMbx52O+og+c32LvuXfUQdlNBUVUohpoJZ5T0RxRve73mglBlLjh+XWy2MutzsldQWySRsMdZVU8kMbpHAlrQXgcSGlBi4KiopqiGqppDFU08jJqeUdLJI3BzHDzOCD9C9rNw7dnmF0N\/pXNbUPb3NypQeMFXGB3sZ8mp5m9rSCgl6AgIOFRUQU8Ek9RI2GCFrpJZXkNYxjRq5znHgABxJQfn\/AL1bhDPdwa69U5P0VA0UVoa7UH2aEn8poejvXuc\/zEDqQR3H8Ny7I5OSw2WtufEgyU0L3xNI6eaXQRj3XILDtvhX3mrWMdLb6O3h+h\/3qrYSAe1sIlQSi3+DDNZA36QyG3U2vrCCKecj7vuUEnt\/gqsrAPpHKqyc\/KFPTRQe8XumQSm1+EfaSifG+pbcLnyEOcyqqiGP06nNhbDw91BbNixuwY\/QtoLJbqe20bdNIaaNsTSR1u5QOY+U8UGRAA6EBAQEBAQEBAQEBAQEBAQEBAQeK92iivNnrbRXs7yiuEElLUs7Y5mFjtNevQoPzny\/E7piWTXDHLo0tq7dKYw\/TRssR4xTM+xkZo4ILB2D3wl27uctuuvPPiVxkD6prAXPpJyA32iNo9ZpAAkaOOgBHEaEN2LReLVebdBcrVVxVtBUtD4KmBwexwPYR8IQexAJAQVxu9vdjW3ltfG6RldkkrNaGzMd6ZLh6Mk+n5uIeXi7ob5A0Wvd6ul9vNberrOam5XCV09VMet7upo6mtHotb1AaIL+8Ke0lDe23HLsjt0NdaC00NopquNssUkgcDPOGPBHocoja7t5uxBsBNs1tPLrz4jajr2UkTfiaEEhsGOWHHra22WOght1AxzntpqdgYzmedXO0HWUGRQEBAQEBAQEBAQEBAQEBAQfOVp6gg+GOM9LR7wQcTTU56YmH+SEH2OCCMkxxtYT0loA+JBh80xG0ZfjNfjt2j56KvjLC4evG8HmjlYT8qN4Dgg\/P\/PsCyHBcjnsN8i0lZq+lq2giKpg10bNEew9Y6WngUHt203Rybby+G5WZzZqacNZcbZMSIKmNvRrp6r26+g8cR5RqEG4uA+IHbbMKeNsdzjtV1cB3tquDmwStd1iN7iI5Rr0Fh9wILHjlilYJI3tfG4ate0ggjyEII3le5WCYrSvnvt8pKPu9fyBkD53EDXRkDOaRx8zUGqG9niOumcwy2GwxSWvF3HScvIFVWAHUCTlOkcX2AOp+UepBV+IYlesuyOix6yxGSurXac+noQxD155D8lkY4n3hxKD9DMOxa24pjFtx22t0orbA2GNx4F7ul8jtPlSPJc7ylBmdEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQVVvrsfRbi2uOroXso8qt7C2grH693LH6xpp9OPITxa7paeI6SCGk+QY9fMcu81nvlFLbrnAfylPMNCR1OY4ei9h04OaSCg92JZ7meIVLp8au9RbedwfLBGQ+CRw65IHh0bve1QWnReMLdKng7uoobTWSDonfFPG4+dscob7yDC5D4oN4L1C+CO4U9nhk4OFuhDJAPsZZTK9vnaQgquoqZp55aqqmfNUTO556iZ5fI9x+U97iST5ygtfZrw+ZHnVXBcrtDNasRBD5Kt7eSarb9ZStcNdHdchGg6tSg3YtNpt1ottNbLbTspKCjjbDTU8Y0ayNg0AH1UHrQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEazzbvFM5s30TkNH38LSX01Qw8k8En18Mg4tPb1HrBQambgeFrcPHJpaixx\/vLaASY3UwDa1reoSU59c+WMnXsCCnKynlpZ3U1dA+mnj9eCoY6N4Pla8NKBFUzxRmOKoljiPSxkr2t94HRB0gwh3DQvPZxcdfhKCxsB2H3IzOaJ9LbX2y1PIL7tcGuhiDdeJjjdpJKezlGnaQg3C2s2hxfbq1PpbWw1FxqdDcLtMB385HQOHqRt+SwcO3U8UE5QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGBy7BcSy63+wZHa4LlTjXuzKNJIyeuOVukjD9qQgpPIfBji9TI+TH79WWzXi2CpYysjB7A7WF+nnJQRGfwX5k12kGR26RmvrSQzsOnmHP8aDIWvwV3F0gddsrijjHSyjpC4n+VLINPuUFp4V4aNrcXkjqn0Dr1cY9HNq7m4TBrhx1ZCA2Ecej0SR2oLVDQ0aAaAcAAgICAgICAgICAgICAgICAgICAgICAgICAgICDwXbH7DeIhFd7bS3GMcAyqhjmA8wkDkEXdshtE6QyHEbZzE6n\/d2AfcgaIM3ZsFwuyODrPYbfb3jiJKemijf901od8KDOaBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQf\/Z\" style=\"width: 500px;\" data-filename=\"Class-B197.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2969  \"   data-id=\"2969\" data-itemtype=\"richtext\" data-itemid=\"2969\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">You will also incur costs outside of our driving school until you have your driving license in your hands. The following is a list of the costs and fees for T\u00dcV, road traffic office, etc. All fees are fixed. The costs for the first aid course, the eye test and the biometric passport photo vary from provider to provider. You have to ask for this there.<\/span><br><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2968  \" data-showinsummary=\"true\"  data-id=\"2968\" data-itemtype=\"richtext\" data-itemid=\"2968\" data-title=\"T\u00dcV \/ Erste-Hilfe-Kurs \/ Sehtest\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV fees for the theory test<\/td><td style=\"text-align: right; \">24,99 \u20ac<\/td><\/tr><tr><td>T\u00dcV fees for the practical test<\/td><td style=\"text-align: right; \">129,83&nbsp;\u20ac<br><\/td><\/tr><tr><td>First aid course \/ eye test \/ passport photo<\/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_2972  \" data-alignment=\"1\"  data-id=\"2972\" 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=\"2972\" 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_2973 lfb_disabled  \" data-alignment=\"0\" data-id=\"2973\" data-itemtype=\"select\">\r\n                    <div class=\"form-group\">\r\n                    <label>Are you of legal age?<\/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\\':\\'525_\\',\\'action\\':\\'clicked\\'}]\" data-showconditionsoperator=\"\" data-showinsummary=\"true\"   data-operation=\"+\"  data-originaltitle=\"Are you of legal age?\"  data-originallabel=\"Are you of legal age?\"     data-itemid=\"2973\"  ><option value=\"Yes (Driving license application)\"  data-price=\"44.70\" >Yes (Driving license application)<\/option><option value=\"No (Fees for the city administration)\"  data-price=\"52.40\" >No (Fees for the city administration)<\/option><\/select><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2970   lfb_row row\"     data-id=\"2970\" data-columns=\"[{&quot;id&quot;:&quot;695b85a086b00&quot;,&quot;size&quot;:&quot;1\\\/1&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-12\" data-columnid=\"695b85a086b00\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2971 lfb_disabled \"  data-id=\"2971\" data-itemtype=\"slider\"><label>Number of accompanying persons<\/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\\':\\'525_2973\\',\\'action\\':\\'equal\\',\\'value\\':\\'Nein (St\\\\u00e4dt. Bearbeitung)\\'}]\" data-showconditionsoperator=\"\" data-itemid=\"2971\" data-min=\"1\" data-max=\"3\" data-showinsummary=\"true\" class=\"\" data-title=\"Number of accompanying persons\" data-originaltitle=\"Number of accompanying persons\"  data-originallabel=\"Number of accompanying persons\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">You can specify between 1 and 3 accompanying persons here. <br>There is a fee of \u20ac11.00 for each accompanying person.<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_525\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"526\" data-title=\"Practice lessons\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Practice lessons<\/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_2975   lfb_row row\"     data-id=\"2975\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2977  \" data-showinsummary=\"true\"  data-id=\"2977\" data-itemtype=\"richtext\" data-itemid=\"2977\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-B197.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2976  \"   data-id=\"2976\" data-itemtype=\"richtext\" data-itemid=\"2976\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">At our driving school you only pay the costs for your practice lessons on the automatic transmission. The number of hours varies depending on the learner driver.<\/span><\/div><\/div><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2978  \"  data-id=\"2978\" data-itemtype=\"slider\"><label>Number of practice hours with manual transmission<\/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=\"2978\" data-min=\"10\" data-max=\"16\" data-showinsummary=\"true\" class=\"\" data-title=\"Number of practice hours with manual transmission\" data-originaltitle=\"Number of practice hours with manual transmission\"  data-originallabel=\"Number of practice hours with manual transmission\" data-prodid=\"0\"  data-eddvar=\"0\" data-woovar=\"0\"><\/div>\r\n                    <p class=\"lfb_itemDes \">You can use the slider to set a range between 10 and 16 driving hours. <br>Each driving lesson costs \u20ac90. Surcharge for training from 6 p.m. and Saturdays: \u20ac10.00 per driving hour\n<\/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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_526\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"527\" data-title=\"Additional costs\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Additional costs<\/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_2979   lfb_row row\"     data-id=\"2979\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2983  \"   data-id=\"2983\" data-itemtype=\"richtext\" data-itemid=\"2983\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-B197.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2981  \"   data-id=\"2981\" data-itemtype=\"richtext\" data-itemid=\"2981\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Now all you need to do is have the key number 78 removed from your driving license at the relevant road traffic office.