[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"btz8hO-MXSFLpybqvfjYVBre4OvrEJO1wFySe3Zmv-s":3,"9_t0YFtO844PW3-iCfPxRTbw8yv0-2zzu2bChZFenjo":39,"BQPA5gVjlWE6zIgbl9wDuc9jCyEVZxJbJ3yKu2vIXo8":75,"tB8Zys_4cv33bt4SEAT068ApAbYK0l4_GyannB2Y7LQ":174,"_apollo:default":216},{"menu":4},{"__typename":5,"id":6,"name":7,"items":8},"Menu","footer","Fußzeile",[9,24,29,34],{"__typename":10,"id":11,"title":12,"description":13,"url":14,"langcode":15,"internal":20,"expanded":21,"attributes":22},"MenuItem","e2873307-b50a-4aab-b6b2-1950fd99c72e","Impressum",null,"/impressum",{"__typename":16,"id":17,"name":18,"direction":19},"Language","de","German","ltr",true,false,{"__typename":23,"class":13},"MenuItemAttributes",{"__typename":10,"id":25,"title":26,"description":13,"url":27,"langcode":15,"internal":20,"expanded":21,"attributes":28},"2cd9b7c9-142a-4ea3-b898-a0952c54a195","Datenschutz","/datenschutz",{"__typename":23,"class":13},{"__typename":10,"id":30,"title":31,"description":13,"url":32,"langcode":15,"internal":20,"expanded":21,"attributes":33},"a5effba3-5a8c-4125-8d78-0cdba09824db","AGB","/agb",{"__typename":23,"class":13},{"__typename":10,"id":35,"title":36,"description":13,"url":37,"langcode":15,"internal":21,"expanded":21,"attributes":38},"114bf071-bdbb-44cf-85c1-69e9d9e0777d","Newsletter","https://liechtenecker.at/newsletter-subscribe",{"__typename":23,"class":13},{"menu":40},{"__typename":5,"id":41,"name":42,"items":43},"nuxt-main-menu","Nuxt Hauptmenü",[44,50,55,60,65,70],{"__typename":10,"id":45,"title":46,"description":13,"url":47,"langcode":48,"internal":20,"expanded":21,"attributes":49},"9ffc5019-cbd8-4b2e-8eb7-9feae486d4a1","Blog","/know-how",{"__typename":16,"id":17,"name":18,"direction":19},{"__typename":23,"class":13},{"__typename":10,"id":51,"title":52,"description":13,"url":53,"langcode":48,"internal":20,"expanded":21,"attributes":54},"1c7a5430-8a42-4b24-9544-252adabc2f4c","Projekte","/projekte",{"__typename":23,"class":13},{"__typename":10,"id":56,"title":57,"description":13,"url":58,"langcode":48,"internal":20,"expanded":21,"attributes":59},"9c4feedc-79e4-4fbf-b68c-065f33ebfe4c","Sparring","/workshop-ux-sparring-fuer-unternehmen",{"__typename":23,"class":13},{"__typename":10,"id":61,"title":62,"description":13,"url":63,"langcode":48,"internal":20,"expanded":21,"attributes":64},"3b77a27b-272a-489f-843e-53e23ed07741","Trainings","/liechtenecker-ux-academy",{"__typename":23,"class":13},{"__typename":10,"id":66,"title":67,"description":13,"url":68,"langcode":48,"internal":20,"expanded":21,"attributes":69},"ce0bb82b-e1ee-4036-be95-f693a62e9f4a","Über uns","/about",{"__typename":23,"class":13},{"__typename":10,"id":71,"title":72,"description":13,"url":73,"langcode":48,"internal":20,"expanded":21,"attributes":74},"04a19381-81a9-4694-8653-182d8855d2b5","Kontakt","/kontakt",{"__typename":23,"class":13},{"route":76},{"__typename":77,"entity":78},"RouteInternal",{"__typename":79,"id":80,"title":81,"changed":82,"created":88,"langcode":91,"path":92,"promote":21,"status":20,"sticky":21,"metatag":93,"postCategory":113,"postContentElements":13,"evergreen":13,"tags":138,"postWpBody":152,"wpHeaderImage":13,"wpHeaderImageOld":155,"wpHeaderImageOldSmall":13,"wpOgImage":13,"wpPromotedTeaserImage":13,"wpShareDescription":13,"wpShareTitle":13,"wpTeaserText":13,"wpYoastHead":167,"author":168},"NodeWpPost","961","Say