{"id":63790,"date":"2024-04-15T09:08:57","date_gmt":"2024-04-15T07:08:57","guid":{"rendered":"https:\/\/babyjourney.se\/?page_id=63790"},"modified":"2026-01-09T10:43:14","modified_gmt":"2026-01-09T09:43:14","slug":"laengdeberegner","status":"publish","type":"page","link":"https:\/\/webstaging.babyjourney.se\/dk\/langdkalkylator\/","title":{"rendered":"H\u00f8jdeberegner - Hvor h\u00f8jt bliver dit barn?"},"content":{"rendered":"<div>\n<p>    <!-- -->\n<\/div>\n<div>\n<style>\n   .uk-sticky {\n      background-color: #EAEEFB !important;\n   }\n    @media only screen and (max-width: 960px) {\n        .bj-download-app-desktop {\n            display: none;\n        }\n       .uk-sticky {\n            background-color: #FFFFFF !important;\n        }\n    }    \n        @media only screen and (min-width: 960px) {\n        #eye-color-seo-section {\n            background-color: #FFF9F4; !important;\n        }\n    }\n<\/style>\n<p><script>\ndocument.addEventListener(\"DOMContentLoaded\", () 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(\/figma)--&gt;\"><\/span><span>H\u00e4r kan du r\u00e4kna ut vad ditt barns estimerade l\u00e4ngd i vuxen \u00e5lder kommer att bli. <\/span><em>Se kalkylatorn som ett kul verktyg och inte som absolut fakta.<\/em><\/p>\n<\/div>\n<pre><code>    <section>      \n        <form class=\"length-calculator\">\n            <article class=\"length-calc-input-container\">\n                <label class=\"length-calc-label\" for=\"parent-A-length\">F\u00f6r\u00e4lder A (cm):<\/label>\n                <input id=\"parent-A-length\" class=\"length-calc-input\" type=\"number\" pattern=\"[0-9]*\" placeholder=\"0\" min=\"1\" max=\"250\" \/>\n                \n                <label class=\"length-calc-label\" for=\"parent-B-length\">F\u00f6r\u00e4lder B (cm):<\/label>\n                <input id=\"parent-B-length\" class=\"length-calc-input\" type=\"number\" pattern=\"[0-9]*\" placeholder=\"0\" min=\"1\" max=\"250\" \/>\n                \n                <label class=\"length-calc-label\" for=\"baby-gender\">Bebisens k\u00f6n:<\/label>\n                <select id=\"baby-gender\" class=\"length-calc-input length-calc-select\">\n                    <option class=\"gender-opt\" value=\"girl\">Flicka<\/option>\n                    <option class=\"gender-opt\" value=\"boy\">Pojke<\/option>\n                <\/select>\n            <\/article>\n\n            <button class=\"length-calc-btn\">Ber\u00e4kna<\/button>\n\n            <p class=\"length-calc-error-msg\" id=\"length-calc-error-msg\"><\/p>\n\n            <article class=\"length-calc-result-container length-calc-hidden\">\n                <label class=\"length-calc-label\" for=\"baby-length-result\">Barnets estimerade l\u00e4ngd (cm):<\/label>\n                <input id=\"baby-length-result\" class=\"length-calc-input\" type=\"number\" readonly \/>\n            <\/article>\n        <\/form>\n    <\/section>\n\n\t<\/code><\/pre>\n<h1><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiZGVOY3ZjU0FhaXVuN29kMzFpajVEdSIsInBhc3RlSUQiOjEwMTQyNjE0MCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)--&gt;\"><\/span>Ladda ner appen f\u00f6r <br \/>att f\u00f6lja din graviditet<br \/>vecka f\u00f6r vecka<\/h1>\n<div>\n<p>4.9\u00a0 <img decoding=\"async\" data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/uploads\/2021\/12\/rating_star.svg\" alt=\"star\" width=\"23\" height=\"22\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" style=\"--smush-placeholder-width: 23px; --smush-placeholder-aspect-ratio: 23\/22;\" \/><img decoding=\"async\" data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/uploads\/2021\/12\/rating_star.svg\" alt=\"star\" width=\"23\" height=\"22\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" style=\"--smush-placeholder-width: 23px; --smush-placeholder-aspect-ratio: 23\/22;\" \/><img