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2980  \" data-showinsummary=\"true\"  data-id=\"2980\" data-itemtype=\"richtext\" data-itemid=\"2980\" data-title=\"Additional costs\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>T\u00dcV cancellation of the automatic restriction<\/td><td>95,66&nbsp;\u20ac<br><\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_2982  \" data-alignment=\"1\"  data-id=\"2982\" 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=\"2982\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_527\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"528\" 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_2984   lfb_row row\"     data-id=\"2984\" data-columns=\"[{&quot;id&quot;:&quot;695b85a0953cc&quot;,&quot;size&quot;:&quot;1\\\/3&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b85a0953cc\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2985   \" data-alignment=\"0\" data-id=\"2985\" 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=\"2985\"  ><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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_528\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"529\" 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_2987   lfb_row row\"     data-id=\"2987\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07a893&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07a893\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2988   \" data-alignment=\"0\" data-id=\"2988\" 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=\"2988\"  ><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_2986   lfb_row row\"     data-id=\"2986\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_529\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"530\" 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_2990   lfb_row row\"     data-id=\"2990\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07a893&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07a893\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_2991   \" data-alignment=\"0\" data-id=\"2991\" 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=\"2991\"  ><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_2989   lfb_row row\"     data-id=\"2989\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_530\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"531\" 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_2992   lfb_row row\"     data-id=\"2992\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_2995  \" data-showinsummary=\"true\"  data-id=\"2995\" data-itemtype=\"richtext\" data-itemid=\"2995\" data-title=\"Klasse A Aufstieg\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_2994  \"   data-id=\"2994\" data-itemtype=\"richtext\" data-itemid=\"2994\" 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_2993  \" data-showinsummary=\"true\"  data-id=\"2993\" data-itemtype=\"richtext\" data-itemid=\"2993\" 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_2996  \" data-alignment=\"0\"  data-id=\"2996\" 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=\"2996\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_531\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"532\" 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_2997   lfb_row row\"     data-id=\"2997\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3001  \"   data-id=\"3001\" data-itemtype=\"richtext\" data-itemid=\"3001\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_2999  \"   data-id=\"2999\" data-itemtype=\"richtext\" data-itemid=\"2999\" 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_2998  \" data-showinsummary=\"true\"  data-id=\"2998\" data-itemtype=\"richtext\" data-itemid=\"2998\" 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_3000  \" data-alignment=\"0\"  data-id=\"3000\" 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=\"3000\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_532\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"533\" 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_3002   lfb_row row\"     data-id=\"3002\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3006  \"   data-id=\"3006\" data-itemtype=\"richtext\" data-itemid=\"3006\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3004  \" data-showinsummary=\"true\"  data-id=\"3004\" data-itemtype=\"richtext\" data-itemid=\"3004\" 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_3003  \" data-showinsummary=\"true\"  data-id=\"3003\" data-itemtype=\"richtext\" data-itemid=\"3003\" 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_3005  \" data-alignment=\"0\"  data-id=\"3005\" 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=\"3005\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_533\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"534\" 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_3007   lfb_row row\"     data-id=\"3007\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3010  \" data-showinsummary=\"true\"  data-id=\"3010\" data-itemtype=\"richtext\" data-itemid=\"3010\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3009  \" data-showinsummary=\"true\"  data-id=\"3009\" data-itemtype=\"richtext\" data-itemid=\"3009\" 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_3008  \" data-showinsummary=\"true\"  data-id=\"3008\" data-itemtype=\"richtext\" data-itemid=\"3008\" 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_3011  \" data-alignment=\"0\"  data-id=\"3011\" 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=\"3011\" 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_3012  \"  data-id=\"3012\" 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=\"3012\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_534\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"535\" 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_3013   lfb_row row\"     data-id=\"3013\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3016  \" data-showinsummary=\"true\"  data-id=\"3016\" data-itemtype=\"richtext\" data-itemid=\"3016\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3015  \"   data-id=\"3015\" data-itemtype=\"richtext\" data-itemid=\"3015\" 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_3014  \" data-showinsummary=\"true\"  data-id=\"3014\" data-itemtype=\"richtext\" data-itemid=\"3014\" 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_3017  \" data-alignment=\"0\"  data-id=\"3017\" 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=\"3017\" 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_3018  \"  data-id=\"3018\" 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=\"3018\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_535\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"536\" 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_3019   lfb_row row\"     data-id=\"3019\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3023  \"   data-id=\"3023\" data-itemtype=\"richtext\" data-itemid=\"3023\" data-title=\"Weiter Kosten\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3021  \"   data-id=\"3021\" data-itemtype=\"richtext\" data-itemid=\"3021\" 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_3020  \" data-showinsummary=\"true\"  data-id=\"3020\" data-itemtype=\"richtext\" data-itemid=\"3020\" 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_3022  \" data-alignment=\"0\"  data-id=\"3022\" 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=\"3022\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_536\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"537\" 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_3024   lfb_row row\"     data-id=\"3024\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3027  \" data-showinsummary=\"true\"  data-id=\"3027\" data-itemtype=\"richtext\" data-itemid=\"3027\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3026  \"   data-id=\"3026\" data-itemtype=\"richtext\" data-itemid=\"3026\" 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_3025  \" data-showinsummary=\"true\"  data-id=\"3025\" data-itemtype=\"richtext\" data-itemid=\"3025\" 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_3028  \" data-alignment=\"0\"  data-id=\"3028\" 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=\"3028\" 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_3029  \"  data-id=\"3029\" 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=\"3029\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_537\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"538\" 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_3030   lfb_row row\"     data-id=\"3030\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3034  \"   data-id=\"3034\" data-itemtype=\"richtext\" data-itemid=\"3034\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3032  \"   data-id=\"3032\" data-itemtype=\"richtext\" data-itemid=\"3032\" 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_3031  \" data-showinsummary=\"true\"  data-id=\"3031\" data-itemtype=\"richtext\" data-itemid=\"3031\" 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_3033  \" data-alignment=\"0\"  data-id=\"3033\" 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=\"3033\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_538\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"539\" 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_3035   lfb_row row\"     data-id=\"3035\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3040  \"   data-id=\"3040\" data-itemtype=\"richtext\" data-itemid=\"3040\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3037  \"   data-id=\"3037\" data-itemtype=\"richtext\" data-itemid=\"3037\" 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_3036  \" data-showinsummary=\"true\"  data-id=\"3036\" data-itemtype=\"richtext\" data-itemid=\"3036\" 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_3039  \" data-alignment=\"0\"  data-id=\"3039\" 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=\"3039\" 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_3038  \"  data-id=\"3038\" 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=\"3038\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_539\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"540\" 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_3041   lfb_row row\"     data-id=\"3041\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3045  \"   data-id=\"3045\" data-itemtype=\"richtext\" data-itemid=\"3045\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3043  \"   data-id=\"3043\" data-itemtype=\"richtext\" data-itemid=\"3043\" 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_3042  \" data-showinsummary=\"true\"  data-id=\"3042\" data-itemtype=\"richtext\" data-itemid=\"3042\" 