What – die bedeutendsten Zahlensysteme",{"__typename":83,"timestamp":84,"timezone":85,"offset":86,"time":87},"DateTime",1554798208,"UTC","+00:00","2019-04-09T08:23:28+00:00",{"__typename":83,"timestamp":89,"timezone":85,"offset":86,"time":90},1422639934,"2015-01-30T17:45:34+00:00",{"__typename":16,"id":17,"name":18,"direction":19},"/blog/say-what",[94,101,108],{"__typename":95,"tag":96,"attributes":97},"MetaTagValue","meta",{"__typename":98,"name":99,"content":100},"MetaTagValueAttributes","title","Say What – die bedeutendsten Zahlensysteme | Liechtenecker UX Design Studio",{"__typename":102,"tag":103,"attributes":104},"MetaTagLink","link",{"__typename":105,"href":106,"hreflang":13,"rel":107,"media":13,"sizes":13,"type":13},"MetaTagLinkAttributes","http://liechtenecker-cms.liechtenecker-cms.svc.cluster.local/blog/say-what","canonical",{"__typename":109,"tag":96,"attributes":110},"MetaTagProperty",{"__typename":111,"property":112,"content":81},"MetaTagPropertyAttributes","og:title",{"__typename":114,"id":115,"name":116,"path":117,"status":20,"weight":118,"description":119,"langcode":123,"changed":124,"metatag":127},"TermCategories","7","Technologie","/kategorie/technologie",0,{"__typename":120,"processed":121,"format":122},"Text","Development Themen sowie zukünftige Technologien, mit denen wir uns auseinandersetzen. ","wp_html",{"__typename":16,"id":17,"name":18,"direction":19},{"__typename":83,"timestamp":125,"timezone":85,"offset":86,"time":126},1713772777,"2024-04-22T07:59:37+00:00",[128,131,135],{"__typename":95,"tag":96,"attributes":129},{"__typename":98,"name":99,"content":130},"Technologie | Liechtenecker UX Design Studio",{"__typename":95,"tag":96,"attributes":132},{"__typename":98,"name":133,"content":134},"description","Development Themen sowie zukünftige Technologien, mit denen wir uns auseinandersetzen.",{"__typename":102,"tag":103,"attributes":136},{"__typename":105,"href":137,"hreflang":13,"rel":107,"media":13,"sizes":13,"type":13},"http://liechtenecker-cms.liechtenecker-cms.svc.cluster.local/kategorie/technologie",[139,144,148],{"__typename":140,"id":141,"name":142,"path":143,"weight":118},"TermTags","340","Development","/tag/development",{"__typename":140,"id":145,"name":146,"path":147,"weight":118},"1110","sayWhat","/tag/saywhat",{"__typename":140,"id":149,"name":150,"path":151,"weight":118},"1599","Zahlensysteme","/tag/zahlensysteme",{"__typename":153,"processed":154,"format":122,"summary":13},"TextSummary","\u003Cdiv class=\"grid-wrapper\">\n    \u003Cdiv class=\"row\">\n        \u003Cdiv class=\"default-left col-xsmall-12 col-medium-6 col-medium-offset-2 col-large-6 col-large-offset-3 \">\n            \n\u003Ca href=\"/sites/default/files/styles/full_width/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png?itok=mBrWUNnY\" data-rel=\"lightbox-gallery-P8xsgdqH\" data-rl_title data-rl_caption title class=\"js-image-link\">\u003Cdiv alt=\"zahlensysteme\" data-entity-type=\"media\" data-entity-uuid=\"1b58711c-4fe4-4733-8021-928592359268\" data-langcode=\"de\" class=\"embedded-entity\">\u003Cdiv>\n  \n  \n  \u003Cdiv>\n    \u003Cdiv class=\"visually-hidden\">Bild\u003C/div>\n              \u003Cdiv>    \u003Cpicture>\n                  \u003Csource srcset=\"/sites/default/files/styles/image_width_medium/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=Y9QySl5y 1x, /sites/default/files/styles/image_width_medium_x2/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=i5MontMG 2x\" media=\"all and (min-width: 1024px) and (max-width: 1439px)\" type=\"image/webp\" width=\"1000\" height=\"400\">\n              \u003Csource srcset=\"/sites/default/files/styles/image_width_small/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=opk2FZO3 1x, /sites/default/files/styles/image_width_small_x2/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=MioYgejS 2x\" media=\"all and (min-width: 745px) and (max-width: 1023px)\" type=\"image/webp\" width=\"1000\" height=\"400\">\n              \u003Csource srcset=\"/sites/default/files/styles/image_width_xsmall/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=vYiE68RE 1x, /sites/default/files/styles/image_width_xsmall_x2/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=8B62Qyeo 2x\" media=\"all and (min-width: 480px) and (max-width: 744px)\" type=\"image/webp\" width=\"745\" height=\"298\">\n              \u003Csource srcset=\"/sites/default/files/styles/image_width_xxsmall/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=Nd8rTaQS 1x, /sites/default/files/styles/image_width_xxsmall_x2/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=plAD-oWd 2x\" media=\"all and (max-width: 479px)\" type=\"image/webp\" width=\"480\" height=\"192\">\n              \u003Csource srcset=\"/sites/default/files/styles/image_width_large/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=arekHKv7 1x, /sites/default/files/styles/image_width_large_x2/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.webp?itok=vmXOXQtQ 2x\" type=\"image/webp\" width=\"1000\" height=\"400\">\n                  \u003Cimg loading=\"lazy\" width=\"1000\" height=\"400\" src=\"/sites/default/files/styles/image_width_large_x2/public/wp-migration/wordpress-media-image/2015/01/zahlensysteme-1.png.jpg?itok=vmXOXQtQ\" alt=\"zahlensysteme\" title=\"zahlensysteme\">\n\n  \u003C/picture>\n\n\u003C/div>\n          \u003C/div>\n\n\u003C/div>\n\u003C/div>\n\u003C/a>\u003Cp>\u003Cbr>\nIn der Computerwelt gibt es verschiedene Zahlensysteme – wofür diese gebraucht werden und welche die bedeutendsten sind erfahrt ihr nun hier in diesem Artikel unserer #SayWhat Serie.\u003Cbr>\n \u003Cbr>\n\u003Cb>Unser Dezimalsystem\u003C/b>\u003Cbr>\nMithilfe des Dezimalsystems, kann schön erkannt werden wie Zahlensysteme allgemein funktionieren und wo ihre Gemeinsamkeiten liegen. Also fangen wir an 🙂\u003Cbr>\nIhr könnt euch vielleicht noch aus der Schule daran erinnern, dass dieses System auch Zehnersystem genannt wird? Und der Grund dafür ist ganz einfach:\u003Cbr>\n\u003Cstrong>\u003Cstrong> \u003C/strong>\u003C/strong>\u003Cbr>\nAngenommen wir haben diese Zahl:\u003Cbr>\n4567\u003Cbr>\nDiese Zahl kann auch anders dargestellt werden:\u003Cbr>\n7 * 1 + 6 * 10 + 5 * 100 + 4 * 1000\u003Cbr>\nEs ist es in jedem Zahlensystem möglich eine Zahl in Summen zu zerlegen so wie gerade gezeigt. Eine andere Darstellungsweise ist diese:\u003Cbr>\n7 * 10^0 + 6 * 10^1 + 5 * 10^2 + 4 * 10^3\u003Cbr>\nWie ihr seht, haben wir hier immer die Zahl 10 die potenziert wird – in jedem Zahlensystem gibt es so eine Zahl – die sogenannte Basis. Außerdem ist es noch gut zu wissen, dass alle Zahlensysteme, wenn man sie in solch einer Schreibweise darstellen möchte, von rechts nach links gelesen und aufgeteilt werden (vom kleinsten Wert zum größten wie man im oberen Beispiel gut erkennen kann).\u003Cbr>\nWir lernen mit diesem System zu rechnen und fühlen uns hier sicher – eine ewig lange Folge von 0 und 1 sagt den meisten Menschen nichts – wenn diese Folge aber ins Dezimalsystem umgerechnet wird ist sie wieder lesbarer.\u003Cbr>\n\u003Cstrong>\u003Cstrong> \u003C/strong>\u003C/strong>\u003Cbr>\n\u003Cb>Das Dualsystem (Binärsystem)\u003C/b>\u003Cbr>\nMit diesem System arbeiten beispielsweise unsere Rechner außerdem haben sicher schon alle davon gehört. Das Dualsystem kennt nur 2 Werte: 0 und 1, und hat somit die Zahl 2 als Basis. Die binäre Zahlenfolge 11001 is auch so darstellbar:\u003Cbr>\n1 * 2^0 + 0 * 2^1 + 0 * 2^2 + 1 * 2^3 + 1 * 2^4 = 11001\u003Cbr>\nDen scharfsichtigen unter euch wird aufgefallen sein, dass die obige Zeile irgendwie keinen Sinn macht, weil 1 * 2^4 = 16 wie kann da dann 11001 rauskommen?\u003Cbr>\nDas kommt daher, da die obige Darstellungsweise rein die Leserlichkeit für den Menschen verbessert, weswegen hier natürlich mit dem Dezimalsystem gerechnet wird. Also wäre eigentlich richtig:\u003Cbr>\n1 * 2^0 + 0 * 2^1 + 0 * 2^2 + 1 * 2^3 + 1 * 2^4 = 25\u003Cbr>\nWenn man die  25 in binär umrechnet, dann erhält man aber eh wieder 11001.\u003Cbr>\nWie wir hoffentlich alle wissen sind 8 Bit 1 Byte und genaus diese 8 Bits entrsprechen 8 Stellen im Dualsystem. Der kleinste Wert der durch ein Byte dargestellt werden kann ist 0:\u003Cbr>\n00000000\u003Cbr>\nund der größte ist 255:\u003Cbr>\n11111111 = 1 * 2^0 + 1 * 2^1 + 1 * 2^2 + 1 * 2^3 + 1 * 2^4 + 1 * 2^5 + 1 * 2^6 + 1 * 2^7\u003Cbr>\nist gleich 1 + 2 + 4 + 8 + 16 + 32 + 64 + 128 = 255\u003Cbr>\nDas heißt ein Byte kann 256 verschiedene Werte annehmen: von 0 bis 255.\u003Cbr>\n\u003Cstrong>\u003Cstrong> \u003C/strong>\u003C/strong>\u003Cbr>\n\u003Cb>Hexadezimal System\u003C/b>\u003Cbr>\nDieses System ist dem Namen nach vielleicht nicht ganz so bekannt, aber ich bin mir sicher, dass die meisten schon mal eine Hexadezimalzahl gesehen haben.\u003Cbr>\nDie Basis dieses System ist 16 und wird in der Informatik verwendet, da man mit seiner Hilfe Binärzahlen komfortabler und kompakter darstellen kann.\u003Cbr>\nSo werden zum Beispiel 8 Stellen in Binär mit 2 Stellen in Hexadezimal dargestellt, was bedeutet, dass man mit 2 Hexadezimalzahlen 1 Byte darstellen kann (und ein Byte besteht eben aus 8 Bit = 8 Binärzahlen).\u003Cbr>\nIm Web werden Farben zumeinst als Hexadezimalzahl angezeigt:\u003Cbr>\n#FFFFFF = 111111111111111111111111  = Farbe weiß (RGB: 255, 255, 255)\u003Cbr>\nHier haben wir also 6 Hexadezimalzahlen -> 3 Byte (3 * 8 Bit oder 3 * 8 Binärzahlen)\u003Cbr>\nEs ist ein bisschen schwierig in Binär zu zählen, in Hex geht es ein bisschen einfacher, aber man muss trotzdem ziemlich umdenken:\u003Cbr>\n0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F, 10, 11, 12, 13 ,14 ,15 ,16 ,17, 18, 19, 1A\u003Cbr>\nWobei Hexadezimal 19 nicht gleich Dezimal 19 ist sondern 25\u003Cbr>\n\u003Cstrong>\u003Cstrong> \u003C/strong>\u003C/strong>\u003Cbr>\n\u003Cb>Oktalsystem\u003C/b>\u003Cbr>\nEin weiteres wichtiges Zahlensystem in der Informatik ist das Oktalsystem, das als Basis die Zahl 8 hat.