decoding=\"async\" data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/uploads\/2021\/12\/rating_star.svg\" alt=\"star\" width=\"23\" height=\"22\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" style=\"--smush-placeholder-width: 23px; --smush-placeholder-aspect-ratio: 23\/22;\" \/><img decoding=\"async\" data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/uploads\/2021\/12\/rating_star.svg\" alt=\"star\" width=\"23\" height=\"22\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" style=\"--smush-placeholder-width: 23px; --smush-placeholder-aspect-ratio: 23\/22;\" \/><img decoding=\"async\" data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/uploads\/2021\/12\/rating_star.svg\" alt=\"star\" width=\"23\" height=\"22\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" style=\"--smush-placeholder-width: 23px; --smush-placeholder-aspect-ratio: 23\/22;\" \/><\/p>\n<\/div>\n<div>\n<div class=\"app-button-container uk-flex uk-flex-middle uk-flex-center\">\r\n    <div class=\"app-button-card-body uk-text-center\">\r\n        <div class=\"home-screen-download-appstore-googleplay-links-container uk-flex uk-flex-center uk-flex-middle\">\r\n            <a href=\"https:\/\/babyjourney.onelink.me\/i94N\/website\" class=\"open-modal\">\r\n                <img class=\"apple-app-store-image\" alt=\"Ladda ned p\u00e5 App Store\" \r\n                     data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/themes\/babyj-child-theme\/img\/app_store.svg\" uk-img \/>\r\n            <\/a>\r\n            <a href=\"https:\/\/babyjourney.onelink.me\/i94N\/website\" class=\"open-modal\">\r\n                <img class=\"google-app-store-image\" alt=\"Ladda ned p\u00e5 Google Play\" \r\n                     data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/themes\/babyj-child-theme\/img\/google_play.svg\" uk-img \/>\r\n            <\/a>\r\n        <\/div>\r\n        <div class=\"home-screen-download-appstore-googleplay-links-container--small-screens uk-flex uk-flex-center uk-flex-middle\">\r\n            <a href='https:\/\/babyjourney.onelink.me\/i94N\/website'>\r\n                <img class=\"apple-app-store-image\"alt='Ladda ned p\u00e5 App Store' \r\n                     data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/themes\/babyj-child-theme\/img\/app_store.svg\" uk-img \/>\r\n            <\/a>\r\n            <a href='https:\/\/babyjourney.onelink.me\/i94N\/website'>\r\n                <img class=\"google-app-store-image\" alt='Ladda ned p\u00e5 Google Play' \r\n                     data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/themes\/babyj-child-theme\/img\/google_play.svg\" uk-img \/>\r\n            <\/a>\r\n        <\/div>\r\n    <\/div>\r\n<\/div>\r\n\r\n\t\t\r\n\t    <!-- Modal (hidden by default) -->\r\n    <div id=\"qr-modal\" uk-modal=\"true\">\r\n        <div class=\"uk-modal-dialog uk-modal-body\">\r\n            <button class=\"uk-modal-close-default\" type=\"button\" uk-close><\/button>\r\n            <h2 class=\"uk-modal-title\">F\u00f6lj din graviditet vecka f\u00f6r vecka med Baby Journey!<\/h2>\r\n            <p>Skanna QR-koden med mobilkameran f\u00f6r att h\u00e4mta appen<\/p>\r\n            <img decoding=\"async\" data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/uploads\/2025\/01\/qr_qr_code.svg\" width=\"350px\" height=\"350px\" alt=\"QR-kod for nedladdning\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" style=\"--smush-placeholder-width: 350px; --smush-placeholder-aspect-ratio: 350\/350;\" \/>\r\n        <\/div>\r\n    <\/div>\r\n    \t\r\n    <\/div>\n<p><img decoding=\"async\" data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/uploads\/2024\/03\/bj-mobile-app-whole-v4-1.png\" alt=\"BJ app\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" style=\"--smush-placeholder-width: 2460px; --smush-placeholder-aspect-ratio: 2460\/4998;\"><br \/>\n<img decoding=\"async\" data-src=\"\/wp-content\/uploads\/2021\/12\/wave_up.svg\" alt=\"\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\"><\/p>\n<h1>Popul\u00e4ra artiklar just nu <a class=\"length-see-all-articles\" href=\"https:\/\/webstaging.babyjourney.se\/artiklar-och-guider\/#most-popular-articles?utm_source=trimesterzero&amp;utm_medium=link\">Se alla artiklar<\/a><\/h1>\n<div>\n<\/div>\n<p>\n    <a href=\"https:\/\/webstaging.babyjourney.se\/artiklar-och-guider\/#most-popular-articles?utm_source=trimesterzero&#038;utm_medium=link\">Se alla artiklar<\/a>\n<\/p>\n<div>\n<div>\n<h2><b>Hur l\u00e5ngt blir mitt barn<\/b>?