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_3044  \" data-alignment=\"0\"  data-id=\"3044\" 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=\"3044\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_540\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"541\" 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_3046   lfb_row row\"     data-id=\"3046\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3049  \" data-showinsummary=\"true\"  data-id=\"3049\" data-itemtype=\"richtext\" data-itemid=\"3049\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3048  \"   data-id=\"3048\" data-itemtype=\"richtext\" data-itemid=\"3048\" 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_3047  \" data-showinsummary=\"true\"  data-id=\"3047\" data-itemtype=\"richtext\" data-itemid=\"3047\" 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_3051  \" data-alignment=\"0\"  data-id=\"3051\" 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=\"3051\" 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_3050  \"  data-id=\"3050\" 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=\"3050\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_541\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"542\" 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_3052   lfb_row row\"     data-id=\"3052\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3056  \"   data-id=\"3056\" data-itemtype=\"richtext\" data-itemid=\"3056\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3054  \"   data-id=\"3054\" data-itemtype=\"richtext\" data-itemid=\"3054\" 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_3053  \" data-showinsummary=\"true\"  data-id=\"3053\" data-itemtype=\"richtext\" data-itemid=\"3053\" 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_3055  \" data-alignment=\"0\"  data-id=\"3055\" 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=\"3055\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_542\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"543\" 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_3057   lfb_row row\"     data-id=\"3057\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3060  \" data-showinsummary=\"true\"  data-id=\"3060\" data-itemtype=\"richtext\" data-itemid=\"3060\" data-title=\"Klasse\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3059  \"   data-id=\"3059\" data-itemtype=\"richtext\" data-itemid=\"3059\" 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_3058  \" data-showinsummary=\"true\"  data-id=\"3058\" data-itemtype=\"richtext\" data-itemid=\"3058\" 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_3062  \" data-alignment=\"0\"  data-id=\"3062\" 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=\"3062\" 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_3061  \"  data-id=\"3061\" 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=\"3061\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_543\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"544\" 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_3063   lfb_row row\"     data-id=\"3063\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3067  \"   data-id=\"3067\" data-itemtype=\"richtext\" data-itemid=\"3067\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/4QEERXhpZgAASUkqAAgAAAAGABIBAwABAAAAAQAAABoBBQABAAAAsAAAABsBBQABAAAAuAAAACgBAwABAAAAAgAAABMCAwABAAAAAQAAAGmHBAABAAAAVgAAAAAAAAAHAACQBwAEAAAAMDIzMQGRBwAEAAAAAQIDAACgBwAEAAAAMDEwMAGgAwABAAAA\/\/8AAAKgAwABAAAA9AEAAAOgAwABAAAALAEAAIaSBwA8AAAAwAAAAAAAAABgAAAAAQAAAGAAAAABAAAAQVNDSUkAAAB4cjpkOkRBRjIyMXQ0RUtFOjQ0LGo6NzkyMTExODAxOTI0OTU4ODY4MSx0OjIzMTIxMzE0\/+EFCmh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APHg6eG1wbWV0YSB4bWxuczp4PSdhZG9iZTpuczptZXRhLyc+CiAgICAgICAgPHJkZjpSREYgeG1sbnM6cmRmPSdodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjJz4KCiAgICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9JycKICAgICAgICB4bWxuczpkYz0naHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8nPgogICAgICAgIDxkYzp0aXRsZT4KICAgICAgICA8cmRmOkFsdD4KICAgICAgICA8cmRmOmxpIHhtbDpsYW5nPSd4LWRlZmF1bHQnPkJhdHlyYSBQcmVpc2thbGt1bGF0b3IgSWNvbnMgLSBNb3RvcnJhZCBBMTwvcmRmOmxpPgogICAgICAgIDwvcmRmOkFsdD4KICAgICAgICA8L2RjOnRpdGxlPgogICAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgoKICAgICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0nJwogICAgICAgIHhtbG5zOkF0dHJpYj0naHR0cDovL25zLmF0dHJpYnV0aW9uLmNvbS9hZHMvMS4wLyc+CiAgICAgICAgPEF0dHJpYjpBZHM+CiAgICAgICAgPHJkZjpTZXE+CiAgICAgICAgPHJkZjpsaSByZGY6cGFyc2VUeXBlPSdSZXNvdXJjZSc+CiAgICAgICAgPEF0dHJpYjpDcmVhdGVkPjIwMjMtMTItMTM8L0F0dHJpYjpDcmVhdGVkPgogICAgICAgIDxBdHRyaWI6RXh0SWQ+ODE2NTk4ZmYtYTFiMC00YzdiLWJlODgtZGE2MTU2NDRkNmFkPC9BdHRyaWI6RXh0SWQ+CiAgICAgICAgPEF0dHJpYjpGYklkPjUyNTI2NTkxNDE3OTU4MDwvQXR0cmliOkZiSWQ+CiAgICAgICAgPEF0dHJpYjpUb3VjaFR5cGU+MjwvQXR0cmliOlRvdWNoVHlwZT4KICAgICAgICA8L3JkZjpsaT4KICAgICAgICA8L3JkZjpTZXE+CiAgICAgICAgPC9BdHRyaWI6QWRzPgogICAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgoKICAgICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0nJwogICAgICAgIHhtbG5zOnBkZj0naHR0cDovL25zLmFkb2JlLmNvbS9wZGYvMS4zLyc+CiAgICAgICAgPHBkZjpBdXRob3I+RGFubnkgUG9uYXRoPC9wZGY6QXV0aG9yPgogICAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgoKICAgICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0nJwogICAgICAgIHhtbG5zOnhtcD0naHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyc+CiAgICAgICAgPHhtcDpDcmVhdG9yVG9vbD5DYW52YTwveG1wOkNyZWF0b3JUb29sPgogICAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICAgICAgIAogICAgICAgIDwvcmRmOlJERj4KICAgICAgICA8L3g6eG1wbWV0YT7\/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj\/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj\/wAARCAEsAfQDASIAAhEBAxEB\/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL\/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6\/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL\/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6\/9oADAMBAAIRAxEAPwD6pooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiisPxnq8uh6BNeW4jacMqoJASuSRnOPbNZ1asaMHUnslc0o0pVqkacN27G5RXjv\/AAsvWv8AnjY\/9+2\/+Ko\/4WXrX\/PGx\/79t\/8AFV4\/+sOD8\/uPa\/1cxvl957FRXjv\/AAsvWv8AnjY\/9+2\/+KrtPh94luvEUN79tWFZYGXHlKQMNn1J9K3w2cYbFVFSp3u\/I58VkuJwtJ1qiVl5nXUUUV6p5IUUUUAFFU9Zv49L0u6vZcbYYy2D3PYficCvKf8AhZetf88bH\/v23\/xVefjMzoYKSjVer7Ho4LK8RjYuVJaLuexUV574H8Z6lrmuCzvI7VYjGz5jQg5GPUmvQq2wmLp4un7SltsYYzB1MHU9lV33Ciiiuo5QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArgPjFcbNGsbcHmWcv+Cqf\/ihXf15P8Y7jfq1hbZ\/1cJf\/vpsf+y15Od1OTBT87L8T18ip+0x0PK7\/A8+ooor89P0cK734PXGzXbu3JwJbfd9SrD+hNcFXS\/Dq4+zeMLAk4WQtGfxU4\/XFd2WVPZ4unLzX46HBmlP2uDqR8n+Gp7pRRRX6UfmAUMQqlmIAAySe1eY+NfGmraV4hu7CzaBYYtm0mPLcopP6muL1bxHq2rKUvr6WSP\/AJ5jCr+QwDXg4riChQlKmotyTa7LT+ux9BheHa9eMakpJRaT7vXy\/wCCdN8SvFUepuum6dIHtI23SyKeJGHQD2H6n6VwVFFfHYvFTxdV1am7PtMJhKeEpKlT2X4+Z2Pwo\/5Gxf8Arg\/9K9orxf4Uf8jYv\/XB\/wCle0V9jw7\/ALp83+h8XxL\/AL58l+oV5Rqvx38KaZ45fwpcW+rHU1u0siyQIYt7EAHO\/OOR2r1evgnx5\/ydDcf9jBB\/6MSvePnz7b8aeJ9N8HeGr3Xdad1srVQWEYBdiSAFUEjJJIrlfAfxc0HxtpWtalpFnqyWekxebcSXEKIG+Vm2phzlsKeOO3rXhv7ZHjN9R1vTfBWmM0gtitzdpHyWmcYjTHqFOcf7Y9K9j8H+Ck8BfAe+0hlUXrabcXF6w\/ineIlue+OFHsooAn+G3xq8M\/ELX5NH0KDVI7qO3a5JuoURdqsoPIc85Ydq9Nr4k\/Yx\/wCSsXn\/AGCZv\/RkVfbdAHLfEfxzpPw+8PLrGurcvatOtuq2yBnLsCRwSB0U964vwV+0B4Q8YeKLHQdMg1aK8vGZY2uIEVMhS3JDk87cdOuK4P8Abf1Py\/D\/AIX0sN\/r7qW5I\/65oFH\/AKNNfPngcT+EPit4VluzsaO5sbl+2Ipljk\/9AkoA\/Rt3WNGd2CooyWJwAPU14b4k\/ab8EaTqMlpZQ6nqojYq1xaxoIiR\/dLMC31xg9jXT\/tJajcaX8FPE09ozJLJFHblh2WSVEb81Yj8a+dv2WPhn4a8ep4gufFFvJeCyMMcUCzPEF3hyXJQgn7oA5x160AfS\/wx+LHhj4jCaPQp5or6Fd8lldIElC9NwwSGGe4JxkZxkVP8S\/if4a+HVtC\/iC5la5nBaGztk3zSAdTgkAD3JAr5d8I+C9f8D\/tF2S6NpGsto1vq32dLs2shjNs52Es4XaQFbk9OM1hfHWSTxJ+0NqNjfztHAb2CwVif9VHhFyPzLfUmgD37Qv2oPBOo6hHbXtrq2mxu2BcTxI0a\/wC9sYkfka9W8ZeMNL8J+DrnxPfmW40uBYn3WgWQusjqqlckAjLg9elfOH7QnwN0fw\/4T02+8A6NqMl+t0tvPDAZblpEKMfMK8kEFQOMD5vpVm9GrRfsW6jaa9a3drd2ckcCx3UTRv5YvIivDAHABwPYUAdh\/wANS+BP+fTX\/wDwGj\/+OV0PgH47+FPHHie20HR7fVkvZ1dka4gRUwqljkhyeg9K8A\/Zg+GPhr4g2XiCXxLb3Ez2UkKw+VO0eAwfOcdfuivo3wV8FfBvg3xDBrWhWt3HfwK6o0lyzgBlKng+xNAHpNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4f8S7j7R4wvADlYgkY\/BQT+pNe4V87eIbj7XruoXGciS4dh9Nxx+lfN8S1LUIQ7v8l\/wT6bhenfETn2X5v\/AIBn1oPYFdBhv8cNcvAfwVSP5ms+u9vNPx8JbObHzC588\/Qsyf1FfLYWh7ZVP7sW\/usfWYvEewdP+9JL70zgquaNcfZNXsrnOBFOjn8GBqnRXNGTjJSXQ6pxU4uL6n0zRVPRbj7Xo9jcZyZYEc\/UqDVyv1SElKKkup+Szi4ScX0PDfiV\/wAjrqP\/AGz\/APRa1zFfRdzo+mXU7TXWnWc0zY3PJArMcDHJI9Ki\/wCEf0b\/AKBGn\/8AgMn+FfLYnh2pWrTqKa95t\/ez6zDcSUqNGFJwfupL7kfPNFbPjGGK38UajFBGkUSSkKiKFUD2ArGr5arT9nOUH0dj6ylU9rTjNdUn952Pwo\/5Gxf+uD\/0r2ivF\/hR\/wAjYv8A1wf+le0V9tw7\/unzf6HwvEv++fJfqFfn58WdQXSf2htY1KRDIlnrCXDIDgsEZWwPyr9A6\/PL42Wc2ofHPxHZWib7i51LyYlzjczbQB+Zr3j58639nWzT4g\/HabW\/EU6SXUPm6t5Tf8tZd4CgeylgwH+yO1fYvjn\/AJErxB\/2D7j\/ANFtXw39kvvgd8brAXUpmSwkikeVFIE9vIoEmB9GcfVa+4fGUsc\/gPXJoXV4pNNndHU5DAxMQRQB8hfsY\/8AJWLz\/sEzf+jIq+26+JP2Mf8AkrF5\/wBgmb\/0ZFX23QB8Zftm3z3\/AMTNG0qD5zb2CYX\/AKaSSNx+QSsH9qrRB4d+JlgLb5VfSrVkYesYMQ\/SMU\/4ratY337UUlzqtwkOl2eqWsU8jAkJHF5Yfp7q351pftZeK\/DHjDUfDl94X1aDUJIYpobgRqwKDKlPvAdcv+VAH1Pr2lW3xG+F0tlM4SHWtPSRJAMhGZVdGx7NtP4V8V+APFGvfA\/4k3UOpWcmEb7NqNkTjzY85DoemR95W6EH0NfWXwT8U6dD8CvDGq6zqFtZWkFsLR57mURopjcxAEngfdFU\/id4I8K\/GnwzNc6FqOn3Or2WY7bUbSVZFV8bvKkK5ypyOOozkdwQD0Xwl4k0rxboNtrGg3SXVjOOGHBU91YdmHcGvlP9r34e3eneJv8AhNNOid9OvgiXbIP9ROoCqx9FYBef7wPqK5\/9mfxZqXgn4qr4a1DzI7PUrg2F1bMf9VcAlVYD+8GG0+x9hX15qPijwdf3k\/hzUNa0S4u52NpLp0tzGzux48sxk5JPTGKAPMv2dvjVbeMrC38P+Iplh8TQJtSRzgXygfeH\/TTHUd+o7gdB+1J\/yQrxL\/26\/wDpVFXzJ+0B8M5fhb4rs9S8PzTR6RdyGWykDnzLWVSCU3deOCp649wSfY\/Hfi+Txz+yFfa1cgC9dbeG6AGAZUu4lY47ZwGx23UAeRfs9fF3S\/hjaa3Dqmn3t4b94nQ2xT5dgYHO4j+8K+qfhD8UdN+J1rqc+l2F5ZrYuiOLkrliwJGNpP8Adr51\/ZT+HnhbxzYeI5PFOlC\/e0kgWEmeWPYGD5+4wz0HWvqXwR4E8N+B4buLwtposI7plaYCaSTeVyB99jjqelAHTUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFbUrj7Jp11cnjyYnk\/IE183nk5Ne8fEC4+zeENSbPLoIx77mA\/kTXg9fG8TVL1YU+yv8Ae\/8AgH2vC1O1GpU7u33L\/ghXtepafj4Yta45jsUcj3UBj+orxqzhNzdwQL1ldUH4nFfRl3brPYzW2AEkjMePYjFLh+h7WFbzVvvuPiLEeynQ8nf7rHzbRSsCrEEYI4IpK+aPqD3T4c3H2nwfYEnLRhoz+DHH6Yrpa4L4PXG\/Q7y3JyYp9w9gyj+oNd7X6VllT2mEpy8l+Gh+YZpT9ljKkfN\/jqFFFFdxwHgfjj\/kbdU\/67H+QrCrd8cf8jbqn\/XY\/wAhWFX5fi\/49T1f5n6rg\/8Ad6f+Ffkdj8KP+RsX\/rg\/9K9orxf4Uf8AI2L\/ANcH\/pXtFfZcO\/7p83+h8VxL\/vnyX6hXwT48\/wCTobj\/ALGCD\/0Ylfe1cFf\/AAg8DX\/ihvEV3ofmay1wt0bj7XOP3qkENtD7eoHGMV7x8+eR\/tqeEvtWi6R4qto8y2b\/AGK5IH\/LNzlCfYNkf8Dre+CPi7\/hJ\/2dtUtbiTdfaPY3FjLk8lBExiP02kL9UNe0+I9D07xJol1pGt2q3WnXShZoWYruAII5UgjkA5B7VzvhX4X+EPCdvqcHh\/SWtIdTh8i7T7XO4lTBGPmc44ZuRg80AfE\/wF8fWHw58aT6zqlrdXUElk9sEt9u4Mzo2fmIGPlNfTPhH9pLw74m8TaZolpo+rQz386wJJL5e1Sx6nDZxW9\/wz58MP8AoWf\/ACfuv\/jlXNI+B3w70jUrfUNO8PGC8t3DxSC+uTtb1wZCKAPknwF4Yg+Lnxp1S3vLmeC0vZru\/kmhwXCliwxkEdWUV2Pxz+A+lfD7wP8A27pOp6hdypdRxSJcBNoRgwz8oHOdv519M+CvhZ4N8E6rJqXhjRhZXskJgaT7TNLlCQxGHcgcqOcZ4re8V+HNK8WaHPo\/iC0F3p05UyReYyZKsGHzKQRyB0NAHyj4BtrrxV+yV4r0myVpbzTb4zxxLyTGpjlOB9PM49RWR+zt8Z9J+G+h6tpeu2F9cRXE\/wBqhktFRju2hSrBmXA+UcjPevrXwP4D8N+BYLuHwtpxsYrpleZftEsu4qCAfnZsdT0rlvEXwH+HuvajJfXOifZ7iVt0htJnhVj67Ado\/ACgD5W+GC3Xj\/8AaKstVtbVolm1dtXlQciGNZPN5P5LnuSPWrvxiF14B\/aPm1ue2aWJdQh1aEHgTx5ViAfqGXPqK+xvBHgPw14HtZIPDGlQ2Xm482TJeSTHTc7EsR7ZxT\/Gvgnw742sUtfE2lw30cZJjZiVkjJ67XUhh26HBxzQB8i\/tE\/GfSPiTomk6ZoVhfQR205uZpLxUU7tpUKoVmyPmOTx2rsH0S60P9ie\/W+jaKa8eK8CMMFUe7i2fmoU\/jXrWhfAL4d6PqCXkWhm5ljbcgu53lRT\/uE7T+INd74o8O6X4p0G50XXbX7Vplxs82HzGj3bWDLyhBGCoPB7UAfFn7PPxc0n4Y2mtxatp99dtfyROhttny7A4OdxH94V9C\/Dj4\/aD488W2ugadpWp21zcK7rJP5ewbFLHOGJ6Cr\/APwz58MP+hZ\/8n7r\/wCOVseE\/hD4G8Ja3Dq\/h\/Q\/smowhlSX7XPJgMCp+V3I6E9qAO9ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOG+L1x5fh23gB5muBn6AE\/zxXj9ej\/GW43XemWwP3EeQj6kAf8AoJrzivz\/AD2pz42S7WX4H6JkFPkwMX3u\/wATc8EW\/wBp8WaXHjOJhJ\/3z839K99rxj4T2\/neKxJj\/UQO\/wCeF\/8AZq9nr3+G6fLhpS7v\/I+e4mqc2KjDsv1Z88eJLf7L4g1KDGAlw4H03HH6Vm11PxLt\/I8YXhAwsoSQfioB\/UGuWr5DF0\/Z15w7N\/mfZYOp7XD0590vyPQ\/g3cbdS1G2z\/rIlkx\/unH\/s1erV4j8MbjyPGFqpOBMjxn\/vkkfqBXt1facPVOfB8vZtfr+p8RxHT5Ma5fzJP9P0CiiivcPBPA\/HH\/ACNuqf8AXY\/yFYVbvjj\/AJG3VP8Arsf5CsKvy\/F\/x6nq\/wAz9Vwf+70\/8K\/I7H4Uf8jYv\/XB\/wCle0V4v8KP+RsX\/rg\/9K9or7Lh3\/dPm\/0PiuJf98+S\/UKKKK94+fCiiigAooooAKKKKACiiigAorlfiD4+0HwDp0N34huXTz2KwwxJvklI64HoMjJJA5HqKzfB\/wAW\/BfispHputQQ3bcC2u\/3EmfQBuGP+6TQB3lFFFAHnSfFKwtPinf+CtchFhMPKNhdM+Uud6K20\/3WySB2OMdcZ9Fr5Q\/bM0UweIPD+uRrgXNu9q7Ds0bblz7kSH\/vmul\/Z0+M51gW\/hbxbc\/8TIAJZXsh\/wCPgdo3P9\/0P8XTr94A+iqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDxX4p3Hn+LpkznyIkj\/Td\/7NXIVreLLj7V4m1ObOQbhwD7A4H6CsmvzHG1Pa4ipPu3+Z+p4Gn7LDU4dkvyPSfgzb5m1S5I+6qRg\/Ukn+Qr1CuG+ENv5fhyeYjmW4bH0AA\/nmu5r7rJqfs8FTXfX72fA53U9pjqj7afcjyb4xW+zWbG4xxJAU\/FWP\/wAUK8\/r1b4yW+7TNOuMf6uZo8\/7y5\/9lrymvkc7p8mNn52f4H2WRVPaYGHldfiaXhq4+yeIdNnzgJcIT9Nwz+lfQ9fM4JUgg4I5Br6RsJxdWNvcDpLGsg\/EZr2OGKnu1KfozxeKafvU6nqvyJ6KKK+qPkjwPxx\/yNuqf9dj\/IVhVu+OP+Rt1T\/rsf5CsKvy\/F\/x6nq\/zP1XB\/7vT\/wr8jsfhR\/yNi\/9cH\/pXtFeL\/Cj\/kbF\/wCuD\/0r2ivsuHf90+b\/AEPiuJf98+S\/UKKKK94+fCiiigAooooAKKKKACiiigDxb9o74W6p4\/ttMvdAlhN\/YCRDbTPsEqNg\/K3QMCO\/Bz1GOfkjxP4R8QeFrjyfEGkXlg2cBpYzsb\/dcfK34E1+kFR3NvDdQPBdQxzQuMPHIoZWHoQeDQB+ffg\/4o+MPCOxNI1q4+yp\/wAutwfOhx6BWzt\/4Divqz4KfGSw8eWaWWrvaWHiMOVFqrELcKBndHn8crknjPSpPFvwC8DeIHaWCxl0i4Y5L6c4jU\/8AIKj8AK8C+Nfw4k+Euu6HrPhe5vGsSytFcTMGeK5Q5wSABggAjjs3pQB7n+1Xon9q\/Ce4ukXMumXMV0MddpPlt+j5\/CviaN2jdXjYq6kFWU4IPqK\/QDR9Us\/ip8JJpYAijVbGS3ljznyZipVl\/BuR7YNfn\/IjRSPHIpV0JVlPUEdRQB9o\/s6fFgeNNL\/ALF1yYf8JFZx5Dscfa4x\/H\/vj+Ifj649qr80dB1e90HWLTVNKna3vbWQSxSL2I9fUHoR3BIr9Avhd41s\/HvhC01m02xzH93dQA5MMw+8v05BHsRQB1lFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFR3My29tLM\/wB2NC5+gGakrE8bXH2XwnqkmcZhMf8A318v9ayrVPZ05T7Jv7jWhT9rUjT7tL7zwOR2kkZ3OWYkk+9Noor8sP1g1tP8R6vp1qttZX0kMCkkIoGBk5ParP8AwmOv\/wDQTm\/Jf8KwKK6I4uvFWjNperMJYShJuUqabfki\/qWs6lqYAv764nQHOxnO3Prt6ZqhRRWU6k6j5ptt+ZrTpwprlgkl5BUvx11zXNM+FfhDVdB1a\/07ZO9nMbSdot\/ynbu2kZx5Rx9TUVWfiPbf2p+zxrIxuk0y+iuFHoCyqT+TtXu8OVOXFOPdM8DiWnzYRS7NfqeLaB8Z\/H2jXKSx+Ibq7QH5or3E6uPQ7uR+BBr63+DHxLtPiP4ee48uO11a1IS7tVbOM9HXvtPP0II56n4N0y5FlqNrdNEsywyrIY3GVcA5Kn2PSvZ\/iH8PtX+F89v428B6rKuhzlHglR8SwLIMqjjo6HgZ5zwCO5+4Pgz1Hxx\/yNuqf9dj\/IVhVS0bWrzxFpVrq2psj3t2gklZFCgt0zgdOlXa\/L8X\/Hqer\/M\/VcH\/ALvT\/wAK\/I7H4Uf8jYv\/AFwf+le0V4v8KP8AkbF\/64P\/AErVu\/jz4DstUvNPv7+6tri1meCTfaOw3KxU4Kg8ZFfZcO\/7p83+h8VxL\/vnyX6nqdFed2nxq+Hl1jyvE9quf+esUsf\/AKEoratPiL4Lu8eR4r0Mk9Fa+jUn8CQa94+fOqorPtNb0m8x9j1Oxnz08q4R\/wCRrQHI4oAKK5jxp498NeDLZpfEGq29vIBlbdW3zP8A7qDn8enqa+Y\/iL+0frusmW08JRf2NYH5ftDYa5cfXon4ZP8AtUAfUXi3xp4d8I2\/neItWtbLIysbNukcf7KDLH8BXhni79qK0iLw+E9EkuCOBc37bF\/CNeSPqwr5cvbu4vrqS5vbiW4uZDueWZy7ufUk8moaAPTfEHxz8f6yzA621jEekdjGsOPo33\/\/AB6uIv8AxLruouW1DWtTumPUzXUjk\/mayaKALMV\/eQtuhu7iNs5yshB\/nXS6J8SvGeiOrad4m1RFXpHJOZY\/++Hyv6VyNFAH0b4I\/ad1O2kjg8Y6ZFewdDdWQ8uUe5Qna34ba9p1eXwx8afh3qNho+owXImj3ITxJazDlCyH5l54PqM4PNfBNaOga3qXh7U4tR0S9nsr2L7ssLYP0PYj1B4NAHt\/7Mniy58HePL3wZru63hvpjCI3P8AqbtPlx\/wLG33IWvI\/iW1o3xD8TNprK1mdSuDEV+6R5jdPb09qb418V3Xi3Xxrd5b29tqTognktQUErrwJMZ4YgDOOOM8VztABXrX7NnjpvCHjyGzu5duk6uVtpwTwkmf3cn4E4Psx9K8loBIORwaAP09orjvg\/4kbxZ8N9C1aZt9zJB5U5J5MqEoxP1Kk\/jXY0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxnxZuPJ8LCIHmedEx7DLf0FdnXmfxmuONLtgf78jD8gP615ucVPZ4Ko\/K336HqZNT9pjaa87\/AHanmVWtLtvtup2lrz+\/lSPj3IFVa6L4fW\/2nxhpykcI5kP\/AAFSf5gV+f4an7WtCn3aX4n6HiansqM6nZN\/gegf8K00X\/ntff8Afxf\/AImj\/hWmi\/8APa+\/7+L\/APE129FfoX9lYP8A59o\/Of7Wxv8Az9ZxH\/CtNF\/57X3\/AH8X\/wCJryO8gNteTwN1ikZD+BxX0nXgXje3+zeLdUjxjMxk\/wC+vm\/rXgZ\/gaNCnCdKKWtv6+4+h4ex9bEVZwrSb0ur\/wBeZh10ej239q+AfHGkY3PPprvGP9tUbH67a5yuv+Fsyp4pEDgFLmCSIqeh43f+y14+UVPZ4ym\/O336Hs5xT9pgqi8r\/dqfFlfYvgRD8SP2YJdHTE1\/BavZKmf+WsJDQj24EX518ka7YNpeuajp753WlxJAc+qMV\/pXbfBv4oah8N9XleOL7ZpN1gXVoW25I6Oh7MPyI4PYj9HPzQ9F8FQy2\/hbTobiN4po49jo6lWVgSCCD0NbdTXuu23ia6k1qwSWO1vT5saygBwD2IBIz+NQ1+X4v+PU9X+Z+q4P\/d6f+Ffkdj8KP+RsX\/rg\/wDSvkn4g\/8AI++Jf+wnc\/8Ao1q+tvhR\/wAjYv8A1wf+leY+O\/2dfFt74i1bVNLu9Kuoby6luFiMrRyAO5bByu3v619lw7\/unzf6HxXEv++fJfqfPFFeg6v8GviBpe4z+GbyVR3tStxn8EJNcZqej6npT7NU068snzjbcQNGf\/HgK94+fKNWbW9vLfCWtzcRZ4xHIy5\/Kq1egfAbw2fE\/wAU9EtHTdbW8v2y44yNkfzYPsWCr\/wKgDc8ffBu78D+Bz4g8SazC1\/PLHFBZwoWLSN8zb3bHRQ3QHkda8jr6H\/bF8SfbPFGleHoXzFYQG4mAP8Ay0k6A\/RVB\/4HXzxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXYfDDwFqnxA8SR6bpqMlshDXd2VylvHnqfUnnA7n2BIAPqX9kiG4j+E2+cERy38zwZ7phVOP8AgQevaKz\/AA9o9l4f0Ox0nS4vKsrOIRRL3wO5PcnqT3JNaFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeNfFm487xSsQPEECJj3JLf1Fey1iaj4V0XUbyS6vbIS3EmNzmRxnAwOh9AK83NcHUxlD2VJpO\/U9TKMZSwVf2tVNqz2\/pHgNdz8IbfzPEc8xHEVu2PqSB\/LNd5\/wg\/h3\/AKBq\/wDf1\/8A4qtHR9B03RnlbTbUQNKAHIZmyB06k+teLgcgr0MRCrUkrJ30v\/ke3j+IaGIw86VOLTatrb\/M06KKK+sPkArxn4sW\/k+KzJj\/AF0CP+WV\/wDZa9mrL1fw\/pesTRy6laCeRF2qS7LgfgRXm5rgpY2h7KDSd09T08px0cDiPazTas1ofPVbHg64+y+KNLlzgeeqE+zHaf5167\/wg\/h3\/oGr\/wB\/X\/8AiqdH4L8PxSJJHpyq6kMp81+CP+BV89S4dxVOcZqUdGnu\/wDI+jrcSYSrTlBxlqmtl1+Z5t8YfgPpfjB7nVvD7R6Zr0hMkmR+4uWPJLgfdYn+IfiD1r5E8UeHNW8LatLpuvWMtndx\/wALjhh\/eUjhh7jiv0mrn\/Gvg\/RPGmktp\/iGyS5i5Mb9JIW\/vI3VT+h75FfZnxJ8z+A\/+RP0r\/riP5mt+rC+E7n4S6hdXfiODUfEvgiO2KW5sYU861fcpBlG5TgLuG4EjnkCqv8Awuj4U\/8AQteIP++E\/wDj9fHV+HcTUqympRs231\/yPtKHEmGp0owcZXSS6dF6nZ\/Cj\/kbF\/64P\/SvDfEHxn8eaD40161stdd7SDULiNIZ4Y5VCrIwABK5AAHY16Xpfx6+GmlXX2mw0DxDDPtK7hHGeD9Z6+ZfFOoRat4m1fUbZXWC8vJriNZAAwV3LAHBIzg+te\/lWCngqHsqjTd76Hz+b42GNr+1pppWS1PadI\/af8UW+1dT0nSb1R1MYeFz+O4j9K7TTP2otDuU8vW\/Dd\/ArDDC3lS4B\/BtlfJ1FekeWfX58d\/A3xRxqljptvM\/e50wxv8AjIinH\/fVWI\/Hnwi+GWm3dx4RW0nvp1\/1NiXlkl9FMjZ2rntn6A18cUUAa\/i7X7zxT4l1HW9SIN1eymRgvRR0VR7AAAewrIoooAKKKKACilAJIABJPAAr0jwZ8FfG3ioRywaW2n2b8\/adQJhXHqFxvI9wuKAPNqBycDrX1x4S\/Zh0Oz2S+J9VutSlHJhtx5EX0J5Y\/UFa9h8M+BPC3hhV\/sLQrC0kXpMIg0v\/AH8bLH86APhbw78M\/GfiHadK8OahJG3SWWPyYz9HfCn869J0L9mPxXebX1bUdL05D1UM00g\/AAL\/AOPV9iUUAfPOj\/st6DCFOsa\/qV2w6i3jSAH895\/Wuc+JGl\/CH4aI9lDoza94iA4tpLyQrEexlKsFH+7jP0BzWz8fPjodNluPDfgm4BvVzHd6jGciE90jP971bt255HypLI8sjySuzyOSzMxyWJ6kn1oA9Y+G\/wAKdc+J+qtqkltDo2gM+WuI4PLQgfwQp\/F6bjx6kng\/Y3gzwppHg3Q4tK0C1FvbJyxPLyt3d27sf\/rDA4rlP2fPFaeK\/hhpcjMv2ywX7DcqOPmjACn8V2n6k+lekUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFcJ8Tvij4e+H1r\/xNJjcak67obCAgyv6E9lX3PvgGvlXx18ePGXiiSSO0vDounngQWLFXI\/2pfvE\/TA9qAPtbVda0rSFDatqdjYqec3M6RD\/AMeIrn2+JngdZNh8W6Hn2vYyPzzivz4\/0rULs\/666uZTk9Xdz\/M1rp4N8TvF5qeHNaaP++LGUj89tAH6FaT4k0PWSBpGs6bft6W10kp\/8dJrVr8yrq0u9PuAl3bz2s68hZUKMPwPNd\/4J+M\/jTwnJGsOqSahZL1tL8mZMegYncv4HHtQB97MAykMAQeCD3rwD4u\/s96frvn6p4LEOm6ocu9mflt5z\/s\/882\/8d9hya6\/4U\/Gbw\/4+2WZP9ma5jmyncESepjfjd9OD7Y5r1CgD8ztY0u+0XU7jT9VtZbS9t22SwyrhlP+e\/Q1Tr7q+O3wstviBobXNkkcXiK0Qm2m4HnAc+U59D2PYn0Jr4ZuYJbW4lt7mN4p4nMckbjDKwOCCOxBoAjooooAKKKKACiivW\/hX8DfEHjYRX18G0jRGwwuJkzJMP8ApmnGR\/tHA9M9KAPKrS2nvLmO3s4JZ7iQ7UiiQszn0AHJNe5fD79nDxBrQiu\/FM40SybB8nAkuGH+70T8SSPSvpXwB8OfDXgS18vQrBRcldsl5Nh55Pq3YewwPauwoA4nwN8LvCXgpUfR9Lja9Uf8ftz+9nJ9Qx+7\/wABAFdtRRQAUjEKpZiAAMkntXnHxO+MPhrwEj29xN\/aGsAfLYWzAsp\/6aN0QfXn0Br5O+I\/xe8U+OnkhvLs2WlMeLC0JWMj\/bPV\/wAePQCgD6b+IPx98J+FvMttOlOuakuR5Vo48pT\/ALUvI\/753Gvm\/wAc\/G3xn4taSH7edMsH4Frp+Y8j0Z\/vN7jOPavMK9\/\/AGV\/huuvaw3irWIN2m6fJttI3HE0453e4Tg\/7xHoRQB5N4z8Ea54Nj0ptftDb