{"id":387,"date":"2024-03-28T15:50:58","date_gmt":"2024-03-28T15:50:58","guid":{"rendered":"https:\/\/edusign.com\/de\/?page_id=387"},"modified":"2024-04-24T15:31:00","modified_gmt":"2024-04-24T15:31:00","slug":"elektronische-unterschrift","status":"publish","type":"page","link":"https:\/\/edusign.com\/de\/elektronische-unterschrift\/","title":{"rendered":"Signature \u00e9lectronique"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"387\" class=\"elementor elementor-387\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3ee92793 e-flex e-con-boxed e-con e-parent\" data-id=\"3ee92793\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-2fc6d82a e-con-full e-flex e-con e-child\" data-id=\"2fc6d82a\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-555d2e3d elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"555d2e3d\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.23.0 - 05-08-2024 *\/\n.elementor-heading-title{padding:0;margin:0;line-height:1}.elementor-widget-heading .elementor-heading-title[class*=elementor-size-]>a{color:inherit;font-size:inherit;line-height:inherit}.elementor-widget-heading .elementor-heading-title.elementor-size-small{font-size:15px}.elementor-widget-heading .elementor-heading-title.elementor-size-medium{font-size:19px}.elementor-widget-heading .elementor-heading-title.elementor-size-large{font-size:29px}.elementor-widget-heading .elementor-heading-title.elementor-size-xl{font-size:39px}.elementor-widget-heading .elementor-heading-title.elementor-size-xxl{font-size:59px}<\/style><h2 class=\"elementor-heading-title elementor-size-default\">Elektronische Unterschrift <\/br><u>f\u00fcr die Ausbildung<\/u><\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a727123 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"a727123\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.23.0 - 05-08-2024 *\/\n.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#69727d;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#69727d;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}<\/style>\t\t\t\t<p>Schluss mit dem Herumrennen nach Konventionen, Vorschriften und anderen Dokumenten. 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e-con e-parent\" data-id=\"45d207d9\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-603a7217 e-flex e-con-boxed e-con e-child\" data-id=\"603a7217\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-499918ca elementor-widget elementor-widget-heading\" data-id=\"499918ca\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">  <u class=\"yellow\">Automatisches <\/u> Ausf\u00fcllen <\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3ad285b5 elementor-widget elementor-widget-text-editor\" data-id=\"3ad285b5\" data-element_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<p><span 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\"\/>\n 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class=\"elementor-element elementor-element-28b93cc7 e-flex e-con-boxed e-con e-child\" data-id=\"28b93cc7\" data-element_type=\"container\" 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-2aa082e elementor-widget elementor-widget-heading\" data-id=\"2aa082e\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Senden Sie an alle Ihre Lernenden ... <u class=\"yellow\">zur gleichen Zeit.<\/u><\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f032a7c elementor-widget elementor-widget-text-editor\" data-id=\"f032a7c\" data-element_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<p><span class=\"checked\">Mit Edusign unterschreiben Sie einmal und senden das Dokument zur Unterschrift an alle Ihre Lernenden.<\/span><br \/><span class=\"checked\">Sie m\u00fcssen nicht mehr f\u00fcr jeden einzelnen Lernenden unterschreiben<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4471166d button-b-w days elementor-widget elementor-widget-button\" data-id=\"4471166d\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/edusign.com\/de\/kontakt\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Nutzen Sie die 14-t\u00e4gige kostenlose Testphase<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\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\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-69902fa4 e-flex e-con-boxed e-con e-parent\" data-id=\"69902fa4\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-6030e24a e-flex e-con-boxed e-con e-child\" data-id=\"6030e24a\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-11e9e2fb elementor-widget elementor-widget-heading\" data-id=\"11e9e2fb\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"> <u class=\"yellow\">eIDAS<\/u>-konforme und sichere Unterschrift.<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4d808f55 elementor-widget elementor-widget-text-editor\" data-id=\"4d808f55\" data-element_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<p><span class=\"checked\">Edusign\u00a0wird jeden Tag von Hunderten von Organisationen verwendet<\/span><br \/><span class=\"checked\">Unsere Zertifikate und Sicherheiten sind daf\u00fcr da, dass Sie nicht mehr dar\u00fcber nachdenken m\u00fcssen.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5dde0c5b button-b-w button-no-width elementor-widget elementor-widget-button\" data-id=\"5dde0c5b\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/edusign.com\/de\/kontakt\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Versuchen Sie es kostenlos<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\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-7fa29f35 e-flex e-con-boxed e-con e-child\" data-id=\"7fa29f35\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4796f84f elementor-widget elementor-widget-image\" data-id=\"4796f84f\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"800\" height=\"661\" src=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Group-48661-1-1024x846.png\" class=\"attachment-large size-large wp-image-66\" alt=\"\" srcset=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Group-48661-1-1024x846.png 1024w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Group-48661-1-300x248.png 300w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Group-48661-1-768x635.png 768w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Group-48661-1-1536x1269.png 