<\/h2>\n<p><span>Det finns m\u00e5nga faktorer som kan p\u00e5verka hur l\u00e5ngt ett barn blir. Avg\u00f6rande faktorer inkluderar gener och n\u00e4r barnet n\u00e5r puberteten. B\u00e5de l\u00e4ngd, och i vilken \u00e5lder man g\u00e5r in i puberteten \u00e4r n\u00e5got som p\u00e5verkas mycket av \u00e4rftliga gener fr\u00e5n barnets f\u00f6r\u00e4ldrar. Sj\u00e4lvklart finns det undantag, d\u00e4r barn inte allt v\u00e4xer p\u00e5 samma s\u00e4tt som sina f\u00f6r\u00e4ldrar.<\/span><\/p>\n<p><span>N\u00e4r man kommer in i puberteten v\u00e4xer man ofta snabbt. Sedan avtar det ju l\u00e4ngre in i puberteten man befinner sig. D\u00e4rf\u00f6r kan barn bli lite l\u00e4ngre om det g\u00e5r in i puberteten sent. Enligt 1177 n\u00e5r flickor vanligtvis puberteten n\u00e5gon g\u00e5ng mellan \u00e5ldrarna 8-13, medan pojkar n\u00e5r puberteten runt 11-14 \u00e5r. Vanligtvis varar puberteten mellan 4-6 \u00e5r.<\/span><\/p>\n<h2><b>Tillv\u00e4xtkurva<\/b><\/h2>\n<p><span>P\u00e5 barnav\u00e5rdscentralen (BVC) och elevh\u00e4lsan dokumenteras barnets vikt och l\u00e4ngd p\u00e5 en tillv\u00e4xtkurva. Tillv\u00e4xtkurvorna \u00e4r grafer och anv\u00e4nds f\u00f6r att ge en \u00f6verblick \u00f6ver hur barnet bland annat m\u00e5r och om det f\u00e5r i sig tillr\u00e4cklig n\u00e4ring. Om en tillv\u00e4xtkurva avviker kraftigt kan det indikera att barnet beh\u00f6ver unders\u00f6kas och utredas av kvalificerad personal.<\/span><\/p>\n<h2><b>R\u00e4kna ut l\u00e4ngden<\/b><\/h2>\n<p><span>Med hj\u00e4lp av ovanst\u00e5ende kalkylator kan du ber\u00e4kna hur l\u00e5ngt ditt barn kan f\u00f6rv\u00e4ntas att bli. Kalkylatorn utg\u00e5r fr\u00e5n medell\u00e4ngden av b\u00e5da f\u00f6r\u00e4ldrarna, och beroende p\u00e5 om barnet \u00e4r en flicka eller pojke adderas eller subtraheras v\u00e4rdet &#8221;6.5&#8221;. Kalkylatorn avrundar till n\u00e4rmaste halva eller hela tal.<\/span><\/p>\n<p><i><span>Denna ber\u00e4kningsformel har anv\u00e4nts under m\u00e5nga \u00e5r, men den kan inte garantera exakt hur l\u00e5ng barnet kommer att bli. Det finns m\u00e5nga faktorer som p\u00e5verkar barnets l\u00e4ngd. Anv\u00e4nd kalkylatorn ovan som ett roligt verktyg f\u00f6r att f\u00e5 en uppskattning!<\/span><\/i><\/p>\n<\/div>\n<\/div>\n<div>\n<p class=\"eg-count-girl-length\"><strong>R\u00e4kneexempel (Flicka):\u00a0<\/strong><\/p>\n<p><span style=\"font-weight: 400;\">F\u00f6r\u00e4lder A: 163 cm<br \/>F\u00f6r\u00e4lder B: 192 cm<br \/><\/span><\/p>\n<p class=\"eg-calc-girl\"><span style=\"font-weight: 400;\">Ber\u00e4kning: <br \/>(163 cm + 192 cm) \/ 2 = 177,5 cm<br \/><\/span><span style=\"font-weight: 400;\">177,5 cm &#8211; 6.5 = 171 cm<\/span><\/p>\n<\/p>\n<p class=\"eg-count-boy-length\"><b>R\u00e4kneexempel (Pojke):\u00a0<\/b><\/p>\n<p><span style=\"font-weight: 400;\">F\u00f6r\u00e4lder A: 163 cm<br \/>F\u00f6r\u00e4lder B: 192 cm<br \/><\/span><\/p>\n<p class=\"eg-calc-boy\"><span style=\"font-weight: 400;\">Ber\u00e4kning: <br \/>(163 cm + 192 cm) \/ 2 = 177,5 cm<br \/><\/span><span style=\"font-weight: 400;\">177,5 cm + 6,5 = 184 cm<\/span><\/p>\n<\/div>\n<div>\n<p class=\"eg-count-girl-length\"><strong>R\u00e4kneexempel (Flicka):\u00a0<\/strong><\/p>\n<p><span style=\"font-weight: 400;\">F\u00f6r\u00e4lder A: 163 cm<br \/>F\u00f6r\u00e4lder B: 192 cm<br \/><\/span><\/p>\n<p class=\"eg-calc-girl\"><span style=\"font-weight: 400;\">Ber\u00e4kning: <br \/>(163 cm + 192 cm) \/ 2 = 177,5 cm<br \/><\/span><span