\/2lb\/aIgeq84KN6OPlJHbcK5mvv743+BU8eeBbqxiRf7Ttv9JsXP\/PQD7mfRhlfxB7V8ByRvFI8cqskiEqysMEEdQRQB7d+yd4u\/sTx5JolzJts9ZTy1yeBOmSh\/Ebl9yVr7Nr8ybG7nsL23u7OVobm3kWWKReqOpyCPcECt\/VvH3i7VnLah4l1ebP8H2t1QfRQQB+VAH6L0V+asWv6zDJ5kWragknXcty4P55rq\/D\/AMYPHmhuptvEd7cRj\/lnet9oUj0+fJH4EUAff9FfN3gD9pqzu5I7Txtp4snbA+3WYLRfVozlgPcFvpX0Ppeo2erWEN9pl1Dd2cy7o5oXDKw9iKALVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeUfHr4rQ\/D7SFs9NMc3iK8QmCNuRAnTzXH5gDuR6A16F4q1y08M+HNR1nUW22tlC0r88tjoo9ycAe5Ffnj4s1\/UPF3ia91jUmMt7ey7tq5IUdFRR6AYA+lAEP8AxN\/FfiD\/AJetU1i+l95JJXP+fwA9K+mfhl+zZZW0MN948lN1ckBv7Ot5CsaezuOWPspA9zXafs\/\/AArg8C6FHqOqQq\/iS9jBmZhk2yHnyl9D\/ePc8dAK9coAzdD0HSdAtRb6JptnYQ4xtt4VTP1wOT7mtKiigCrqWnWOqWrW2p2dteW7dYriJZFP4EEV4j8R\/wBnLQdailuvCTDRtRwSICS1tIfTHJT6jgf3a94ooA\/NvxFoWseD9few1e3msNStmDrzg9fldGHUccEV9W\/s7fGI+LYk8O+JZVGvQpmC4PH2xAOc\/wDTQDk+o57Gtz9o3TPB+p+DnTxTqVppuoxK0mnztzKH\/uhBlmQ4AIA9D1Ar4l069udNv7e9sJngu7eRZYpUOGRgcgigD9IPEniPR\/DOnm91\/UbawthnDTPgsfRR1Y+wBNfC3xx8QeHfFHj+71fwrFcR206L57SoEEso4LqM5AI29cHOT3rkNc1rU9e1B77Wr+5vrt+ss8hc49BnoPYcVn0AFFFFABV\/QtH1HX9Vg03RrSW8vp22xxRDJPv7AdyeB3ra+HfgbWfHuurpuiQ\/KuGnuXyI4E\/vMf5Dqfzr7f8Ahh8ONE+Huk\/ZtKi829kA+030ijzJj\/7Kvoo4+p5oA8\/+EPwA0vw2sOp+LVh1TWRh0gI3W9ufofvt7ngdhxmvdRwOKKKACiiuV+InjvRfAWiNqGtz4ZsiC2TBlnYdlH8yeBQBvaxqljo2mz6hqt1DaWUC7pJpW2qo\/wAfbvXyn8XP2h77WDPpfgcy2GnnKPfn5Z5h\/sf88x7\/AHv93pXmXxQ+JWufELVDNqcph0+NibawiY+XEPU\/3mx1Y\/hgcVw9ADpHaR2eRmZ2JLMxyST3NNoooAvaFpdzretWOl2Cb7q8mSCIf7THAz7c1+i\/g\/w\/aeFvDOnaJpy4t7OERg4wXPVnPuxJJ9zXyh+yH4bXVPH13rMybodIt8oSOksmVX\/x0SfpX0n8XfG8PgHwTeau4R7xv3FnE3\/LSZgcZ9hgsfYGgDi\/j58ZIvA9u2jaC0c\/iSZMliNy2akcMw7ueoX8TxgH4xvrqe+vbi7vJXmuZ5Gllkc5Z3Y5JPuSauxpqvirxGFXzr\/V9SuO\/LyyOf8AE\/QV9f8Ahr4B6Hp\/w3v9Ev1in1zUYR52oFcmGUcqI+4RWA9C3OewAB8WV7\/+yfb+GNZ1TVtG8Q6Lpt9f7BdWst3AspKj5XQBgRxlSP8AgVeG61pl3our3mmajEYby0laGVD2ZTg\/Ue9afgDxJP4R8ZaTrlvuJtJwzqP44zw6\/ipI\/GgD74n8A+D549kvhXQmXGP+QfFx9Pl4riPFP7PvgXW4nNnZTaRcnpLZSnbn3Rsrj6AfWvVrG6hvrK3u7SRZbeeNZYnXoysMgj6g1NQB8KfFH4KeI\/AiSXqgapoq9by3Ugxj\/ponJX68j3rJ+FPxN1n4easstlI1xpcrA3Ng7fJIO5X+6\/ow\/HI4r9AHRZEZHUMjDBUjII9DXyF+0h8H4vDLP4n8MQbNGlcC6tUHFq5PDL6ITxjsT6EAAH1J4O8TaZ4v8P2usaJOJrScdDw0bDqjDsw\/+v0INbVfDP7O\/wARJPBHjCO0vpiNC1N1iuVY\/LE\/RZfbB4PsT6CvuagAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPnb9sfxG9p4b0fw\/A5Bv5muJwD1SPG0H2LNn\/gFeWfsueEk8SfEhL27jD2Wjx\/a2BGQ0ucRg\/jlv8AgFX\/ANr29a4+KNvbk\/Ja6dEgHuWdif1H5V6T+xlp6R+DNe1EAeZcagLcnviONWH\/AKNNAH0JRRXJfFrxHL4T+HOu6zbEC5t7fbCT\/DI7BEP4MwP4UAee\/GL492Pg2+m0bw9bxanrMXyzPIxEFu39045ZvUAjHrnIrw2X9ob4hPc+auo2kaZz5K2cez6cgt+teSyyPLK8krs8jkszMcliepJptAH1T4A\/aatpopIPHNh9nlRCyXVghZZCB90oTkE+oOMnsOa5X4gftKa3qvmWvhG1XR7Q5H2mXElww9v4U\/U+hrwCigCzqN\/d6neSXeo3U93dSHLzTyF3Y+5PJqtRRQAUUUqqWYKoJY8ADvQAldl8Lfh\/qnxC8RJp2nAxWseHu7tlykCevuxwQF7\/AEBIzdM8FeKNVwdO8O6vcqf4o7OQr+eMV61+zX4mu\/A\/xFuvCfiCKSzj1JxA0Uw2mG5H3M\/7wO33JX0oA+o\/A3hHSPBWgQ6ToVuIoE5kkbmSZ+7ue5P6dBgV0FFFABRRXLfEnxtpvgLwxPq+qNuYfJb24OHnk7KP5k9hQBR+K\/xG0r4d6D9rv\/39\/OCtpZqcNMw7n0UcZP8AM8V8LeNPFereMten1bXbkzXMnCqOEiXsiDso\/wDrnJJNHjXxTqnjHxDc6xrU5luZjhVH3Ik7Ig7KP\/rnkk1hUAFFFFABRRRQB9l\/shaSLL4a3WoMv7zUL52DeqIAgH\/fQf8AOvKf2uPFD6r4+g0OGTNrpEIDKDwZpAGY\/guwe3NfQ37PtoLP4OeGI1GN1u0p+ryM\/wD7NXxP8R9RbVvH\/iO+dt3n6hOy+y7yFH4DAoA94\/Y+8Fxyvf8Ai+9jDNExs7LcOhwDI4\/AhQfdq+oq4f4H6Umj\/CbwxbIoUyWSXLe7S\/vDn\/vuu4oA+X\/2uvAWGt\/GmnRcHbbaiFHfpHIf\/QD\/AMBr5ir7U\/ar8XHw\/wDD5dJgCG61t2g+YA7YlwZCM9+VHtuz1Ar4roA9++Ff7Qz+E\/DOnaDrOjSX1vZgxrdRXAWQR5yF2FcHAOB8w4Ar6X8A+O9A8d6Y154evPN8vAmt5BtlhJ6Bl\/PkZBwcGvzqrpPh54uvvBPiyy1rTnbMTgTRA4E0RPzIfqPyOD2oA\/Rmq2qWFtqmm3VhfwrPaXMbQyxt0ZWGCKfZXUV7ZW93bPvgnjWWNh3VhkH8jU1AH5x\/EHw1N4P8Z6toU5LGzmKo5HLxn5kb8VINfa37P3ih\/Ffwu0q5uJN95aA2VwxOSWjwAT7lChPua8J\/bI0pbbxro2pou37bZGNz\/eaN+v1w6j8BXS\/sWag72HinTmJ8uKWC4Qe7B1b\/ANAWgD6XooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPiz9ri2aH4sLIwOJ9PhkX6Auv81Ner\/sb3iyfD7V7TI8yHU2kI\/wBl4o8fqrVgftnaCzQ+HvEESZVC9jM3pn54\/wCUlct+yF4nTS\/G99odw4WLV4AYsnjzo8kD8VL\/AJCgD7Ergvjvos+v\/CXxHZWiF7gQLcIq8lvKdZCAO5IUj8a72igD8wqK+k\/jP+z7frqdzrPgOBbi1mYyS6aGCvEx5Pl54K\/7PUdBnt4ZJ4K8UxXP2eTw3rSz5x5f2GXd+W2gDn69k+HvwA8QeMfD1lrZ1Gw0+xuwWiWUO0pUEjdtAAwcZHPTFanwq\/Z81vWtQgvfGMD6VpCMHa3c4uJx\/d2\/wD1JwfQdx9gWlvDZ2sNtaxJDbwoI440GFRQMAAegFAHzjpn7K9gmDqnie6m9VtrVYv1Zm\/lWZ8Y\/gx4Q8B\/DTUdVsZNRn1JXhigkupwRuaRd3yqqg\/Lur6mr5k\/bJ8Tp5Gi+F4HzIXN\/cAH7oAKRg\/XLn8BQB4z8CtKg1r4seHbG8tYbu2eZ3khmQOjqsbMcg8EfLX3np2kabpi403T7O0HTFvAsf8gK+S\/2PtBe+8d6hrLpmDTbQorekspwP\/HRJ+lfYVABXzH+1z4KeKWx8baWrJIhW2vWj4II\/wBVLn\/x3P8AuV9OVS1vSrPW9Ju9M1SBbiyuozFLG38Sn+R9D2NAHI\/BfxxD488DWeoNIh1KFRBfRjgrKB97HYMPmH1x2Nd3XyD4h+FXj\/4W+IJNX+H095fWJ+69oA8wXOdksOPn+oBHfA6Uo+OPxWhAjl0OIuvBL6XKGP1wRQB9Z6rqNppOmXWoajOlvZ20Zlllc8KoGSa+BfjB8QLz4heLJb+UvHp0OYrG2J4ijz1I\/vN1J+g6AV0nj74i\/EXxxoX9katpcsNk0iySLa2MqGTHQMSTkZ5x6gelebp4c1x2wmjakx9Bauf6UAZVFbP\/AAi3iD\/oBar\/AOAcn+FH\/CLeIP8AoBar\/wCAcn+FAGNRWz\/wi3iD\/oBar\/4Byf4Uf8It4g\/6AWq\/+Acn+FAGNRWyvhXxCxAXQdWJPQCzk\/wrqPBHwj8XeKtXhtRo97p9oWHnXl5A0SRr3I3Abj7D9OtAH2Z8HVC\/CrwmAc\/8SyA9MdUFfAfiNGi8Q6pG4w6XUqnPqHNfpBo2nW+j6PY6bZqVtrOBLeIHqFRQo\/QV8E\/HPRm0L4seJLVl2pLdNdR+hWX94MfTdj8KAPuD4cTLcfD3wxLGQVfS7Zhj\/rktdFXk\/wCzD4hTXPhPp8Bfdc6W72Uo7gA7k\/DYyj8DXrFAHzB+2pZzE+FL0Am3H2iFj2Vj5ZH5gH\/vmvmGv0T+J3gyz8eeELvRL1vKd8SW8+MmGVfutjv1II9Ca+DvG\/gzXPBWrPYa\/YyQMCRHMATFMP7yN0I\/UdwKAOdoor3r9n74M6jres2fiHxNZyWuiWziaGGZdr3bjlflPOzOCSevQZySAD6n8CWc2neB\/D1ldAi4ttOt4ZA3UMsSg5\/EVuUUUAfLX7asqG98JQjHmLHdOfXBMQH\/AKCab+xWjHUfFkg+6sVsp+pMn+Bri\/2qfEKa18U5rSBw0GlQJacdC\/Lv+ILbf+A165+xzozWfgjVtWkTadQvBGh\/vJEuAf8Avp3H4UAe\/wBFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzHxL8Kw+NfBOqaHMVV7iPMEjf8ALOVeUb6ZAz7E1+fYOpeGPEQP7yy1bTbnvw0UqN\/Qiv0rr56\/aW+EcmvxyeK\/DNuX1WJP9Ntox81ygHDqO7gcEdwBjkYIB6h8JfH1j8QfCsOo2zJHfRAR3tsDzDJj0\/unkg+nuDXa1+cngbxhrHgfXo9U0K4MU6\/LLE\/McyZ5R17j9R1GDX2T8MvjZ4Z8aww289wmk6yQA1ncuAHb\/pm5wG+nB9u9AHqVFFFABRRXA\/Eb4r+F\/AsEi6herc6mB8lhbMHlJ7buyD3bHtmgDoPHHirTfBnhu71nWJQlvCMKgPzTOfuoo7sf8SeAa\/Pvxj4ivvF\/im\/1rUTuu7yXdsXkIOiovsAAB9K2fif8RdZ+Iesi71VxFaRZFtZRk+XCP6se7Hr7DAr179mf4RS3V3beMPE1sUtIiJNOtpFwZW7TMD\/COq+p56AZAPZfgJ4IbwP8PrS1u4wmqXh+13nqrsBhP+AqAPrn1r0aiigAooooAKKKKACiiigAooooAKKKKACiiigAr5r\/AGwvBr3Fnp\/i6yiLG2As73aOiE5jc\/RiV\/4EtfSlVNX0201jS7vTtRhWezuo2iljboykYP8A+ugD4j\/Z2+ISeBvGflajJs0XUwsF0x6RMD8kn0BJB9mJ7V9zKwdQykMpGQQcgivz8+Lvw8v\/AIeeJ5LK4Dy6dMS9ldkcSp6E\/wB4dCPx6EV6V8B\/jqfDsFv4e8YvJLpKYS2vQCz2w\/uuOrJ6Y5HTkYwAfXVQXtnbX9u1vfW8NzA33o5kDqfqDxSadfWmp2UN5p1zDdWky7o5oXDo49QRwasUAYWn+DvDGnXIudP8OaNa3AORLBYxIwP1C5rdoooAK4v4t+OrTwB4PudUmKPeuDFZQE8yykccf3R1PsPUij4kfEnw\/wCANPaXV7kSXrLmGxhIM0p7cfwr\/tHj6niviH4keOtW8f8AiF9T1dwqKClvbIT5cCZ+6vv6nqT+AABi2sGoeJPEEcMQe71TUbjAz96SV26n6k9a\/RDwN4eg8KeEdK0O1IKWUCxlgMb36u34sWP414d+y78K5NKiTxh4ggKXs0ZGnwOOYo2HMpHYsDgegJ9ePo2gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDxH4w\/AXTfF8s2reHHi0vXHy0ikYguW9WA+63+0Bz3BPNfKHi\/wb4g8H3htvEOl3Fmc4SRlzHJ\/uuPlb8DX6O1Fd2tveW7295BFcQSDDxyoHVh6EHg0Afnt4c+JXjLw3GkWj+Ir+GBBhYXfzY1HsjgqPyrrF\/aF+Iax7Tqlqzf3zZxZ\/lj9K+mdc+CHw\/wBYkaSXw\/Fayn+KzkeAD\/gKnb+lc6f2a\/ApfcH1gD+6Lpcf+gZoA+Ztf+LPjrXo2j1DxLfeU3BjtyLdSPQiMLkfWuc8PeHtZ8T6gLTQ9OutQumPIhQttz3Zuij3JAr7X0f4D\/D7TJBJ\/YhvJAcg3c7yD\/vnIU\/iK9G0zTbHSrRbXS7O2s7ZekVvEsaD8AAKAPAPhH+ztbaTLDqvjkw3t4hDR6cnzQxnsZD\/ABn2+7\/vV9EqAqgKAAOAB2oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDD8ZeFtJ8Y6FPpOvWwntZOQRw8bdnQ9mH\/1jkEivjL4q\/BXxD4Hmmu7aJ9U0IElbuFMtEvpKo5X\/AHvu+46V900UAfnL4Q8beI\/B9wZfDurXNmGOXiBDRP8A7yNlT9cZr2DRf2ofENtGqavomm3xH8cLvAzfX7w\/ICvcvGPwV8EeKZJJ7nShY3j8m409vJYn1K4KE+5UmvLtV\/ZWgZy2k+KZY07R3NmHP\/fSsP5UAVJ\/2q5zHiDwjEkmPvPqBYZ+gjH864jxT+0R431qJ4bKa00eBuP9Cj\/eY\/32JI+q4rsIv2V9QLgS+KbRU7lbNmP5bhXV+H\/2YPDdm6vrer6hqRX+CJVt0b6j5m\/JhQB8p28Gq+JNZEcCXmqapdPnA3SyyN6nqT9a+n\/gt+z6mlTQa346SKe8TDw6aCHjiPYyHox\/2RwPft7h4V8I6B4TtDb+HdKtbBCMM0a5d\/8Aec5ZvxJrdoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD\/\/2Q==\" style=\"width: 500px;\" data-filename=\"Motorrad A1.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3065  \"   data-id=\"3065\" data-itemtype=\"richtext\" data-itemid=\"3065\" 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_3064  \" data-showinsummary=\"true\"  data-id=\"3064\" data-itemtype=\"richtext\" data-itemid=\"3064\" 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_3066  \" data-alignment=\"0\"  data-id=\"3066\" 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=\"3066\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_544\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"545\" 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_3068   lfb_row row\"     data-id=\"3068\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3071  \" data-showinsummary=\"true\"  data-id=\"3071\" data-itemtype=\"richtext\" data-itemid=\"3071\" data-title=\"Klasse B196\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3070  \"   data-id=\"3070\" data-itemtype=\"richtext\" data-itemid=\"3070\" 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_3069  \" data-showinsummary=\"true\"  data-id=\"3069\" data-itemtype=\"richtext\" data-itemid=\"3069\" 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_3073  \" data-alignment=\"0\"  data-id=\"3073\" 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=\"3073\" 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_3072  \"  data-id=\"3072\" 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=\"3072\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_545\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"546\" 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_3074   