1536w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Group-48661-1.png 1818w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\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-32e445a9 e-con-full testiGlobalBloc e-flex e-con e-parent\" data-id=\"32e445a9\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-4f94f397 e-con-full e-flex e-con e-child\" data-id=\"4f94f397\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1bd253e7 elementor-hidden-mobile elementor-widget elementor-widget-text-editor\" data-id=\"1bd253e7\" data-element_type=\"widget\" id=\"activeLink\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><a href=\"https:\/\/edusign.com\/fr\/avis-client-rocket-school\/\">Erfahrungsbericht ansehen \u2192<\/a><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-63c3e92e elementor-widget elementor-widget-heading\" data-id=\"63c3e92e\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Unsere  <u class=\"yellow\">Kunden<\/u><br>\nberichten<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-46c76355 elementor-hidden-mobile elementor-widget elementor-widget-html\" data-id=\"46c76355\" data-element_type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<div id=\"progressBars\">\r\n        <progress id=\"bar1\" max=\"100\" value=\"0\" onclick=\"displayContent(1)\"><\/progress>\r\n        <progress id=\"bar2\" max=\"100\" value=\"0\" onclick=\"displayContent(2)\"><\/progress>\r\n        <progress id=\"bar3\" max=\"100\" value=\"0\" onclick=\"displayContent(3)\"><\/progress>\r\n    <\/div>\r\n<style>\r\n#progressBars {\r\n    display: flex; \/* Utiliser Flexbox pour aligner les enfants horizontalement *\/\r\n    align-items: center; \/* Centrer les barres de progression verticalement dans leur conteneur *\/\r\n    justify-content: space-between; \/* R\u00e9partir un espace uniforme entre les barres de progression *\/\r\n}\r\n\r\n#progressBars progress {\r\n    width: 30%;\r\n    margin: 10px;\r\n    height: 4px;\r\n    -webkit-appearance: none; \/* Pour les navigateurs bas\u00e9s sur WebKit comme Chrome et Safari *\/\r\n    appearance: none; \/* Standard moderne pour tous les navigateurs *\/\r\n    background-color: #E5E5E5; \/* Couleur de fond pour les barres vides dans les navigateurs qui n'utilisent pas WebKit *\/\r\n    border-radius: 0; \/* Supprimer les bordures arrondies *\/\r\n    cursor: pointer;\r\n}\r\n\r\n#progressBars progress::-webkit-progress-bar {\r\n    background-color: #E5E5E5; \/* Couleur de fond pour la barre de progression vide dans WebKit *\/\r\n    border-radius: 0; \/* Supprimer les bordures arrondies pour WebKit *\/\r\n}\r\n\r\n#progressBars progress::-webkit-progress-value {\r\n    background-color: black; \/* Couleur de remplissage pour WebKit *\/\r\n    border-radius: 0; \/* Supprimer les bordures arrondies pour WebKit *\/\r\n}\r\n\r\n#progressBars progress::-moz-progress-bar {\r\n    background-color: black; \/* Couleur de remplissage pour Firefox *\/\r\n    border-radius: 0; \/* Supprimer les bordures arrondies pour Firefox *\/\r\n}\r\n\r\n\r\n@media only screen and (max-width: 768px) {\r\n    .testiGlobalBloc {\r\n        width: 100%;\r\n        padding-left: 16px;\r\n        padding-right: 0;\r\n    }\r\n.containerTesti {\r\n    position: relative;\r\n  display: inline-block!important;\r\n  overflow-x: auto; \/* Permettre le d\u00e9filement horizontal *\/\r\n  white-space: nowrap; \/* \u00c9viter que les \u00e9l\u00e9ments se cassent automatiquement \u00e0 la ligne *\/\r\n  -webkit-overflow-scrolling: touch; \/* Activer le d\u00e9filement fluide sur iOS *\/\r\n   \/* Ajouter une marge \u00e0 droite pour la s\u00e9paration *\/\r\n  \r\n}\r\n\r\n.contentTesti {\r\n    width: 80vw; \/* Largeur ajust\u00e9e pour \u00e9viter le d\u00e9passement de l'\u00e9cran *\/\r\n  display: inline-block!important; \/* Afficher les \u00e9l\u00e9ments en ligne *\/\r\n  vertical-align: top; \/* Alignement vertical en haut *\/\r\n       white-space: initial;\r\n       position: relative;\r\n       margin-right: 16px;\r\n}\r\n.invisible {\r\n    opacity: 0.5; \/* R\u00e9duire l'opacit\u00e9 pour les blocs invisibles *\/\r\n  }\r\n\r\n}\r\n<\/style>\r\n\r\n<script>\r\n\r\n\/\/ Stockage des liens\r\nconst links = [\r\n    \"https:\/\/edusign.com\/fr\/avis-client-rocket-school\/\",\r\n    \"https:\/\/edusign.com\/fr\/avis-client-istec\",\r\n    \"https:\/\/edusign.com\/fr\/avis-clients\/\"\r\n];\r\nlet intervals = []; \/\/ Stocker les intervalles pour chaque barre de progression\r\n\r\nfunction displayContent(selectedNumber) {\r\n    const contents = document.querySelectorAll('.contentTesti');\r\n    contents.forEach((content, index) => {\r\n        content.style.display = (index === (selectedNumber - 1)) ? 'flex' : 'none';\r\n    });\r\n    \/\/ Mise \u00e0 jour de l'URL du lien actif\r\n    const activeLink = document.querySelector('#activeLink a');\r\n    activeLink.href = links[selectedNumber - 1];\r\n}\r\n\r\nfunction stopAllIntervals() {\r\n    intervals.forEach((interval) => clearInterval(interval)); \/\/ Arr\u00eater tous les intervalles en cours\r\n}\r\n\r\nfunction fillProgressBar(barIndex) {\r\n    const bars = document.querySelectorAll('progress');\r\n    \r\n    \/\/ R\u00e9initialiser la valeur de la barre pr\u00e9c\u00e9dente (si elle n'est pas la premi\u00e8re)\r\n    if (barIndex > 0) bars[barIndex - 1].value = 0;\r\n\r\n    if (barIndex >= bars.length) {\r\n        barIndex = 0; \/\/ Si on d\u00e9passe la derni\u00e8re barre, revenir \u00e0 la premi\u00e8re\r\n        bars[bars.length - 1].value = 0; \/\/ Assurez-vous de r\u00e9initialiser la derni\u00e8re barre avant de boucler\r\n    }\r\n    displayContent(barIndex + 1); \/\/ Afficher le contenu correspondant d\u00e8s le d\u00e9but du remplissage de la barre\r\n    const bar = bars[barIndex];\r\n    let value = 0;\r\n    stopAllIntervals(); \/\/ Arr\u00eater le remplissage des autres barres\r\n\r\n    const interval = setInterval(() => {\r\n        if (value >= 100) {\r\n            clearInterval(interval); \/\/ Arr\u00eater le remplissage de la barre actuelle\r\n            displayContent(barIndex + 1); \/\/ Afficher le contenu li\u00e9\r\n            fillProgressBar(barIndex + 1); \/\/ Passer automatiquement \u00e0 la barre suivante ou revenir \u00e0 la premi\u00e8re\r\n        } else {\r\n            value += 0.7; \/\/ Incr\u00e9ment