\u003Cbr>\nHier wird so gezählt:\u003Cbr>\n0, 1, 2, 3, 4, 5, 6, 7, 10, 11, 12, 13, 14, 15, 16, 17, 20, 21, 22, 23, 24, 25, …\u003Cbr>\nDieses System ist recht nützlich, da sich damit 3 Bit mit einer Zahl darstellen lassen.\u003Cbr>\n7 is der größte Wert den eine einzelne Oktalzahl haben kann – die Binäre Version davon ist 111 -> das sind also 3 Bit, sowie der höchste Wert der mit 3 Bits erstellt werden kann.\u003Cbr>\n \u003Cbr>\n \u003Cbr>\nIhr seht also, das ganze ist recht einleuchtend wenn man mal die Grundlagen verstanden hat. Außerdem ist es was megawichtiges, da so vieles auf Zahlen basiert! Das Thema ist natürlich bei weitem noch nicht ausgeschöpft und wenn es jemanden interessiert, sollte er wirklich einfach seine Suchmaschine zum Thema anwerfen.\u003Cbr>\n \u003Cbr>\n \u003Cbr>\n \u003C/p>\n        \u003C/div>\n    \u003C/div>\n\u003C/div>\n\n\n",{"__typename":156,"id":157,"excludeFromScreenreader":13,"mediaImage":158,"name":163,"path":166,"status":20},"MediaImage","2064",{"__typename":159,"url":160,"width":161,"height":162,"alt":163,"title":163,"size":164,"mime":165},"Image","http://liechtenecker-cms.liechtenecker-cms.svc.cluster.local/sites/default/files/wp-migration/wordpress-media-image/2015/01/dev_21-1.jpg",1920,1280,"Liechtenecker Büro",133660,"image/jpeg","/media/2064/edit","\u003C!-- This site is optimized with the Yoast SEO plugin v15.7 - https://yoast.com/wordpress/plugins/seo/ -->\n\u003Cmeta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" />\n\u003Clink rel=\"canonical\" href=\"https://legacy.liechtenecker.dev/blog/say-what/\" />\n\u003Cmeta property=\"og:locale\" content=\"de_DE\" />\n\u003Cmeta property=\"og:type\" content=\"article\" />\n\u003Cmeta property=\"og:title\" content=\"Say What – die bedeutendsten Zahlensysteme - Liechtenecker\" />\n\u003Cmeta property=\"og:description\" content=\"In der Computerwelt gibt es verschiedene Zahlensysteme – wofür diese gebraucht werden und welche die bedeutendsten sind erfahrt ihr nun hier in diesem Artikel unserer #SayWhat Serie.   Unser Dezimalsystem Mithilfe des Dezimalsystems, kann schön erkannt werden wie Zahlensysteme allgemein funktionieren und wo ihre Gemeinsamkeiten liegen. Also fangen wir an 🙂 Ihr könnt euch vielleicht […]\" />\n\u003Cmeta property=\"og:url\" content=\"https://legacy.liechtenecker.dev/blog/say-what/\" />\n\u003Cmeta property=\"og:site_name\" content=\"Liechtenecker\" />\n\u003Cmeta property=\"article:published_time\" content=\"2015-01-30T18:45:34+00:00\" />\n\u003Cmeta property=\"article:modified_time\" content=\"2019-04-09T10:23:28+00:00\" />\n\u003Cmeta property=\"og:image\" content=\"https://legacy.liechtenecker.dev/wp-content/uploads/2015/01/zahlensysteme-1.png\" />\n\u003Cmeta name=\"twitter:card\" content=\"summary_large_image\" />\n\u003Cmeta name=\"twitter:label1\" content=\"Geschätzte Lesezeit\">\n\t\u003Cmeta name=\"twitter:data1\" content=\"3 Minuten\">\n\u003Cscript