style=\"font-weight: 400;\">177,5 cm &#8211; 6.5 = 171 cm<\/span><\/p>\n<\/div>\n<div>\n<p class=\"eg-count-boy-length\"><b>R\u00e4kneexempel (Pojke):\u00a0<\/b><\/p>\n<p><span style=\"font-weight: 400;\">F\u00f6r\u00e4lder A: 163 cm<br \/>F\u00f6r\u00e4lder B: 192 cm<br \/><\/span><\/p>\n<p class=\"eg-calc-boy\"><span style=\"font-weight: 400;\">Ber\u00e4kning: <br \/>(163 cm + 192 cm) \/ 2 = 177,5 cm<br \/><\/span><span style=\"font-weight: 400;\">177,5 cm + 6,5 = 184 cm<\/span><\/p>\n<\/div>\n<div>\n<p><strong>R\u00e4kna ut ur l\u00e5ng ditt barn blir med v\u00e5r l\u00e4ngdkalkylator!<\/strong><\/p>\n<p><span style=\"font-weight: 400;\">&#8221;Hur l\u00e5ng blir mitt barn&#8221; kan besvaras med hj\u00e4lp av v\u00e5r ovanst\u00e5ende l\u00e4ngdkalkylator. F\u00f6ljdfr\u00e5gor fr\u00e5n f\u00f6r\u00e4ldrar brukar vara &#8221;N\u00e4r slutar man v\u00e4xa&#8221; och &#8221;Hur l\u00e4nge v\u00e4xer man&#8221;. Alla barn v\u00e4xer olika mycket, och l\u00e4ngden kan p\u00e5verkas av m\u00e5nga olika faktorer. En av dessa faktorer \u00e4r n\u00e4r barnet genomg\u00e5r puberteten. M\u00e5nga v\u00e4xer mest i b\u00f6rjan av puberteten, men tillv\u00e4xten avtar mot slutet och kan forts\u00e4tta n\u00e5gra centimeter efter puberteten. Puberteten \u00e4r dock bara en av flera faktorer som kan p\u00e5verka barnets l\u00e4ngd. Enligt Statistikmyndigheten \u00e4r medell\u00e4ngden i Sverige f\u00f6r kvinnor cirka 166 cm och cirka 180 cm f\u00f6r m\u00e4n. Anv\u00e4nd v\u00e5r kalkylator som ett roligt verktyg f\u00f6r att f\u00e5 en uppskattning av ditt barns framtida l\u00e4ngd. Varf\u00f6r inte r\u00e4kna ut hur l\u00e5ng du blir enligt kalkylatorn och se om det st\u00e4mmer \u00f6verens med din aktuella l\u00e4ngd?<\/span><\/p>\n<\/div>\n<p><!--more--><br \/>\n<!-- {\"name\":\"Length calculator page\",\"type\":\"layout\",\"children\":[{\"type\":\"section\",\"props\":{\"style\":\"default\",\"width\":\"default\",\"vertical_align\":\"middle\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"title_breakpoint\":\"xl\",\"image_position\":\"center-center\",\"padding\":\"none\",\"header_transparent\":\"dark\",\"class\":\"uk-visible@m\",\"overlap\":false},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\"},\"children\":[{\"type\":\"html\",\"props\":{\"content\":\"<!-- -->&#8221;},&#8221;name&#8221;:&#8221; For header sticky on scroll up to work&#8221;},{&#8221;type&#8221;:&#8221;html&#8221;,&#8221;props&#8221;:{&#8221;content&#8221;:&#8221;<\/p>\n<style>\\n   .uk-sticky {\\n      background-color: #EAEEFB !important;\\n   }\\n    @media only screen and (max-width: 960px) {\\n        .bj-download-app-desktop {\\n            display: none;\\n        }\\n       .uk-sticky {\\n            background-color: #FFFFFF !important;\\n        }\\n    }    \\n        @media only screen and (min-width: 960px) {\\n        #eye-color-seo-section {\\n            background-color: #FFF9F4; !important;\\n        }\\n    }\\n<\\\/style>\\n\\n<script>\\ndocument.addEventListener(\\\"DOMContentLoaded\\\", () => {\\n  const gtagLengthArticlesCarousel = document.querySelector(\\\"#length-articles-carousel\\\");\\n  if (gtagLengthArticlesCarousel) {\\n    gtagLengthArticlesCarousel.addEventListener('click', () => {\\n      gtag('event', 'click_element', {\\n        'event_category': 'Length calculator articles',\\n        'link_url': window.location.href\\n      });\\n    });\\n  } else {\\n    console.error('Element #length-articles-carousel not found.');\\n  }\\n})\\n<\\\/script>\\n\\n\"},\"name\":\"\"}]}]}],\"name\":\"Top section (above hero) if not using transparent header\"},{\"type\":\"section\",\"props\":{\"style\":\"primary\",\"width\":\"default\",\"vertical_align\":\"middle\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"title_breakpoint\":\"xl\",\"image_position\":\"center-center\",\"preserve_color\":true,\"css\":\".el-section {\\n\\tpadding: 100px 0 0 