pour remplir progressivement la barre\r\n            bar.value = value;\r\n        }\r\n    }, 25); \/\/ Augmenter la fr\u00e9quence des mises \u00e0 jour pour plus de fluidit\u00e9\r\n\r\n    intervals[barIndex] = interval; \/\/ Stocker cet intervalle pour le contr\u00f4le\r\n}\r\n\r\nfunction initializeProgressBars() {\r\n    const bars = document.querySelectorAll('progress');\r\n    bars.forEach((bar, index) => {\r\n        bar.addEventListener('click', () => {\r\n            bars.forEach(b => b.value = 0); \/\/ R\u00e9initialiser toutes les barres avant de commencer le remplissage\r\n            stopAllIntervals(); \/\/ Arr\u00eater tous les intervalles en cours\r\n            fillProgressBar(index); \/\/ Commencer \u00e0 remplir la barre cliqu\u00e9e\r\n        });\r\n    });\r\n\r\n    fillProgressBar(0); \/\/ Commencer le remplissage automatique avec la premi\u00e8re barre\r\n}\r\n\r\ndocument.addEventListener('DOMContentLoaded', function() {\r\n    \/\/ V\u00e9rifier si la largeur de l'\u00e9cran est sup\u00e9rieure \u00e0 768px\r\n    if (window.innerWidth > 768) {\r\n        \/\/ Ex\u00e9cuter le script pour les non-mobiles\r\n        initializeProgressBars();\r\n    }else{\r\n    \/\/ Sinon, le script ne s'ex\u00e9cutera pas sur les appareils mobiles\r\n    document.querySelectorAll('.containerTesti').forEach(container => {\r\n  container.onscroll = function(event) {\r\n    handleScroll(event);\r\n  };\r\n});\r\nfunction handleScroll(event) {\r\n  const contents = document.querySelectorAll('.contentTesti'); \/\/ S\u00e9lectionner tous les \u00e9l\u00e9ments .contentTesti\r\n  const windowWidth = window.innerWidth; \/\/ Largeur de la fen\u00eatre\r\n  const coefOffset = windowWidth\/4;\r\n  const scrollLeft = event.target.scrollLeft; \/\/ Position de d\u00e9filement horizontal\r\n\r\n  \/\/ It\u00e9rer sur chaque \u00e9l\u00e9ment .contentTesti et ajuster l'opacit\u00e9 en fonction de sa visibilit\u00e9\r\n  contents.forEach((content, index) => {\r\n    const rect = content.getBoundingClientRect(); \/\/ Obtenir les coordonn\u00e9es de l'\u00e9l\u00e9ment par rapport \u00e0 la fen\u00eatre\r\n    console.log('BLoc : ',index)\r\n    console.log(\"rect.left:\", rect.left); \/\/ Afficher la position horizontale de l'\u00e9l\u00e9ment dans la console\r\n    console.log(\"rect.right:\", rect.right); \/\/ Afficher la largeur de l'\u00e9l\u00e9ment dans la console\r\n    console.log(\"windowWidth:\", windowWidth\/4); \/\/ Afficher la largeur de l'\u00e9l\u00e9ment dans la console\r\n    \/\/ V\u00e9rifier si l'\u00e9l\u00e9ment est enti\u00e8rement visible horizontalement dans la fen\u00eatre\r\n    const isVisible = (rect.left >= -(coefOffset) && rect.right <= windowWidth+coefOffset+coefOffset\/2);\r\n\r\n    \/\/ Ajouter ou supprimer la classe \"invisible\" en fonction de la visibilit\u00e9 de l'\u00e9l\u00e9ment\r\n    if (isVisible) {\r\n      content.classList.remove('invisible');\r\n    } else {\r\n      content.classList.add('invisible');\r\n    }\r\n  });\r\n}\r\n};\r\n});\r\n\r\n<\/script>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1032f28d e-con-full containerTesti e-flex e-con e-child\" data-id=\"1032f28d\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-48a406a3 e-con-full contentTesti e-flex e-con e-child\" data-id=\"48a406a3\" data-element_type=\"container\" id=\"content1\">\n\t\t<div class=\"elementor-element elementor-element-666495f1 e-con-full e-flex e-con e-child\" data-id=\"666495f1\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-150257ef e-flex e-con-boxed e-con e-child\" data-id=\"150257ef\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1959a16 elementor-widget elementor-widget-text-editor\" data-id=\"1959a16\" data-element_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<p>Wir wollten nach etwas suchen, das einfacher zu bedienen ist und den Bed\u00fcrfnissen und der Expansion, die wir mit der Er\u00f6ffnung der verschiedenen Campus in Frankreich hatten, gerecht wird.<\/p>\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<div class=\"elementor-element elementor-element-1a29873e e-con-full e-flex e-con e-child\" data-id=\"1a29873e\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-10396d79 e-con-full e-flex e-con e-child\" data-id=\"10396d79\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-42af44cc elementor-widget elementor-widget-image\" data-id=\"42af44cc\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"60\" height=\"60\" src=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Calque_1-1.svg\" class=\"attachment-full size-full wp-image-13\" alt=\"\" \/>\t\t\t\t\t\t\t\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-27a2647 e-con-full e-flex e-con e-child\" data-id=\"27a2647\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-4fc16aaa e-flex e-con-boxed e-con e-child\" data-id=\"4fc16aaa\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3b90f41f elementor-widget elementor-widget-text-editor\" data-id=\"3b90f41f\" data-element_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<p>Rocket School<\/p>\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<div class=\"elementor-element elementor-element-387c0002 e-flex e-con-boxed e-con e-child\" data-id=\"387c0002\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6b1b2497 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"6b1b2497\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 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fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-627b08ca elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"627b08ca\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 8.48582C21.9359 8.34488 21.8046 8.25001 21.6561 8.25001Z\" fill=\"#525054\"><\/path><\/g><defs><clipPath id=\"clip0_80_8874\"><rect width=\"22\" height=\"22\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7a5c0e42 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"7a5c0e42\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 8.48582C21.9359 8.34488 21.8046 8.25001 21.6561 8.25001Z\" fill=\"#525054\"><\/path><\/g><defs><clipPath id=\"clip0_80_8874\"><rect width=\"22\" height=\"22\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\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\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8fd5410 