lfb_row row\"     data-id=\"3074\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3078  \"   data-id=\"3078\" data-itemtype=\"richtext\" data-itemid=\"3078\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3076  \"   data-id=\"3076\" data-itemtype=\"richtext\" data-itemid=\"3076\" 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_3075  \" data-showinsummary=\"true\"  data-id=\"3075\" data-itemtype=\"richtext\" data-itemid=\"3075\" 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_3077  \" data-alignment=\"0\"  data-id=\"3077\" 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=\"3077\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_546\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"547\" 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_3079   lfb_row row\"     data-id=\"3079\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3082  \" data-showinsummary=\"true\"  data-id=\"3082\" data-itemtype=\"richtext\" data-itemid=\"3082\" data-title=\"MOFA\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3081  \"   data-id=\"3081\" data-itemtype=\"richtext\" data-itemid=\"3081\" 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_3080  \" data-showinsummary=\"true\"  data-id=\"3080\" data-itemtype=\"richtext\" data-itemid=\"3080\" 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_3083  \" data-alignment=\"0\"  data-id=\"3083\" 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=\"3083\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_547\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"548\" 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_3088   lfb_row row\"     data-id=\"3088\" data-columns=\"[]\" data-itemtype=\"row\"><\/div><div class=\"lfb_itemBloc col-md-12  lfb_item lfb_itemContainer_3084   lfb_row row\"     data-id=\"3084\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3089  \"   data-id=\"3089\" data-itemtype=\"richtext\" data-itemid=\"3089\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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_3086  \"   data-id=\"3086\" data-itemtype=\"richtext\" data-itemid=\"3086\" 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_3085  \" data-showinsummary=\"true\"  data-id=\"3085\" data-itemtype=\"richtext\" data-itemid=\"3085\" 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_3087  \" data-alignment=\"0\"  data-id=\"3087\" 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=\"3087\" 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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_548\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" data-start=\"0\"    data-showstepsum=\"1\" data-stepid=\"549\" data-title=\"Additional costs\"  data-dependitem=\"0\">\t<h2 class=\"lfb_stepTitle\">Additional costs<\/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_3090   lfb_row row\"     data-id=\"3090\" data-columns=\"[{&quot;id&quot;:&quot;695b85a07c0cf&quot;,&quot;size&quot;:&quot;1\\\/2&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-6\" data-columnid=\"695b85a07c0cf\"><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3094  \"   data-id=\"3094\" data-itemtype=\"richtext\" data-itemid=\"3094\" data-title=\"Custom content\"    ><div class=\"lfb_richTextContent\"><p style=\"text-align: center; \"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" style=\"width: 500px;\" data-filename=\"Class-B96.jpg\"><br><\/p><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3092  \"   data-id=\"3092\" data-itemtype=\"richtext\" data-itemid=\"3092\" data-title=\"Benutzerdefinierte Inhalte\"    ><div class=\"lfb_richTextContent\"><span style=\"font-size: 18px;\">Last but not least, all you have to do is enter the key number on your driver's license.<\/span><\/div><\/div><div class=\"lfb_itemBloc lfb_richtext   lfb_item lfb_itemContainer_3091  \" data-showinsummary=\"true\"  data-id=\"3091\" data-itemtype=\"richtext\" data-itemid=\"3091\" data-title=\"External cost types\"    ><div class=\"lfb_richTextContent\"><table class=\"table table-bordered\"><tbody><tr><td>Entering the key number <br>at the driving license authority<br><\/td><td>38,30 \u20ac<\/td><\/tr><\/tbody><\/table><\/div><\/div><div class=\"lfb_itemBloc lfb-hidden lfb_item lfb_itemContainer_3093  \" data-alignment=\"0\"  data-id=\"3093\" data-itemtype=\"numberfield\"><div class=\"form-group\"><label>Total external cost types<\/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=\"3093\" min=\"0\"  data-showinsummary=\"true\"  value=\"1\" class=\"form-control \"  data-title=\"Total external cost types\" data-originaltitle=\"Total external cost types\"  data-originallabel=\"Total external cost types\"  \/>\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\">You must select something to continue<\/div><div class=\"text-center lfb_btnNextContainer\"><a href=\"javascript:\" id=\"lfb_btnNext_549\" class=\"btn btn-wide btn-primary lfb_btn-next \"><span class=\"lfb_btnContent\"><span class=\"fa fa-check\"><\/span>NEXT STEP<\/span><\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\"  class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/a><\/div><\/div><\/div><div class=\"lfb_genSlide\" id=\"finalSlide\" data-stepid=\"final\" data-title=\"Total cost\">\r\n                <h2 class=\"lfb_stepTitle\">Total cost<\/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\">The estimated total costs are:<\/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_3095   lfb_row row\"     data-id=\"3095\" data-columns=\"[{&quot;id&quot;:&quot;695b85a0c0ccb&quot;,&quot;size&quot;:&quot;1\\\/3&quot;}]\" data-itemtype=\"row\"><div class=\"lfb_column lfb_sortable col-md-4\" data-columnid=\"695b85a0c0ccb\"><div class=\"lfb_itemBloc  lfb_item lfb_itemContainer_3096   lfb_btnContainer\"  data-id=\"3096\" 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=\"3096\"    data-prodid=\"0\" data-title=\"Register now\"  title=\"Register now\" data-originaltitle=\"Register now\"  data-originallabel=\"Register now\"  data-price=\"0\" data-addtototal=\"0\"><span class=\"lfb_buttonTitle\">Register now<\/span><\/a><\/div><\/div><\/div>\r\n                   <div id=\"lfb_summary\" class=\"lfb_summary table-responsive \">\r\n                        <h3>Summary<\/h3>\r\n                        <table class=\"table table-bordered\">\r\n                            <thead>\r\n                                <th>Description<\/th>\r\n                                <th class=\"lfb_valueTh\">Information<\/th>\r\n                                <th class=\"lfb_quantityTh \">Quantity<\/th>\r\n                                <th class=\"lfb_priceTh \">Price<\/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\">In total:<\/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>MAKE REGISTRATION<\/a><br\/><div class=\"lfb_linkPreviousCt\"><a href=\"javascript:\" class=\"linkPrevious\"><span class=\"fa fa-arrow-left me-2\"><\/span>Back to the last step<\/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\">Costs and financing<\/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\">Frequently asked questions<\/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-69d5f132d979b\">\n\n            \n                <div class=\"elementskit-card \">\n                    <div class=\"elementskit-card-header\" id=\"primaryHeading-0-74830d8\">\n                        <a href=\"#collapse-f77b90869d5f132d979b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-f77b90869d5f132d979b\" aria-expanded=\"false\" aria-controls=\"Collapse-f77b90869d5f132d979b\">\n                            \n                            <span class=\"ekit-accordion-title\">Accordion Item<\/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-f77b90869d5f132d979b\" class=\" collapse\" aria-labelledby=\"primaryHeading-0-74830d8\" data-parent=\"#accordion-69d5f132d979b\">\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-76dbc1e69d5f132d979b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-76dbc1e69d5f132d979b\" aria-expanded=\"false\" aria-controls=\"Collapse-76dbc1e69d5f132d979b\">\n                            \n                            <span class=\"ekit-accordion-title\">Do driving lessons in the morning and evening have different prices?<\/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-76dbc1e69d5f132d979b\" class=\" collapse\" aria-labelledby=\"primaryHeading-1-74830d8\" data-parent=\"#accordion-69d5f132d979b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Yes. For driving lessons after 18:00 we charge a surcharge of \u20ac10.00, which we pass on to our hard-working driving instructors. The same applies to driving lessons that take place on Saturdays from 10:00 am.  <\/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-f9020b569d5f132d979b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-f9020b569d5f132d979b\" aria-expanded=\"false\" aria-controls=\"Collapse-f9020b569d5f132d979b\">\n                            \n                            <span class=\"ekit-accordion-title\">Do driving lessons in a foreign language cost more?<\/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-f9020b569d5f132d979b\" class=\" collapse\" aria-labelledby=\"primaryHeading-2-74830d8\" data-parent=\"#accordion-69d5f132d979b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Driving lessons conducted in English, Polish or Russian have a general surcharge of \u20ac10.00 per hour.