type=\"application/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https://schema.org\",\"@graph\":[{\"@type\":\"WebSite\",\"@id\":\"https://legacy.liechtenecker.dev/#website\",\"url\":\"https://legacy.liechtenecker.dev/\",\"name\":\"Liechtenecker\",\"description\":\"\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":\"https://legacy.liechtenecker.dev/?s={search_term_string}\",\"query-input\":\"required name=search_term_string\"}],\"inLanguage\":\"de-DE\"},{\"@type\":\"ImageObject\",\"@id\":\"https://legacy.liechtenecker.dev/blog/say-what/#primaryimage\",\"inLanguage\":\"de-DE\",\"url\":\"https://legacy.liechtenecker.dev/wp-content/uploads/2015/01/zahlensysteme-1.png\",\"width\":1000,\"height\":400,\"caption\":\"zahlensysteme\"},{\"@type\":\"WebPage\",\"@id\":\"https://legacy.liechtenecker.dev/blog/say-what/#webpage\",\"url\":\"https://legacy.liechtenecker.dev/blog/say-what/\",\"name\":\"Say What \\u2013 die bedeutendsten Zahlensysteme - Liechtenecker\",\"isPartOf\":{\"@id\":\"https://legacy.liechtenecker.dev/#website\"},\"primaryImageOfPage\":{\"@id\":\"https://legacy.liechtenecker.dev/blog/say-what/#primaryimage\"},\"datePublished\":\"2015-01-30T18:45:34+00:00\",\"dateModified\":\"2019-04-09T10:23:28+00:00\",\"author\":{\"@id\":\"https://legacy.liechtenecker.dev/#/schema/person/6b4f41c44e934653474ab67647eaa4e6\"},\"inLanguage\":\"de-DE\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https://legacy.liechtenecker.dev/blog/say-what/\"]}]},{\"@type\":\"Person\",\"@id\":\"https://legacy.liechtenecker.dev/#/schema/person/6b4f41c44e934653474ab67647eaa4e6\",\"name\":\"Sarah\",\"image\":{\"@type\":\"ImageObject\",\"@id\":\"https://legacy.liechtenecker.dev/#personlogo\",\"inLanguage\":\"de-DE\",\"url\":\"https://secure.gravatar.com/avatar/f370faa99da7a5e86b0afa364854663c?s=96&d=mm&r=g\",\"caption\":\"Sarah\"}}]}\u003C/script>\n\u003C!-- / Yoast SEO plugin. -->",{"__typename":169,"id":170,"myRole":171,"name":172,"nickname":173},"User","21","-","s-mischinger","Sarah",{"latestKnowhow":175},[176,191,204],{"__typename":79,"id":177,"title":178,"path":179,"wpTeaserText":180,"wpPromotedTeaserImage":13,"wpHeaderImage":181},"1619","Behind the scenes: Ein Barrierefreiheits-Audit","/blog/behind-scenes-ein-barrierefreiheits-audit","”Entspricht unsere Website den gesetzlichen Anforderungen und wenn nicht, was genau müssen wir ändern?”\r\nDiese Frage lieben wir. Echt! Und so sieht unsere Antwort aus.",{"__typename":156,"id":182,"excludeFromScreenreader":13,"mediaImage":183,"name":189,"path":190,"status":20},"3364",{"__typename":159,"url":184,"width":185,"height":186,"alt":187,"title":13,"size":188,"mime":165},"http://liechtenecker-cms.liechtenecker-cms.svc.cluster.local/sites/default/files/2026-04/Headerbilder%20Blogartikel%20Behind%20the%20scene%20Accessibility%20Audit.jpg",2880,1300,"Headline mit Sujet: Tastatur mit Symbolen für Barrierefreiheit im Fokus auf hellem  Hintergrund",838204,"Headerbilder Blogartikel Behind the scene Accessibility Audit.jpg","/media/3364/edit",{"__typename":79,"id":192,"title":193,"path":194,"wpTeaserText":195,"wpPromotedTeaserImage":13,"wpHeaderImage":196},"1616","Agentic KI trifft Design-System: Wie unser Presentation Maker entstand.","/blog/agentic-ki-trifft-design-system-wie-unser-presentation-maker-entstand","Nein, wir wollen euch jetzt nicht erzählen, was KI alles kann. 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