e-flex e-con-boxed e-con e-child\" data-id=\"8fd5410\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-43bee9ce elementor-hidden-desktop elementor-hidden-tablet elementor-widget elementor-widget-text-editor\" data-id=\"43bee9ce\" data-element_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<p><a href=\"https:\/\/edusign.com\/fr\/avis-client-rocket-school\/\">Erfahrungsbericht ansehen \u2192<\/a><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-543a335f elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"543a335f\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"1280\" height=\"853\" src=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/linkedin-sales-solutions-46bom4lObsA-unsplash-Grande.jpeg\" class=\"attachment-full size-full wp-image-69\" alt=\"\" srcset=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/linkedin-sales-solutions-46bom4lObsA-unsplash-Grande.jpeg 1280w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/linkedin-sales-solutions-46bom4lObsA-unsplash-Grande-300x200.jpeg 300w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/linkedin-sales-solutions-46bom4lObsA-unsplash-Grande-1024x682.jpeg 1024w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/linkedin-sales-solutions-46bom4lObsA-unsplash-Grande-768x512.jpeg 768w\" sizes=\"(max-width: 1280px) 100vw, 1280px\" \/>\t\t\t\t\t\t\t\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<\/div>\n\t\t<div class=\"elementor-element elementor-element-40edb005 e-con-full contentTesti e-flex e-con e-child\" data-id=\"40edb005\" data-element_type=\"container\" id=\"content2\">\n\t\t<div class=\"elementor-element elementor-element-40bc5007 e-con-full e-flex e-con e-child\" data-id=\"40bc5007\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-7b21ebe6 e-flex e-con-boxed e-con e-child\" data-id=\"7b21ebe6\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-647ed8ce elementor-widget elementor-widget-text-editor\" data-id=\"647ed8ce\" data-element_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<p>Vor langer Zeit wurden die Stundenzettel noch mit Excel erstellt. Also eine Tannine. Mit der Einf\u00fchrung von Edusign hat sich alles ge\u00e4ndert.<\/p>\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<div class=\"elementor-element elementor-element-20064964 e-con-full e-flex e-con e-child\" data-id=\"20064964\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-3e9032ad e-con-full e-flex e-con e-child\" data-id=\"3e9032ad\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-70c1ea62 elementor-widget elementor-widget-image\" data-id=\"70c1ea62\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"193\" height=\"198\" src=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Slice-2.png\" class=\"attachment-full size-full wp-image-70\" alt=\"\" \/>\t\t\t\t\t\t\t\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-593eeb04 e-con-full e-flex e-con e-child\" data-id=\"593eeb04\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-528b3c95 e-flex e-con-boxed e-con e-child\" data-id=\"528b3c95\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7a02dbdc elementor-widget elementor-widget-text-editor\" data-id=\"7a02dbdc\" data-element_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<p>ISTEC Paris<\/p>\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<div class=\"elementor-element elementor-element-14331be e-flex e-con-boxed e-con e-child\" data-id=\"14331be\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-62495ced elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"62495ced\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 8.48582C21.9359 8.34488 21.8046 8.25001 21.6561 8.25001Z\" fill=\"#525054\"><\/path><\/g><defs><clipPath id=\"clip0_80_8874\"><rect width=\"22\" height=\"22\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-76cdf797 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"76cdf797\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 8.48582C21.9359 8.34488 21.8046 8.25001 21.6561 8.25001Z\" fill=\"#525054\"><\/path><\/g><defs><clipPath id=\"clip0_80_8874\"><rect width=\"22\" height=\"22\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-506424ee elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"506424ee\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 8.48582C21.9359 8.34488 21.8046 8.25001 21.6561 8.25001Z\" fill=\"#525054\"><\/path><\/g><defs><clipPath id=\"clip0_80_8874\"><rect width=\"22\" height=\"22\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1b87ee1 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1b87ee1\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 8.48582C21.9359 8.34488 21.8046 8.25001 21.6561 8.25001Z\" fill=\"#525054\"><\/path><\/g><defs><clipPath id=\"clip0_80_8874\"><rect width=\"22\" height=\"22\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-74a2f43e elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"74a2f43e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 8.48582C21.9359 8.34488 21.8046 8.25001 21.6561 8.25001Z\" fill=\"#525054\"><\/path><\/g><defs><clipPath id=\"clip0_80_8874\"><rect width=\"22\" height=\"22\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\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\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-71dfb461 e-flex e-con-boxed e-con e-child\" data-id=\"71dfb461\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-41b132b0 elementor-hidden-desktop elementor-hidden-tablet elementor-widget elementor-widget-text-editor\" data-id=\"41b132b0\" data-element_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<p><a href=\"https:\/\/edusign.com\/fr\/avis-client-rocket-school\/\">Erfahrungsbericht ansehen \u2192<\/a><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5d83932f elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"5d83932f\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"2560\" height=\"1707\" src=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-roxanne-minnish-4514045-scaled-1.jpg\" class=\"attachment-full size-full wp-image-72\" alt=\"\" srcset=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-roxanne-minnish-4514045-scaled-1.jpg 2560w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-roxanne-minnish-4514045-scaled-1-300x200.jpg 300w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-roxanne-minnish-4514045-scaled-1-1024x683.jpg 