<\/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-58e81d169d5f132d979b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-58e81d169d5f132d979b\" aria-expanded=\"false\" aria-controls=\"Collapse-58e81d169d5f132d979b\">\n                            \n                            <span class=\"ekit-accordion-title\">Do you also make installment payments?<\/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-58e81d169d5f132d979b\" class=\" collapse\" aria-labelledby=\"primaryHeading-3-74830d8\" data-parent=\"#accordion-69d5f132d979b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Unfortunately, it is not possible to pay in installments.<\/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-452f37d69d5f132d979b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-452f37d69d5f132d979b\" aria-expanded=\"false\" aria-controls=\"Collapse-452f37d69d5f132d979b\">\n                            \n                            <span class=\"ekit-accordion-title\">Do I have to pay all the costs at once? Or when are which costs due? <\/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-452f37d69d5f132d979b\" class=\" collapse\" aria-labelledby=\"primaryHeading-4-74830d8\" data-parent=\"#accordion-69d5f132d979b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>You pay your basic fee when you register or at the first theory lesson. You can pay for the driving lessons as you take them. <\/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-8900d9469d5f132d979b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-8900d9469d5f132d979b\" aria-expanded=\"false\" aria-controls=\"Collapse-8900d9469d5f132d979b\">\n                            \n                            <span class=\"ekit-accordion-title\">What payment methods do you offer?<\/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-8900d9469d5f132d979b\" class=\" collapse\" aria-labelledby=\"primaryHeading-5-74830d8\" data-parent=\"#accordion-69d5f132d979b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>You have two options: Either you pay electronically by credit card or EC card - or you pay in cash. We accept both on site. <\/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-883f45469d5f132d979b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-883f45469d5f132d979b\" aria-expanded=\"false\" aria-controls=\"Collapse-883f45469d5f132d979b\">\n                            \n                            <span class=\"ekit-accordion-title\">What costs will I incur if I fail an exam?<\/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-883f45469d5f132d979b\" class=\" collapse\" aria-labelledby=\"primaryHeading-6-74830d8\" data-parent=\"#accordion-69d5f132d979b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>If you fail the theory test, the costs for the presentation for the test and the T\u00dcV fees will be incurred again.<\/p>\n<p>If you fail the practical test, the costs for the presentation for the test, the T\u00dcV fees and further costs for practice drives will be incurred.<\/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-ea4b20269d5f132d979b\" class=\"ekit-accordion--toggler elementskit-btn-link collapsed\" data-ekit-toggle=\"collapse\" data-target=\"#Collapse-ea4b20269d5f132d979b\" aria-expanded=\"false\" aria-controls=\"Collapse-ea4b20269d5f132d979b\">\n                            \n                            <span class=\"ekit-accordion-title\">Will I receive a total invoice for all the expenses I have incurred with you?<\/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-ea4b20269d5f132d979b\" class=\" collapse\" aria-labelledby=\"primaryHeading-7-74830d8\" data-parent=\"#accordion-69d5f132d979b\">\n\n                        <div class=\"elementskit-card-body ekit-accordion--content\">\n                            <p>Of course, you will receive an invoice with a complete overview of the total costs after completing your training.<\/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\">This might also interest you<\/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\">Related pages<\/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-12171 page type-page status-publish has-post-thumbnail hentry category-drivers-license tag-bf17-en\" role=\"listitem\">\n\t\t\t<a class=\"elementor-post__thumbnail__link\" href=\"https:\/\/fahrschule-batyra.de\/en\/drivers-license\/accompanied-driving-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-11611\" 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\tAccompanied driving (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-12155 page type-page status-publish has-post-thumbnail hentry category-drivers-license\" role=\"listitem\">\n\t\t\t<a class=\"elementor-post__thumbnail__link\" href=\"https:\/\/fahrschule-batyra.de\/en\/drivers-license\/our-theory-lessons\/\">\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-18105\" 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\tOur theory lessons\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-12237 page type-page status-publish has-post-thumbnail hentry category-classes category-drivers-license category-driving-school\" role=\"listitem\">\n\t\t\t<a class=\"elementor-post__thumbnail__link\" href=\"https:\/\/fahrschule-batyra.de\/en\/our-specials\/\">\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-18094\" 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\tOur specials\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-12177 page type-page status-publish has-post-thumbnail hentry category-classes tag-bf17-en tag-class-b\" role=\"listitem\">\n\t\t\t<a class=\"elementor-post__thumbnail__link\" href=\"https:\/\/fahrschule-batyra.de\/en\/driving-license-classes\/b-class-cars\/\">\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-11626\" 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\tB-class cars\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;:12589,&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-12589\">.e-loop-item-12220 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .e-loop-item-12220 .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-12589\">.elementor-12589 .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-12589 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .elementor-12589 .elementor-element.elementor-element-c818805 > .elementor-motion-effects-container > .elementor-motion-effects-layer{background-color:var( --e-global-color-primary );background-size:cover;}.elementor-12589 .elementor-element.elementor-element-6e52fb3{--display:flex;--padding-top:10px;--padding-bottom:10px;--padding-left:0px;--padding-right:0px;}.elementor-12589 .elementor-element.elementor-element-6e52fb3:not(.elementor-motion-effects-element-type-background), .elementor-12589 .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-12589 .elementor-element.elementor-element-9c0ac25{text-align:center;}.elementor-12589 .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-12589 .elementor-element.elementor-element-9c0ac25 > .elementor-widget-container{padding:0px 40px 0px 34px;}\/* Start custom CSS for heading, class: .elementor-element-9c0ac25 *\/.elementor-12589 .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=\"12589\" class=\"elementor elementor-12589 elementor-10074 elementor-10074 swiper-slide e-loop-item e-loop-item-12220 post-12220 page type-page status-publish has-post-thumbnail hentry category-driving-school\" 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-12589\">.e-loop-item-12279 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .e-loop-item-12279 .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=\"12589\" class=\"elementor elementor-12589 elementor-10074 elementor-10074 swiper-slide e-loop-item e-loop-item-12279 post-12279 page type-page status-publish has-post-thumbnail hentry category-driving-school tag-bf17-en\" 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-12589\">.e-loop-item-12187 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .e-loop-item-12187 .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=\"12589\" class=\"elementor elementor-12589 elementor-10074 elementor-10074 swiper-slide e-loop-item e-loop-item-12187 post-12187 page type-page status-publish has-post-thumbnail hentry category-service-en\" 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-12589\">.e-loop-item-12163 .elementor-element.elementor-element-c818805:not(.elementor-motion-effects-element-type-background), .e-loop-item-12163 .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\/Preiskalkulation-Fuehrerschein-Kosten-Beitrag.jpg\");}<\/style>\t\t<div data-elementor-type=\"loop-item\" data-elementor-id=\"12589\" class=\"elementor elementor-12589 elementor-10074 elementor-10074 swiper-slide e-loop-item e-loop-item-12163 post-12163 page type-page status-publish has-post-thumbnail hentry category-classes category-driving-school category-fahrschule category-fuehrerschein category-klassen category-service-en category-service tag-bf17-en tag-class-b tag-prices\" 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\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>An important question in relation to the driver&#8217;s license is the cost. In our price calculator, you can find out how much the complete driving license costs, incl. is ancillary costs.  <\/p>\n","protected":false},"author":6,"featured_media":18090,"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":[280,279,255,254,256,281,257],"tags":[282,283,284],"wf_page_folders":[],"class_list":["post-12163","page","type-page","status-publish","has-post-thumbnail","hentry","category-classes","category-driving-school","category-fahrschule","category-fuehrerschein","category-klassen","category-service-en","category-service","tag-bf17-en","tag-class-b","tag-prices"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>The costs for the driving license | Driving school Batyra in Munich Giesing<\/title>\n<meta name=\"description\" content=\"The cost of a driver&#039;s license? Information on classes B \/ B197 \/ B78 \/ BF17 and BE \/ B96! Price calculator Never more than necessary fair and transparent\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/fahrschule-batyra.de\/en\/prices\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"How expensive is the driving license | Driving school Batyra in Munich Giesing\" \/>\n<meta property=\"og:description\" content=\"The cost of a driver&#039;s license? Information on classes B \/ B197 \/ B78 \/ BF17 and BE \/ B96! Price calculator incl. Service charges Never more than necessary fair and transparent\" \/>\n<meta property=\"og:url\" content=\"https:\/\/fahrschule-batyra.de\/en\/prices\/\" \/>\n<meta property=\"og:site_name\" content=\"Fahrschule Batyra M\u00fcnchen Giesing\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/people\/Fahrschule-Batyra\/100037075755558\/\" \/>\n<meta property=\"article:modified_time\" content=\"2026-01-05T10:28:55+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Wie-teuer-ist-der-Fuehrerschein-Preise_og-1024x536.jpg\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data1\" content=\"4 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/prices\\\/\",\"url\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/prices\\\/\",\"name\":\"The costs for the driving license | Driving school Batyra in Munich Giesing\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/#website\"},\"primaryImageOfPage\":{\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/prices\\\/#primaryimage\"},\"image\":{\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/prices\\\/#primaryimage\"},\"thumbnailUrl\":\"https:\\\/\\\/fahrschule-batyra.de\\\/wp-content\\\/uploads\\\/2026\\\/01\\\/Preiskalkulation-Fuehrerschein-Kosten-Beitrag.jpg\",\"datePublished\":\"2023-09-19T07:51:11+00:00\",\"dateModified\":\"2026-01-05T10:28:55+00:00\",\"description\":\"The cost of a driver's license? Information on classes B \\\/ B197 \\\/ B78 \\\/ BF17 and BE \\\/ B96! Price calculator Never more than necessary fair and transparent\",\"breadcrumb\":{\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/prices\\\/#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/prices\\\/\"]}]},{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/prices\\\/#primaryimage\",\"url\":\"https:\\\/\\\/fahrschule-batyra.de\\\/wp-content\\\/uploads\\\/2026\\\/01\\\/Preiskalkulation-Fuehrerschein-Kosten-Beitrag.jpg\",\"contentUrl\":\"https:\\\/\\\/fahrschule-batyra.de\\\/wp-content\\\/uploads\\\/2026\\\/01\\\/Preiskalkulation-Fuehrerschein-Kosten-Beitrag.jpg\",\"width\":1000,\"height\":667},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/prices\\\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Prices\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/#website\",\"url\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/\",\"name\":\"Fahrschule Batyra M\u00fcnchen Giesing\",\"description\":\"Stressfrei, fair und schnell zum F\u00fchrerschein\",\"publisher\":{\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"en-US\"},{\"@type\":\"Organization\",\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/#organization\",\"name\":\"Fahrschule Batyra in M\u00fcnchen Giesing\",\"url\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/#\\\/schema\\\/logo\\\/image\\\/\",\"url\":\"https:\\\/\\\/fahrschule-batyra.de\\\/wp-content\\\/uploads\\\/2023\\\/12\\\/cropped-Fahrschule-Batyra_original-logo.png\",\"contentUrl\":\"https:\\\/\\\/fahrschule-batyra.de\\\/wp-content\\\/uploads\\\/2023\\\/12\\\/cropped-Fahrschule-Batyra_original-logo.png\",\"width\":660,\"height\":187,\"caption\":\"Fahrschule Batyra in M\u00fcnchen Giesing\"},\"image\":{\"@id\":\"https:\\\/\\\/fahrschule-batyra.de\\\/en\\\/#\\\/schema\\\/logo\\\/image\\\/\"},\"sameAs\":[\"https:\\\/\\\/www.facebook.com\\\/people\\\/Fahrschule-Batyra\\\/100037075755558\\\/\",\"https:\\\/\\\/www.instagram.com\\\/fahrschule.batyra\\\/\"]}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"The costs for the driving license | Driving school Batyra in Munich Giesing","description":"The cost of a driver's license? Information on classes B \/ B197 \/ B78 \/ BF17 and BE \/ B96! Price calculator Never more than necessary fair and transparent","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/fahrschule-batyra.de\/en\/prices\/","og_locale":"en_US","og_type":"article","og_title":"How expensive is the driving license | Driving school Batyra in Munich Giesing","og_description":"The cost of a driver's license? Information on classes B \/ B197 \/ B78 \/ BF17 and BE \/ B96! Price calculator incl. Service charges Never more than necessary fair and transparent","og_url":"https:\/\/fahrschule-batyra.de\/en\/prices\/","og_site_name":"Fahrschule Batyra M\u00fcnchen Giesing","article_publisher":"https:\/\/www.facebook.com\/people\/Fahrschule-Batyra\/100037075755558\/","article_modified_time":"2026-01-05T10:28:55+00:00","og_image":[{"url":"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/09\/Wie-teuer-ist-der-Fuehrerschein-Preise_og-1024x536.jpg","type":"","width":"","height":""}],"twitter_card":"summary_large_image","twitter_misc":{"Est. reading time":"4 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"WebPage","@id":"https:\/\/fahrschule-batyra.de\/en\/prices\/","url":"https:\/\/fahrschule-batyra.de\/en\/prices\/","name":"The costs for the driving license | Driving school Batyra in Munich Giesing","isPartOf":{"@id":"https:\/\/fahrschule-batyra.de\/en\/#website"},"primaryImageOfPage":{"@id":"https:\/\/fahrschule-batyra.de\/en\/prices\/#primaryimage"},"image":{"@id":"https:\/\/fahrschule-batyra.de\/en\/prices\/#primaryimage"},"thumbnailUrl":"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Preiskalkulation-Fuehrerschein-Kosten-Beitrag.jpg","datePublished":"2023-09-19T07:51:11+00:00","dateModified":"2026-01-05T10:28:55+00:00","description":"The cost of a driver's license? Information on classes B \/ B197 \/ B78 \/ BF17 and BE \/ B96! Price calculator Never more than necessary fair and transparent","breadcrumb":{"@id":"https:\/\/fahrschule-batyra.de\/en\/prices\/#breadcrumb"},"inLanguage":"en-US","potentialAction":[{"@type":"ReadAction","target":["https:\/\/fahrschule-batyra.de\/en\/prices\/"]}]},{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/fahrschule-batyra.de\/en\/prices\/#primaryimage","url":"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Preiskalkulation-Fuehrerschein-Kosten-Beitrag.jpg","contentUrl":"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2026\/01\/Preiskalkulation-Fuehrerschein-Kosten-Beitrag.jpg","width":1000,"height":667},{"@type":"BreadcrumbList","@id":"https:\/\/fahrschule-batyra.de\/en\/prices\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/fahrschule-batyra.de\/en\/"},{"@type":"ListItem","position":2,"name":"Prices"}]},{"@type":"WebSite","@id":"https:\/\/fahrschule-batyra.de\/en\/#website","url":"https:\/\/fahrschule-batyra.de\/en\/","name":"Fahrschule Batyra M\u00fcnchen Giesing","description":"Stressfrei, fair und schnell zum F\u00fchrerschein","publisher":{"@id":"https:\/\/fahrschule-batyra.de\/en\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/fahrschule-batyra.de\/en\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"en-US"},{"@type":"Organization","@id":"https:\/\/fahrschule-batyra.de\/en\/#organization","name":"Fahrschule Batyra in M\u00fcnchen Giesing","url":"https:\/\/fahrschule-batyra.de\/en\/","logo":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/fahrschule-batyra.de\/en\/#\/schema\/logo\/image\/","url":"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/cropped-Fahrschule-Batyra_original-logo.png","contentUrl":"https:\/\/fahrschule-batyra.de\/wp-content\/uploads\/2023\/12\/cropped-Fahrschule-Batyra_original-logo.png","width":660,"height":187,"caption":"Fahrschule Batyra in M\u00fcnchen Giesing"},"image":{"@id":"https:\/\/fahrschule-batyra.de\/en\/#\/schema\/logo\/image\/"},"sameAs":["https:\/\/www.facebook.com\/people\/Fahrschule-Batyra\/100037075755558\/","https:\/\/www.instagram.com\/fahrschule.batyra\/"]}]}},"_links":{"self":[{"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/pages\/12163","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/users\/6"}],"replies":[{"embeddable":true,"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/comments?post=12163"}],"version-history":[{"count":24,"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/pages\/12163\/revisions"}],"predecessor-version":[{"id":18029,"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/pages\/12163\/revisions\/18029"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/media\/18090"}],"wp:attachment":[{"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/media?parent=12163"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/categories?post=12163"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/tags?post=12163"},{"taxonomy":"wf_page_folders","embeddable":true,"href":"https:\/\/fahrschule-batyra.de\/en\/wp-json\/wp\/v2\/wf_page_folders?post=12163"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}