1024w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-roxanne-minnish-4514045-scaled-1-768x512.jpg 768w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-roxanne-minnish-4514045-scaled-1-1536x1024.jpg 1536w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-roxanne-minnish-4514045-scaled-1-2048x1366.jpg 2048w\" sizes=\"(max-width: 2560px) 100vw, 2560px\" \/>\t\t\t\t\t\t\t\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<\/div>\n\t\t<div class=\"elementor-element elementor-element-424de0c3 e-con-full contentTesti e-flex e-con e-child\" data-id=\"424de0c3\" data-element_type=\"container\" id=\"content3\">\n\t\t<div class=\"elementor-element elementor-element-3134b55f e-con-full e-flex e-con e-child\" data-id=\"3134b55f\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-12e81f6 e-flex e-con-boxed e-con e-child\" data-id=\"12e81f6\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3cb3d2ec elementor-widget elementor-widget-text-editor\" data-id=\"3cb3d2ec\" data-element_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<p>Unsere Programmmanager sch\u00e4tzen vor allem die Zeitersparnis bei ihrer t\u00e4glichen Arbeit [&#8230;] die Wette ist gewonnen<\/p>\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<div class=\"elementor-element elementor-element-1913596e e-con-full e-flex e-con e-child\" data-id=\"1913596e\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-3580b092 e-con-full e-flex e-con e-child\" data-id=\"3580b092\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3bea0139 elementor-widget elementor-widget-image\" data-id=\"3bea0139\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"45\" height=\"60\" src=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/Group.png\" class=\"attachment-full size-full wp-image-73\" alt=\"\" \/>\t\t\t\t\t\t\t\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-7134b9cf e-con-full e-flex e-con e-child\" data-id=\"7134b9cf\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-126eb71e e-flex e-con-boxed e-con e-child\" data-id=\"126eb71e\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-617d6c37 elementor-widget elementor-widget-text-editor\" data-id=\"617d6c37\" data-element_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<p>\u00c9cole polytechnique<\/p>\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<div class=\"elementor-element elementor-element-9002707 e-flex e-con-boxed e-con e-child\" data-id=\"9002707\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2672db1 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"2672db1\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 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elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"21f793af\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"22\" height=\"22\" viewBox=\"0 0 22 22\" fill=\"none\"><g clip-path=\"url(#clip0_80_8874)\"><path d=\"M21.6561 8.25001H13.7121L11.3285 0.583695C11.2391 0.29632 10.7613 0.29632 10.6719 0.583695L8.28768 8.25001H0.343619C0.195119 8.25001 0.0638063 8.34488 0.0170563 8.48582C-0.0296937 8.62676 0.0191188 8.78145 0.138056 8.87013L6.45343 13.5644L3.96949 21.2087C3.92343 21.3503 3.97362 21.5057 4.09462 21.593C4.21562 21.681 4.37787 21.681 4.49887 21.593L10.9999 16.8699L17.5009 21.593C17.5614 21.637 17.6322 21.659 17.703 21.659C17.7738 21.659 17.8446 21.637 17.9051 21.593C18.0254 21.5057 18.0763 21.3503 18.0302 21.2087L15.5463 13.5644L21.8617 8.87013C21.9806 8.78145 22.0294 8.62676 21.9827 8.48582C21.9359 8.34488 21.8046 8.25001 21.6561 8.25001Z\" fill=\"#525054\"><\/path><\/g><defs><clipPath id=\"clip0_80_8874\"><rect width=\"22\" height=\"22\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/div>\n\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\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7885da71 e-flex e-con-boxed e-con e-child\" data-id=\"7885da71\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3ebac92 elementor-hidden-desktop elementor-hidden-tablet elementor-widget elementor-widget-text-editor\" data-id=\"3ebac92\" data-element_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<p><a href=\"https:\/\/edusign.com\/fr\/avis-client-rocket-school\/\">Erfahrungsbericht ansehen \u2192<\/a><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-492e7e77 elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"492e7e77\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"1979\" height=\"1322\" src=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-los-muertos-crew-10041271-1.jpg\" class=\"attachment-full size-full wp-image-75\" alt=\"\" srcset=\"https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-los-muertos-crew-10041271-1.jpg 1979w, https:\/\/edusign.com\/de\/wp-content\/uploads\/sites\/5\/2024\/03\/pexels-los-muertos-crew-10041271-1-300x200.jpg 300w, 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elementor-size-default\">FAQ<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-efd46a9 faq elementor-widget elementor-widget-toggle\" data-id=\"efd46a9\" data-element_type=\"widget\" data-widget_type=\"toggle.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.23.0 - 05-08-2024 *\/\n.elementor-toggle{text-align:start}.elementor-toggle .elementor-tab-title{font-weight:700;line-height:1;margin:0;padding:15px;border-bottom:1px solid #d5d8dc;cursor:pointer;outline:none}.elementor-toggle .elementor-tab-title .elementor-toggle-icon{display:inline-block;width:1em}.elementor-toggle .elementor-tab-title .elementor-toggle-icon svg{margin-inline-start:-5px;width:1em;height:1em}.elementor-toggle .elementor-tab-title .elementor-toggle-icon.elementor-toggle-icon-right{float:right;text-align:right}.elementor-toggle .elementor-tab-title .elementor-toggle-icon.elementor-toggle-icon-left{float:left;text-align:left}.elementor-toggle .elementor-tab-title .elementor-toggle-icon .elementor-toggle-icon-closed{display:block}.elementor-toggle .elementor-tab-title .elementor-toggle-icon .elementor-toggle-icon-opened{display:none}.elementor-toggle .elementor-tab-title.elementor-active{border-bottom:none}.elementor-toggle .elementor-tab-title.elementor-active .elementor-toggle-icon-closed{display:none}.elementor-toggle .elementor-tab-title.elementor-active .elementor-toggle-icon-opened{display:block}.elementor-toggle .elementor-tab-content{padding:15px;border-bottom:1px solid #d5d8dc;display:none}@media (max-width:767px){.elementor-toggle .elementor-tab-title{padding:12px}.elementor-toggle .elementor-tab-content{padding:12px 10px}}.e-con-inner>.elementor-widget-toggle,.e-con>.elementor-widget-toggle{width:var(--container-widget-width);--flex-grow:var(--container-widget-flex-grow)}<\/style>\t\t<div class=\"elementor-toggle\">\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2511\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-2511\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"30\" height=\"30\" viewBox=\"0 0 30 30\" fill=\"none\"><path d=\"M15 1V29\" stroke=\"#767577\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M29 15H1\" stroke=\"#767577\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M30 16H2\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Warum sollten Sie sich f\u00fcr die Einf\u00fchrung einer elektronischen Signatur entscheiden?<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2511\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-2511\"><p>Die Umstellung auf die Verwendung elektronischer Unterschriften bietet erhebliche Vorteile, z. B. Papiereinsparungen und eine h\u00f6here Produktivit\u00e4t, da Sie in 1 Sekunde beliebig viele Dokumente versenden k\u00f6nnen.<\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2512\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-2512\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"30\" height=\"30\" viewBox=\"0 0 30 30\" fill=\"none\"><path d=\"M15 1V29\" stroke=\"#767577\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M29 15H1\" stroke=\"#767577\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M30 16H2\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Welche Kriterien sind bei der Auswahl einer elektronischen Unterschrift zu ber\u00fccksichtigen?<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2512\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-2512\"><p>Es gibt drei Stufen der elektronischen Unterschrift: einfache, fortgeschrittene und qualifizierte Unterschrift. Die Wahl der Unterschriftsstufe h\u00e4ngt von der Art der zu unterzeichnenden Dokumente ab. Es ist jedoch wichtig, das richtige Gleichgewicht zwischen Praktikabilit\u00e4t und Sicherheit zu finden, da mit steigender Unterschriftsstufe auch die Anforderungen strenger werden.<\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2513\" class=\"elementor-tab-title\" data-tab=\"3\" role=\"button\" aria-controls=\"elementor-tab-content-2513\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"30\" height=\"30\" viewBox=\"0 0 30 30\" fill=\"none\"><path d=\"M15 1V29\" stroke=\"#767577\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M29 15H1\" stroke=\"#767577\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M30 16H2\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Welche Rechtsg\u00fcltigkeit hat eine elektronische Unterschrift? <\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2513\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"3\" role=\"region\" aria-labelledby=\"elementor-tab-title-2513\"><p>Die eIDAS-Verordnung legt die gesetzlichen Regeln f\u00fcr die Nutzung und Anerkennung von Diensten zur Ausstellung von Zertifikaten f\u00fcr elektronische Unterschriften in den Mitgliedsl\u00e4ndern der Europ\u00e4ischen Union fest. In Frankreich muss sich jeder Anbieter von L\u00f6sungen f\u00fcr elektronische Unterschriften einer Konformit\u00e4tspr\u00fcfung durch die ANSSI unterziehen, um die Konformit\u00e4t seiner Tools zu gew\u00e4hrleisten.<\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-2514\" class=\"elementor-tab-title\" data-tab=\"4\" role=\"button\" aria-controls=\"elementor-tab-content-2514\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"30\" height=\"30\" viewBox=\"0 0 30 30\" fill=\"none\"><path d=\"M15 1V29\" stroke=\"#767577\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M29 15H1\" stroke=\"#767577\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M30 16H2\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Verbindet sich Edusign mit meiner Software? <\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-2514\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"4\" role=\"region\" aria-labelledby=\"elementor-tab-title-2514\"><p>Wahrscheinlich \ud83d\ude09 Edusign verbindet sich mit hunderten von Softwareprodukten auf dem Markt. Wenn eine Verbindung nicht verf\u00fcgbar ist, k\u00f6nnen wir sie entwickeln, oder Sie k\u00f6nnen sie \u00fcber unsere API herstellen. Sehen Sie sich einige unserer Integrationen an.<\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t<script type=\"application\/ld+json\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@type\":\"FAQPage\",\"mainEntity\":[{\"@type\":\"Question\",\"name\":\"Warum sollten Sie sich f\\u00fcr die Einf\\u00fchrung einer elektronischen Signatur entscheiden?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"<p>Die Umstellung auf die Verwendung elektronischer Unterschriften bietet erhebliche Vorteile, z. B. Papiereinsparungen und eine h\\u00f6here Produktivit\\u00e4t, da Sie in 1 Sekunde beliebig viele Dokumente versenden k\\u00f6nnen.<\\\/p>\"}},{\"@type\":\"Question\",\"name\":\"Welche Kriterien sind bei der Auswahl einer elektronischen Unterschrift zu ber\\u00fccksichtigen?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"<p>Es gibt drei Stufen der elektronischen Unterschrift: einfache, fortgeschrittene und qualifizierte Unterschrift. Die Wahl der Unterschriftsstufe h\\u00e4ngt von der Art der zu unterzeichnenden Dokumente ab. Es ist jedoch wichtig, das richtige Gleichgewicht zwischen Praktikabilit\\u00e4t und Sicherheit zu finden, da mit steigender Unterschriftsstufe auch die Anforderungen strenger werden.<\\\/p>\"}},{\"@type\":\"Question\",\"name\":\"Welche Rechtsg\\u00fcltigkeit hat eine elektronische Unterschrift?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"<p>Die eIDAS-Verordnung legt die gesetzlichen Regeln f\\u00fcr die Nutzung und Anerkennung von Diensten zur Ausstellung von Zertifikaten f\\u00fcr elektronische Unterschriften in den Mitgliedsl\\u00e4ndern der Europ\\u00e4ischen Union fest. In Frankreich muss sich jeder Anbieter von L\\u00f6sungen f\\u00fcr elektronische Unterschriften einer Konformit\\u00e4tspr\\u00fcfung durch die ANSSI unterziehen, um die Konformit\\u00e4t seiner Tools zu gew\\u00e4hrleisten.<\\\/p>\"}},{\"@type\":\"Question\",\"name\":\"Verbindet sich Edusign mit meiner Software?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"<p>Wahrscheinlich \\ud83d\\ude09 Edusign verbindet sich mit hunderten von Softwareprodukten auf dem Markt. Wenn eine Verbindung nicht verf\\u00fcgbar ist, k\\u00f6nnen wir sie entwickeln, oder Sie k\\u00f6nnen sie \\u00fcber unsere API herstellen. Sehen Sie sich einige unserer Integrationen an.<\\\/p>\"}}]}<\/script>\n\t\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 class=\"elementor-element elementor-element-4213354a e-flex e-con-boxed e-con e-parent\" data-id=\"4213354a\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-2c27efdb e-flex e-con-boxed e-con e-child\" data-id=\"2c27efdb\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-4abff10 e-flex e-con-boxed e-con e-child\" data-id=\"4abff10\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-161fb826 e-flex e-con-boxed e-con e-child\" data-id=\"161fb826\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6b849718 elementor-widget elementor-widget-heading\" data-id=\"6b849718\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Integrieren Sie Edusign in Ihre allt\u00e4glichen  <u class=\"white\">Anwendungen<\/u>.<\/h2>\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-3267a425 e-flex e-con-boxed e-con e-child\" data-id=\"3267a425\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-101ca7cf button-b-w button-app elementor-widget elementor-widget-button\" data-id=\"101ca7cf\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/edusign.com\/de\/integration\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Apps durchsuchen<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\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\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-66ab5166 e-flex e-con-boxed e-con e-child\" data-id=\"66ab5166\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ac9512e elementor-hidden-mobile elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"ac9512e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewBox=\"0 0 52 52\" fill=\"none\"><g clip-path=\"url(#clip0_80_8207)\"><path d=\"M14.0835 38.2418L26.0002 45.9334L37.9168 38.2418L26.0002 30.6584L14.0835 38.2418Z\" fill=\"black\"><\/path><path d=\"M2.16675 28.1668L14.0834 35.7502L26.0001 28.1668L14.0834 20.5835L2.16675 28.1668Z\" fill=\"black\"><\/path><path d=\"M26 28.1668L37.9167 35.7502L49.8333 28.1668L37.9167 20.5835L26 28.1668Z\" fill=\"black\"><\/path><path d=\"M49.8333 13.0001L37.9167 5.41675L26 13.0001L37.9167 20.5834L49.8333 13.0001Z\" fill=\"black\"><\/path><path d=\"M14.0834 5.41675L2.16675 13.0001L14.0834 20.5834L26.0001 13.0001L14.0834 5.41675Z\" fill=\"black\"><\/path><\/g><defs><clipPath id=\"clip0_80_8207\"><rect width=\"52\" height=\"52\" 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9.00476 3.07866 9.83333 3.94929 10.4168C4.81993 11.0003 5.84405 11.3124 6.89212 11.3138C7.80899 11.3095 8.70868 11.0647 9.50136 10.6039L25.9936 23.4373C22.9615 28.0177 23.0426 33.9873 26.1979 38.4839L21.1818 43.5014C20.7761 43.3718 20.3539 43.3029 19.9282 43.2971C17.5259 43.2992 15.5798 45.2474 15.5804 47.6496C15.581 50.0517 17.5284 51.9989 19.9305 51.9995C22.3327 52.0001 24.2809 50.054 24.283 47.6517C24.2773 47.2261 24.2084 46.8037 24.0785 46.3983L29.0408 41.4342C33.4746 44.8475 39.5642 45.1416 44.3065 42.1714C49.0485 39.201 51.4417 33.5934 50.3054 28.1146C49.1692 22.6355 44.7436 18.4424 39.2114 17.6025ZM37.1545 37.6873C36.2378 37.7119 35.3254 37.5527 34.4712 37.2189C33.617 36.8851 32.8384 36.3835 32.1812 35.7438C31.5241 35.1041 31.0018 34.3393 30.6451 33.4944C30.2885 32.6495 30.1047 31.7417 30.1047 30.8246C30.1047 29.9075 30.2885 28.9998 30.6451 28.1549C31.0018 27.31 31.5241 26.5451 32.1812 25.9054C32.8384 25.2657 33.617 24.7642 34.4712 24.4304C35.3254 24.0966 36.2378 23.9373 37.1545 23.962C40.8489 24.0913 43.7775 27.1228 43.7795 30.8197C43.7812 34.5161 40.8557 37.5507 37.1613 37.6837\" fill=\"black\"><\/path><\/svg>\t\t\t<\/div>\n\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\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-64a023ba e-flex e-con-boxed e-con e-parent\" data-id=\"64a023ba\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-51e6d05 e-flex e-con-boxed e-con e-child\" data-id=\"51e6d05\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4f11b26 elementor-widget elementor-widget-heading\" data-id=\"4f11b26\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><u class=\"yellow\">Enthalten<\/u>  in Edusign?<\/h2>\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-388e3ff8 e-con-full e-flex e-con e-child\" data-id=\"388e3ff8\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-5293c00b e-con-full e-flex e-con e-child\" data-id=\"5293c00b\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5b072d75 elementor-view-default elementor-position-top elementor-widget elementor-widget-icon-box\" data-id=\"5b072d75\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewBox=\"0 0 52 52\" fill=\"none\"><path d=\"M45.5 30.875C45.5 36.0467 43.4455 41.0066 39.7886 44.6636C36.1316 48.3205 31.1717 50.375 26 50.375C20.8283 50.375 15.8684 48.3205 12.2114 44.6636C8.55446 41.0066 6.5 36.0467 6.5 30.875V8.125L26 3.25L45.5 8.125V30.875Z\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M16.25 29.315L22.5179 35.75L35.75 17.875\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\teIDAS-konform\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\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 class=\"elementor-element elementor-element-5b417eb3 e-con-full e-flex e-con e-child\" data-id=\"5b417eb3\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2b8e2801 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"2b8e2801\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewBox=\"0 0 52 52\" fill=\"none\"><path d=\"M47.125 14.625C47.987 14.625 48.8136 14.9674 49.4231 15.5769C50.0326 16.1864 50.375 17.013 50.375 17.875V35.75C50.375 36.612 50.0326 37.4386 49.4231 38.0481C48.8136 38.6576 47.987 39 47.125 39H43.875V47.125L32.5 39H22.75\" stroke=\"#212121\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M37.375 3.25H4.875C4.01305 3.25 3.1864 3.59241 2.5769 4.2019C1.96741 4.8114 1.625 5.63805 1.625 6.5V27.625C1.625 28.487 1.96741 29.3136 2.5769 29.9231C3.1864 30.5326 4.01305 30.875 4.875 30.875H9.75V42.25L22.75 30.875H37.375C38.237 30.875 39.0636 30.5326 39.6731 29.9231C40.2826 29.3136 40.625 28.487 40.625 27.625V6.5C40.625 5.63805 40.2826 4.8114 39.6731 4.2019C39.0636 3.59241 38.237 3.25 37.375 3.25Z\" stroke=\"#212121\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tUnterst\u00fctzung an 7 Tagen in der Woche\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\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 class=\"elementor-element elementor-element-14d304c4 e-con-full e-flex e-con e-child\" data-id=\"14d304c4\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9e1b381 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"9e1b381\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewBox=\"0 0 52 52\" fill=\"none\"><g clip-path=\"url(#clip0_80_4069)\"><path d=\"M13.0001 30.875V37.375L8.79785 41.5773\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M43.2023 41.5773L39 37.375V30.875\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M26 43.875V39\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M6.5 47.125C8.29493 47.125 9.75 45.6699 9.75 43.875C9.75 42.0801 8.29493 40.625 6.5 40.625C4.70507 40.625 3.25 42.0801 3.25 43.875C3.25 45.6699 4.70507 47.125 6.5 47.125Z\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M26 50.375C27.7949 50.375 29.25 48.9199 29.25 47.125C29.25 45.3301 27.7949 43.875 26 43.875C24.2051 43.875 22.75 45.3301 22.75 47.125C22.75 48.9199 24.2051 50.375 26 50.375Z\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M45.5 47.125C47.2949 47.125 48.75 45.6699 48.75 43.875C48.75 42.0801 47.2949 40.625 45.5 40.625C43.7051 40.625 42.25 42.0801 42.25 43.875C42.25 45.6699 43.7051 47.125 45.5 47.125Z\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M26 32.5C29.5899 32.5 32.5 29.5899 32.5 26C32.5 22.4101 29.5899 19.5 26 19.5C22.4101 19.5 19.5 22.4101 19.5 26C19.5 29.5899 22.4101 32.5 26 32.5Z\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M50.375 27.625V22.75L43.3778 21.8757C42.9391 20.0222 42.2044 18.2515 41.2019 16.6319L45.5341 11.063L40.937 6.46588L35.3681 10.7981C33.7485 9.79559 31.9778 9.06087 30.1243 8.62225L29.25 1.625H22.75L21.8757 8.62225C20.0222 9.06087 18.2515 9.79559 16.6319 10.7981L11.063 6.46588L6.46588 11.063L10.7981 16.6319C9.79559 18.2515 9.06087 20.0222 8.62225 21.8757L1.625 22.75V27.625\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/g><defs><clipPath id=\"clip0_80_4069\"><rect width=\"52\" height=\"52\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tOffene API\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\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<\/div>\n\t\t<div class=\"elementor-element elementor-element-2f9f9725 e-con-full e-flex e-con e-child\" data-id=\"2f9f9725\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-371cef33 e-con-full e-flex e-con e-child\" data-id=\"371cef33\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1beeda98 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"1beeda98\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewBox=\"0 0 52 52\" fill=\"none\"><path d=\"M4.875 8.125V43.875C4.875 47.6125 14.7875 50.375 26 50.375C37.2125 50.375 47.125 47.6125 47.125 43.875V8.125\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\"><\/path><path d=\"M47.125 8.125C47.125 11.8625 37.2125 14.625 26 14.625C14.7875 14.625 4.875 11.8625 4.875 8.125C4.875 4.3875 14.7875 1.625 26 1.625C37.2125 1.625 47.125 4.3875 47.125 8.125Z\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M47.125 26C47.125 29.7375 37.2125 32.5 26 32.5C14.7875 32.5 4.875 29.7375 4.875 26\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tServer und Daten in Frankreich\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\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 class=\"elementor-element elementor-element-3ea08faa e-con-full e-flex e-con e-child\" data-id=\"3ea08faa\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8de838c elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"8de838c\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewBox=\"0 0 52 52\" fill=\"none\"><path d=\"M27.625 42.25H8.125C4.53537 42.25 1.625 39.3396 1.625 35.75H27.625\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M6.5 29.25V6.5C6.5 4.70437 7.95437 3.25 9.75 3.25H42.25C44.0456 3.25 45.5 4.70437 45.5 6.5V22.75\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M24.375 9.75H27.625\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M50.375 39H34.125V50.375H50.375V39Z\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M37.375 39V34.125C37.375 31.4324 39.5574 29.25 42.25 29.25C44.9426 29.25 47.125 31.4324 47.125 34.125V39\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\t Sichere Archivierung\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\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 class=\"elementor-element elementor-element-5ea89761 e-con-full e-flex e-con e-child\" data-id=\"5ea89761\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-47a17930 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"47a17930\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewBox=\"0 0 52 52\" fill=\"none\"><path d=\"M16.25 29.25V45.5L22.3438 40.4723\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><path d=\"M48.75 3.25L16.25 29.25\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\"><\/path><path d=\"M3.25 19.5L48.75 3.25L40.625 47.125L3.25 19.5Z\" stroke=\"black\" stroke-width=\"2\" stroke-miterlimit=\"10\" stroke-linecap=\"square\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tOhne Verpflichtung\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\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<\/div>\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>Elektronische Unterschrift f\u00fcr die Ausbildung Schluss mit dem Herumrennen nach Konventionen, Vorschriften und anderen Dokumenten. Senden Sie Ihre Dokumente mit einem Klick an alle Ihre Lernenden zur Unterschrift. Anmelden Kontakt Automatisches Ausf\u00fcllen Sie m\u00fcssen die Daten nicht mehr manuell eingebenVerwenden Sie die in Edusign vorhandenen Daten.Erstellen Sie mit wenigen Klicks Dokumente f\u00fcr alle Ihre Lernenden. 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