0;\\n}\\n\\n.page-id-64597.uk-sticky>.uk-navbar-container:not(.uk-navbar-transparent) { \\t\\n    background-color: #FFFFFF !important;\\n}\\n\\n@media screen and (min-width: 960px) {\\n    .el-section {\\n    \\tdisplay: none;\\n    }\\n}\",\"padding_remove_top\":false,\"class\":\"uk-position-relative\"},\"children\":[{\"type\":\"row\",\"props\":{\"layout\":\"1-2,1-2\",\"match\":true},\"children\":[{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\",\"width_medium\":\"1-2\",\"order_first\":\"xs\",\"vertical_align\":\"middle\",\"width_default\":\"1-2\",\"width_small\":\"1-2\"},\"children\":[{\"type\":\"headline\",\"props\":{\"title_element\":\"h1\",\"css\":\".el-element{\\n    font-family: 'canela-2' !important;\\n    font-weight: 700 !important;\\n    font-size: 22px!important;\\n    word-break: break-word;\\n}\\n\\n@media screen and (min-width: 550px) {\\n    .el-element {\\n        font-size: 28px !important;\\n    }\\n}\",\"content\":\"<span data-metadata=\\\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiZGVOY3ZjU0FhaXVuN29kMzFpajVEdSIsInBhc3RlSUQiOjEwMTQyNjE0MCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\\\/figmeta)--&gt;\\\"><\\\/span>F\\u00f6lj din graviditet vecka f\\u00f6r vecka\",\"title_color\":\"primary\",\"margin_remove_bottom\":true,\"text_align\":\"center\"}},{\"type\":\"text\",\"props\":{\"margin\":\"default\",\"column_breakpoint\":\"m\",\"content\":\"<\/p>\n<p>Allt inneh\\u00e5ll \\u00e4r helt gratis!<\\\/p>\",\"text_align\":\"center\"}},{\"type\":\"text\",\"props\":{\"margin\":\"default\",\"column_breakpoint\":\"m\",\"content\":\"<\/p>\n<p>4.9<\\\/p>\\n<\/p>\n<div class=\\\"banner-star-ratings-container\\\"><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" \\\/><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" \\\/><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" \\\/><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" \\\/><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" \\\/><\\\/div>\",\"css\":\".el-element {\\n\\tfont-size: 35px !important;\\n    font-family: 'canela-2' !important;\\n    font-weight: bold !important;\\n    display: flex;\\n    flex-direction: column;\\n    margin: 0 !important;\\n}\\n\\n.el-element > p {\\n\\tmargin: 0;\\n}\\n\\n.banner-star-ratings-container {\\n\\tdisplay: flex;\\n    justify-content: center;\\n}\\n\\n@media screen and (min-width: 550px) {\\n    .el-element {\\n        font-size: 42px !important;\\n    }\\n    .banner-star-ratings-container{\\n\\t\\tgap: 7px;\\n    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q4GcNr8hcb8dc2d9h91AewGqEOXHhCWPPc0vZpKSF2JnUKEQTWLXyhqtdtkjSbUsA5aaNUxz2E5CsSmod6L5Io7u\\\/gARdMfD851EdAjD47zFYXZfWiM4PxVhoYHUCQ+O2ay8l5nzscyApDa4\\\/6T93X4cqQXlmYwF3rmPn5C8khopP1e0CE+eiQyOoOCkFvSUsVWBoqQW9NRh3LJnXVFjVsBb9Dyf7\\\/FGmZqa8b7RU8\\\/NA53uqjd5+mfd7vx7xiUpSRBF4hrv0Op\\\/W5+H7WtR3eqyloNoGIeTnZnblkOpgo23au4zJmMrSsfarwNbG45GCc7PU7Y+cQL5RSDNc\\\/ZwK6lsUEnd1ywHHaSh\\\/kVz6W2KlbnB\\\/l7ijZH\\\/VY1MLuGKPc9joeeqMr\\\/uuR4X3jKtxC5xijZTUj\\\/hH\\\/LY3utNns2JNjxg9aJQ08jYPeODCP2\\\/Zis9V59MxqMhV0WjC0m\\\/n8K\\\/2iU2iQ1yUkCe93EZ4MA5YZiK1yUVqRwM+JcTsDsbpBVvTCtMSCCr+JWkQo4HGfhNCTjHDycVywb1v61jAxwAFBQCXOpDdhoMzCImNX+aqxGGBfbhHMwyJdA\\\/y0GFI4F9JHeObPUxaLH6Ka1\\\/X1+Sw9UUFS4fQGlCVrCNeiqt\\\/h62k2LL7llEInA\\\/mxJ5i9Vrff3lRAOMg5upwMe1eg7UDHR+Xf0rcmmDfKDq+\\\/MVmc78gAWnRj+ngZ\\\/Q6pUuwjavvi\\\/VB0k0Cur5Tl7PtSNbSPdBqj+XBLwQkxiIj7stp2ZX+SmzqH\\\/Md0hm7v9KDlCWNVv9CcRYvo2R\\\/nVCLEod6hX1SW1vT8vzjb6RURFJV6KdWD3X1y\\\/CAc+BkW+svu7pH\\\/PcqEUKb9Hq+7KitSUyP+zYTpgClwjXv+YCC9OSxMTaUczxMRjLxMgx4EVJCI2IjW1oBvgT86xhzLg5EgcjVv\\\/i6RcT5iEeWppGqwdbjtCvp4G1UKJzjFl\\\/Tc+BCNh9SuuvG9ueuAyTpGCHsJ80qMn2rorq9729bEt7h0fnubulq5O8bVxlF+ifmfb3d2UjwBdaVtccAlnEkyk0eba6rK49DLOop2asxdKIwed+4fU49bBLgG2DTlqzycqRiyj1ePXwi4AWuSvwMruaukY9Isnbqk0p5m6+rlOPnIdYtNP4M8ll31g9LivZ6u8RCTXY77h7\\\/5Ykb6u+15ATJXmVVo9PCrbuPqdJHQdVr9bq3xvJE3cY9seEj\\\/b2JuOaxKRwPCX28m\\\/mavGozs8O+hx+M4znsgpTlMqQpRvJOFhheawfzGPZzVXklUd5Xh4FqySvEgD\\\/UB4c4oqwBO+NphOqnp+vahzYB8f2sfNU\\\/fAlKp0OqBlR94truREzbpA6p34kX12Wx8jn1QvzsHTfe476Uc0mjxlLiI\\\/VL1nM1E58EIw+47E3szeoBzxxjCi3OOYjT0NIqz9PwDXkQ\\\/kvOAafrzH1EpP6O7ZPwx1rzvlln5kHGT\\\/mXZ76B09mqcuWXTPRr4SPRfUnWmrYIEfDbTbhQ7Uv9meTM4Q8Bs1xs7OGw4scY2ZF\\\/6lOKrhWnKv5sE6vxdUDvvo7LaZEqL3fVx\\\/LFEtAMeZdP9+wtjocDLNuf8bAOvZ+X0BPV69EEPFGf9Du1DrUIYrXe9Hh++Mf8WN7xePe4mygGcj6hbmnPQsua7X\\\/aVwZnDU2bdHmLPg7sldBSy5rK55Oy\\\/QqYDkt2MrvjLFPhBxWJLWg7yI4mj4ZOpoWbOUzB7CHQURPxmpZH8sVLUJpj\\\/MAvF0mqQVVJFuNmzaQSt0VcwCLtCYwY0bf7qnfzfkLTTsWhnXlRUDbdB2bw8EwjWxdlS9blI3YeDPutc6yuiFftigNCzJmUD1M3ZQrWoS7LIRVpB6hbk4LtrJty+bnvI9SD81KtjrcwcXJPJ\\\/HZEVbf69tYEGC8dg8wOJ8d2R8rFh9WutvdXlb08sEU3ah3NsOgSzijvS7Hk32IrlH\\\/IbWt+cBFueM7TkBCtYd8yCLtytPHVjnqOVkvxbtYFYzqSPil+k8QlsEfQjj5RnG6mQ2m+xdgspPHsa5FKGfypCymqFsqfsoO0sZnfvpwzidCb4EtRnKK0wQBKeb1RuzSTBqxG9W2s\\\/I0aG0dSig\\\/zxvayJeDePbMB4KsF9wMMttCn6tA8sQU+AvOqAZUwp9nYMyuZwXUHRZMm9wQLqySsuwf9nBbFcp+I0OLF2lwF9xQNNVCn2Tg4Zmfi0Y+5sXyq96u2xx1oVIZTJTN6sbLwW3qtGK5eegYmTUqmIPcAVb+WxTlnGxQ8DD2XzZoowMqNUfyF4Dyl6+bFHoEFCZmcD0mEWq1tR5Azx5YH9eu6EumLKtrXA7boobKduOIB38ua3CmBvvJ6v4qK0gFIM\\\/eFL9hS1aF4byx2y5xXaInxAOnyOtTqp\\\/nAOb\\\/qsEj2JY+rytyjNuqyrq37uq3eFo4JquTyfy868v2BrHlplCoP9hDmqVAPAXLdiQMfTDaLSDcL5k4cmGTxNVUz\\\/OYQ1gG3d2Gkf3ytSfZ9J\\\/woLN730b6g9syfHsZoqe3uftDccMOlLvLqg\\\/lE0+Kbx\\\/roXhAh3haDNTLfVXXMyHY3R7vb\\\/HWupPZYF9wkOB3DWyHLeNl\\\/9jsiDtjW4odxtpxYuzilX6OZPZOUzfj+uMlPElPqPVz+ZgHVpxPf2qHKiS3VT\\\/nCZayfgM1t14lhlWC28hmp6LQnONo7T6TU4hhCSN72Lw20RTMpD8bHlF\\\/VbGK0FBuZb+vFbv1CyW5Fa3Q5XqqN\\\/JdSWxqcmBzPK785j1PgX+MzbpdzWFpCY3gvdIkIh7IFNml2VqR325q3xvroPQvNgNUbJZybzyFSPzZxmr1Yx0rN7m689mVWYqkJCJTKp3++p\\\/aHu1Y1zxF3n6Q64soU+8IXv\\\/82JP\\\/00iGwkuQEO93OMWNIUFHPiB\\\/NcMUmOkJi6gXuWpf87gpjVbL\\\/vwf8ugtLewr2awMlrHZBlW2Vc9\\\/b+yOnHJ0guSV3rqf+eqGKZ6taf+m9dPo9gxhln\\\/F28P9cBtFAcxxirr5\\\/rEAg593emo+i\\\/aQLvoizMWy+q\\\/My\\\/m2HKJp2tv14S9HrR6k8UJB+olnvqoN2YRHHpQ9zatvgLzg4jr0u2zNTa5A\\\/xL9Spf\\\/ZA3wqdFcc8No\\\/sN7od8roAMc85VxQPWyNe54GUEJkNLd6Of43p5EE1aqNAWS43omHqzrO69fUPug776d0lbuomJKcqS+2JB\\\/ZN3vwlgy3s+Dv0IMVIf8NTLcuCy\\\/VjIItNugRUrgfBgazaNkm+JvN9TP+nqy\\\/1tTk0lCMbMknqLx5Tamup4\\\/2CW3qy+xFc\\\/7ypkm+cekYX4GgfZmJzDihm1ep+n\\\/i3W6LSBh9j+syJ3Rv1LiEgWCGJwbHDhb9FMc1C+4MjVo1l\\\/IKJ4qa9e4GDBOZEhJxH9Iw7SwrNgd7lQj8YH1uC\\\/0tc\\\/6ioN86I9DebQaNArfPUy3yhBe3J\\\/YrJj9UkP79iAMXYHe+O5mt+0NTSwKoej6BGTMECLflq2MQP+LYKVboFjz+T8wcTvDM1LCJml\\\/3pRfYslx2lrnzNjgvTPXiw14X6EMZ82JqJKK+qHffMiDTv9Ia3+p0XpCMQ0+7BW\\\/ysHI87FHqte4M5A0d4+ITAJOrq7kR\\\/1B0MJe+zRPSKtDjD+\\\/5FrDTnxtSeTGcUvumIiC1p9iYtr06pmauRRgZHqP3vqy0mVI2g2vK966j8ncNuk1T+IMbJf89RX0I8Wq6kylHUgE\\\/8NKxtO9cH4YG8Na4E2qlf76n9ag0yFDDWpeI2vfpCIGTshin7EZKwL84y++RbLmEUO1eNZyVavynKzO1uQhsNOXAS0yOXIRIuZRLN6m\\\/ZxyuUXQy16EGNBqxi7qXnOi3G6bh5i0Wp7Q8ZTG5KAcj2JK9nq+gyV7aAkZ9kNQHhIvmxRmlssv7mvFz1GPeowzKLezbJCw\\\/LeJF7moy+GWvR7iDEMiP2bz\\\/3Qn3qiesIhkEV8lhVCSGwDWMw+or9tHmTx0DuCYGYSYnFjnqaeOA+xaFsjoyAS2Y7V17T+9lzZYmzbh9qiAwTh1S1Z0dYPdlAzND8+S5TJzCFTFV8EtMjYQdP3ZI050IqdJy1ahHN2LKtI3epF0h7s+yV6yaL8utYv0kjO6KZoAXUv0bFxY7KvJNyrfoFNRI5G4R5LaxfRMKmvdXjETGICFlvqDdr22BHhxOHmumQg+GsOkYlinraJ6YbG5n8P29N2BoN7iPwG95\\\/c1BondRqNk8W1wkZoqaSm\\\/PmeepfuuzcuL\\\/DUHyTbpI0GC7hmZmDTbZJF9T49pi0BOYpm3X9Fqz80sd7RoYd9X9Dq\\\/UmFeCti7RIEuPyjpC6TblWkyEgE4YtafeBijFL2fO7LWv2xQUA5jEG7T\\\/2lkUUfx2bKBZPI0d2ayQGsNMaJlQmQLflT1l8vQ5MukZvMx0n1txkBuaISCg9C4NP6bHSBSN2ZM0j2vT5u8LkJ7mcge1Nrd0ooF3n\\\/gxZOZTclirO7Gu1MpripBAJlgPfp\\\/+iuMmp4EbF6oaf\\\/k54x3RLYE8mr1\\\/nqPzMhMLrb5KKDdQqjOC4T7CJRTvIw8sM4IfEsOze8kCDYVjQwBD7g49UQs9ytRxhgA3pNQb3UQymYZ5ll2HOaxJbz0148ZI\\\/geJdcGLT642gkw321199mJCZQttGp12R5vKeAjyCRuzYWR723oH4th1RzTx\\\/e6p0TFCCm+7cW1NtSSBmrc7DHyMT33ud+TP1GWidH2tULIR4ANR\\\/1uMxIagRGJY5zQb8zD2VT\\\/IBWv52C2hERBXTZKOPrCkQ9kxphxVxrxertBfU7KbzDLI8bmAoY\\\/3QKDbcn+2C+s6D\\\/nq2GLfkCKnJefdxTn\\\/fMw4bQ3Bix6NXzuYx2byHf5qkf97fQMaZlM6EEkwNh8n94h2oAf7nARQ8XSaxPazOC82wsA6llAn7Qn2I2EvRTqPuKep4vNnmysxMygwexSOqTBfUfPFigXbLUBPxZT\\\/2RAycelYC\\\/4DHte0N2ZkG0VNQDBfXH8JG7mab7D3poEBs63udbPfUnyIHjIG7XDs6E+kBB\\\/SV3\\\/KKnaJNRacbzgEZE22KD2jaunRnDDxVwqaYWap2EFfU33mCyTYidSHqe9gcL6m+hzYUQk5B\\\/7xHjKevPWm+nBNlz1ufh3s4K53NGNUuz2XS4RVgpVh8rqH80ozDzaYbyqYL6T\\\/jXe7hd6Qc6fgCHJQG5D3I8V6v\\\/jkTQJy7FYnpiHhV3Dv4g2ukfjGZzFYz8PlzkaR7G\\\/81eqN7j4ci2L1nlebPhjAGvKJY8Zjq92vQ2GWF2RPD8PpvmPkVY0HsMqF+byFdrlMfJxkyWXxeoCAUCalke8ir+1yp1Q3neoTvNdXkTIvBeAvTq9ltkfrfhcgWHJsVeCi2aj2WvNdun7RuWBVNeLZVPOcCiAZgXgUu4xDjgxqe3RwJvgUklAjTEYSKwqHVsLGsGyP\\\/6Fh9yLcVGToysACzMNbHQ4jBu2ma2vGD7rbitbO684zG5WCjO7vIeA3NvNgCyXu5JpKyN7IciH\\\/S0nq8MqLkAqbNG07IHmsnyrLj1ldH4MDQO1QZUQcQfY1Ls+wf4OZfDEWOZGiGL8RFP+ZtzEPXIejWURz7IWx1+kafl28TrbfmWd\\\/YwzsuA1UbFPnHzk7d9yQO7gn0el7UqWoB7Tpc8vZfPZOeg9t3a4jwwebO2NA9OH7ctb1bD6mpNlMu+G6yUOvLOaSV5aHg0ffZ3LP0es3RlmOgdHvPxeRzT+0VIJzIky8elaV12EdqlyV2+2mxXAEiHqQivcEDXMoVf6eCmxxR6lYPaDlLw1eZTeo1OT76nFLQ71UD6u8aKstzsynva3CxdW69mLzuvk+ebSeF6qUkFeYNUpaWHmAeO6TvMG00xee94kykZNjrVZkO6vzl7KPlQU+vebD6sdvhV5iPkoVrW0aMS3ZUNPN3ds1XysdwqyaME1LNU0sUAlOXLPpquF8EGdJ\\\/yyuTsDk3DHO1PQHuuLqBCiLKqZzhme+pdBaHnlnJHqHLaZzPibJ\\\/fSzOSn4Lkg+IFIAn54QCusmfLF5EWNw70HNnPXETW4QQgZCRjgJhJr2S29ZbrADSVkfocpC6qD6jMyOy7CuHMolZn0Z5xYZTnHgqq1Zr9zrwjlvchss6+mHaWqw+ozDoTIAGEpKcEj31h3Ddel31I+3kwODFjwxvMmJlXf0bQljM0u\\\/aXPVU4RzzEFL7iqeLeQcxeLaV\\\/8tSCJd1J0T09k3wtGp\\\/hmgEbaxE2EwoenvsMX5SNIKutpyTZMCZ4KRVhLoapWQdq9RhUr5IPaqRxEJGafUbZsV\\\/M0w4vHxTRyU805uTvEC1BFyURchBR95iVjwrnXua0ox3lFcfIyG4GsI9LAq+sg+dM9raG0VrfflmgYcXrb+ebN9KG30Ck+d8HFMuXxlOFzFirvLHW8jukdrXCftILzV826MEGzFcbG0G7inWp1mrWptgKf66H7ImR8grJENxifJ5vdsFNU2BL9EfRmf72Bbe7d6LslUphjmZFhLNshTy2wye2hKz7I0sLwodfJxb2zRy55lVpW5zJpD7fVwt5AS3uT+XlG2coQysmyKaW8lwuz\\\/FiwZ4vwRmbx3bNYN0WXqXtT3ZsCWWfa9wRBuRXbuarW0bsJDr5jRkiZjtolIOe\\\/PALwHzr1iFG0WeWq5w8THFF66E77MkPKB30hb72qjnwPBFozISnF\\\/lKTsHI7ZsgdwRTefKSmGVhvA0Fv\\\/iU8vl34Vdbdy2QozOOhv2uqvtAqzI\\\/wCPVMuxeUEGV7G8xvFKHTXAjqKBVoMjnZsOe\\\/YMnUo1H02WLlJ66ebh7+G2CwmkYRPnuU7ss2W6jXOoEZO1badnAKHi2WWaw5n6hY\\\/ObRAZQIwNyseeG1Tv\\\/tCnJdBBwS8PUVjSLpbJsrHSiwkB8s46Z1mx+K2z9Thy+AfbCoIZjYmqdl06uCKsiKef95jvjkpKT12QqUQT03MPLNhlYn6GReLZk3RCNZDqopqx6y6GHE7EeiNvTwE10n1hX7Wo5\\\/dMkbgrzfcoAWX\\\/7DuQkke9vCIbp4OUsxOG24adgOeMs4OtibNiOBk0Do5Yl2LGPjFg\\\/i7voGcAlTBwbJffSkz22S6ZTy+rDe5i7r1GXde5pBWG5XTUfxVPllky4dt+K88qhmFf\\\/ZGmzlOIUJNJBWjwZmvlZMF7zXQJabN3T2TDApXUxz8uhAR8JT1eNY7xyqimP9MkdbXdDgRxbLZmvHh7n2CXfYDZyO1GV0wdxwyAX7MaY2tf3SWUFjUsq2c1IjDUuEY2Tb0M\\\/6HtdJnrfAZGTNaey4j2Z3hpRIyGMwR2RRWuhtnVA8MFes70esztkr8JbEuknbzLlNxRR44AQ05RSYTVroArGg7XK0W1kBZ0eM9jKejX7cULf8jC2Jx3vyIisIfMmjEosh0Wsb1EduQQLbMgSb0nDCZzRGeCbfbU8mAe9Bb2aB4lEMTJv9VVhMLl\\\/zGaLQ5h2VkQHY2QRjbcvZNAFEQ9ins6aNkpbVIvyGn8aG\\\/6bOzXq0bmlSrYjSYUdmJ5nQHjSUmvGqopGGRCHcuJKxKNTASYQz\\\/hgd3Wbxjj5G0GJanKF8FLSUMkH0lXNfMNQt82nQPEw5tE8W61sNZ5KvtpJC+tet981B0UFd6f57CfhgpkEbr3iUPZNzWzR+O2oka2I1bt8Pf8rxJiJxbGVb1rtgewMKAIuppQDQ8VbHGY9dABzo8++lYLmru5R27Qid3Pvs1V1soAtLuRF8doicXQ0QBqIl4cTRruFPYmmbHAlAIjyYsrbpjt8dIyrylwz8PexsZcnY8JMEOmPSoYL2XX7LocQiDo4BPEUsl\\\/vlwyK8m7K2BAjzNJEnBmsA6raxENOIflRcoPO7m5w7laFDEe4twPKjTI097CHHirIr7Dlpp56Q6Ytv2FOIPbZxZKEdEaXDOsvX3w9cCTrEN+AW3siX9tT4px0tmL5XeO2XOrVsj7K+pn2LYJbcVvq2MzIOJG4EcnxedimmDf1+oI6YSbMCfMBT10GOdd9m95nNp6WcMxFHiZy3J2OquNGdD8HL0BXzJNW7\\\/DVlfMgs7qZvatMZ+HZ4X5nIiJGvlenoNULpT1zrlhW1yBCO+cxzfS1aTHTkXf6+rpDrFop5Hi9\\\/hBCNVH1c1Hq9Um8\\\/oZ5bkMwzYH5IfPw9Nh84zwc\\\/FPGsbspVc4QDIlUtsyLDsJWbkM\\\/FKzcT3jF63GrrRKZhzmqeCq4J\\\/npGxvEqQY+TeZTiBnSd6827+7hJpL3WuEdJD47agdHg\\\/gHpQJcOaosqbPRBdnnY1XULA8DdX29B6uzAdP20bHnHZgf\\\/ZkfHzBYr46U4NFaTrrK\\\/zmVZuueXqUrNi5xAy2y2CBprPdsORp00eTqALpeClq9kAL9HcLXp4wQC7Ht6H0+Z9UE1SJWkeUJMTEOmhCw8MWAfdZe5XjH3Bji6XbX5NJ4sT9LXjfbisL98hIBnSvu2pA2NiwSQh0kQv1iil+Vl9LuSfTSDusWrczDxHs7x2qRu8Mj3PqeGaKusr9RXkHwuYk\\\/anrYtBbcCOAYGuPesXj+gRkVUDlso0WhC8IKiAMJiNnYAfk15g1bkT6s8ZYOzNh0MmjxbBLWiMPnWSlccnzFS4xvYR7ztJPbYQElUlzahB25E8Rn2u6Pz\\\/VjuXaL3ItVtp59rl1Hjm0WoWfKlUgWrIlo20brVgsLdfmTPmyX2zYy\\\/QSlbb0hWpts9814tpSXA4dsnqx2+025wWGKltKGeV3UxrDSfJGzPHcYZ4k4gEOAYN+sX6iGh2yLefsEFXdHnJper8PEs7Tww8+xoOTewfxsiJzrV+9OZlxpzFzRizkEunxiA9LGdjaLE1tyWN+MAPNsDVA1MXWTsasruGarGP59zrSz6kB+VlRM+wwzi1YyDW3v5ofCONRrOJfoYmeyvzfBxdvmlkA0En6wdTlrCAyFm4cZSqje1F0yJnCxqPjYnMsuwYRU\\\/v9hBFLWohxiRuiCDzvzcPABY\\\/YLmyyVSSjuVpk7wzOWfa9o0Ru2Od0N4xazAiuivWkhFAUH4qNfEh6RfY4AmC70zVjkJbVxL2JZx+gY3ht7E9M1CKVH7O8W\\\/pUbVkX6cdNPVJZAQyfd0lL3E5ucXTGpdkBwydxSaURkjgHC2RZxLTsabPMEN8Z09hkc7HF0f1rwLlKSiiiJTy5RJyAo0zDesJjVcSO6\\\/9AQ0KpBytxnJRiUBDxmImi53heqi9UMnIgaMcdSMr3ow90m7IVzdOAuTujkwAXzK2j1JfYRscJls9yxrvG8VXB2xK0S88sZmWJXNievMGmB6OIkT2vmdYB\\\/+k3bSzlM2rTNELcwukAFqzktT8bii6M41R3XBkVjGOVoNCKmXRXIQgrhzG4gi\\\/Nz2jJDVb58dJ6rB3OSVCVuSWyW8Ei9XuW6QQrefFPWiHnwg2T2DRUEJi9szzCn8osGds5EWTHKoUwOkWr5SShLMjaMJRI3v2pPlM5SV59DqS4Gh5Dh9vzLnDnz5AuoPdY0pe9vzethshSqnHPlE6BebPBT6+snQ7O\\\/B2e6Lu5aOLoEo2HKkSPqmIjVP3EQm2PSbArEyLNNhzvVhNqayNKSZB0s0CiVV6y+4utF6oiM2W\\\/OEBpEETBFCJx9kC2uY8veppy3sgCaHILkTBENygRw0ACabET4mFtRf8aUsv4DiRCaYJ9a5b4rLekufgKdCkPew2N6hmfEuYjmJ0Th1HMuKkFviQo9iyUu27k9wRRljzZ7+YdZzXvwGamP+CpbDOo+vTTZoqNzjBNjtzyI8B+ihqV5BFuAeTBba6w+6usVK+JkO+Uuy5cv9bo9oGknOVYf9\\\/UxuprC7Yo6buYswdmwhoCVcGIO3rrEBkjz++Rc41AS8hWRLCb18n1KmdLE6p99fcV2bpa+ynnm3Nx8fM1XV7HsT0+JyiG7q+Ub3GucKkJmGyXS6pqcSUpMW6w+7+trZ0ywM0Vf8NV1UgxTKX7RV9enk1IyW0fIRN2wM9k+iJvjDsiuLYeT3XT+v+5zJEmGF2Y7WslQrQjHn\\\/T1TeeGl9jWPu3rm7dHQ6YHMa2oh5quoCIvRdCz+9TDLkVZ9tAc9U\\\/5+uGpwBGDNA5GkTjqtitMBVTtROr+eDK+IErUTUDGmyKHvcTqcDCLLXN4BiGaQ8iuv79710E0vZCLQs+dQxodQkNco3Jjbv4Qn27VuusmWITrNkcBqxKzk4tf3aBX+uRUto8Bw5xsJdSfW1C+1Fru43TiPb01Qs9NRNFZHdaRnRN8SEbPLBLaMEvH+uAyie5ubQknwd5TYcpmwNvRnrX99ooMzeXEANwU\\\/Rk5kc+iKtDRqrgyRbxUuV5bJNCG2rdZV8h7EALtgM3A9vZN48UYUFc+P8lhpZ7dz2GpMhZoIAoOEp1LA3JYgG9Oma0\\\/nE32OYJAInVepo3JHucdO35vzsoM47KsBEKf0oIAjmthGZrHHWdUXkywp2wUc3U66Q+2YYqbzzns7Xm5v4AWM3idqhcyfftJP+olBWx2YhdaebC9DFUvKqiFOoSRhfIeKVjojc535WEeTMY8QHFaod7taaPWSfkbhOGHQlsYuuQy+BdfPcxokHqh1guSW+3H2Cq7nd0s93r9kbOai\\\/Z9oCqopVjiqyG+p61ZTsodYfUZ6khSLuNM0JkBP1OtmPd2sF1UR03WaSwBIlNcS8\\\/cx23Hrf6FEaIGcCKeWzRyYf28gr4sN\\\/h0STy\\\/oC7fgdKmPc0yjCsM9SqKxipju7rQPJjFIorx9giLT\\\/xK9kh04UqD2ELsxtJchaYQc8OejthaR93xQKzV9ln18oK+xoDaUQ507VaiF7F6aUFfN422rekMo+87iNA4F3hfVNebflanqOEu7jnRhTUYtkO\\\/wdQFhJe4MxC5vc1TD9mXg8WF8XaJecQYgXZj+q0Kbl8jc\\\/aS71bfhJ87uyCPTKv2srQGS4zgoduj4f6W\\\/KAsNe7t6Az\\\/xupLBf1wuEOSzoLEdvp\\\/qqAegf\\\/VjvYx6QipbOcSYo8MLoFuj0NuMg7Zo8M16W2+JxpnYSl2TqMtLFavKOiCfLq2JE\\\/7c11z7D3DwJmq5LttkKwMd3bKuwcSOVrJSGEptLb+5ILyBvbjfQ2qWTT4GMZlrgqlgs07zS7aUpVBsoxQSYa\\\/sC3U45L5mTGC6eyiJwKii8UtAqKiaEhqY8jCm27vXqALvbR\\\/MWz5UsjrDEhm8sj+peErMr5kYXgLY4aQjBCSdjuQxcwYnRxi9cqC9qW4Kv0JWmFLci3TQ2OeQnH\\\/UtCFdvIO2eik8txfUaz0SMwGp5I\\\/R65T1IosR4\\\/4GvkNG7PR06TS0Hl1Ac+yb7dwwTZAtSKX5UFJNku1VmuWZEvVYUf+niE5r1Srlsx1n7lOJSPfr2wHofvD7cW6uQxeyD9kWLQPneQBA6Ulub9L3j4sVxubUBSsIwkr7ciGBTKWlr45Sykntu9ivu+Fub4X830vJR2Wxvbij6u0B3lksKK8HabclTj4cMfTj+XComAcZAt\\\/lipG5\\\/enWGmWtgW9kb1kzz0NUG8usBG7J74W8gBXXzus7FAstgW9paCWpWMZvYW8iluAIKWbRvvVlfIaML3+dn9j2xblD+zKX0q1b8\\\/s\\\/aG5km+ZV2p+pSr6Qq4Q3NUt1WQ+i41mR\\\/5Yufm64EKNCe11uPmnsJgWetyfJyhL6+0AFWybCsrL+XIe8UjJHDxWzBQdpReSY3byqmvCzXFaNewfWT4Bv+Yrg71as3nKvHC4rBG47\\\/VeXoWLdrezIZhXZBJByaO0kIrnDQUlvwdx4NL0zIFsvOYCIVX6ejIzJh7OLNt7XnCyhQEOLpyBx+pNheyR3Voyb7QmwohfzFmHlrofr4muSD6lIrOJq2nIyD2LHgAwyv1asGByXuNfh8eSNA0j82af1kOxkHpsbSMe2tzzmxRfiGxKP9ycaYZstut35BjPEAJq8YDlU0HiGED8XA5nbgDm4bdS18ifgQwJ9AeiM+Y9jbmGsHfUBBbmH3fK64fORvaI0V83K7QgVORVk+AUzSdkTZHSQrghf5nelex6dYUllKZpvsu5bHO9xBYcsV\\\/PTMsrrpwYhqPZo0v3oUxnD+yXMtPXmydM0b3IvKxWzb+\\\/vPyiB5pXyIMT86whB7wyA6ZX91cZsqg2sRjWpwz66jIix6eY9c+3uAbckTeUyj8dyAekFQum3WQ+EOiwKdiefcXRH22y53EecfqI66blmYX8oETVk0vrUrtTLZvR6RAh0CFZr1HaJPFL7lvchQ35C17Fjdv4d2Hjdv5d3LiDf5c25K92LW\\\/cyb9HNiRqIPO1kt6YH11rcokuuWNYH6xMSPa44JzYEOhlbAUkl89duF9hHl9d2ZV\\\/r6oHjS7p1TX5M4bXVAR2baXDv9dVZMTXr1XXu4bGDeTKpZYbwEPqnOhIb8R0kdwkBvzmoM6\\\/DxVlMLJ\\\/WFhHscg8XLh6BDMudB55F\\\/88qrImrR9dWl0VNh\\\/jnq48ti09P64tA\\\/gWty08Xv6YNum3lrFDpE9g4ki+LSyZv7D5xFOrwue3Y3BJbgmNgG6VwdwmgNtlcHe4v9b4pFXzxxrvXK3IzDw5bBlL+RTDwlNPm+RprWq5Ywf8HWGz2zafo3x6tS7j+U7iODLCZ9RKq4GM67uqjZb5Y97PXO12OkYuJfueidyq8O8ePLBAO8nkVchbGQaymkqYafJrzW7H0lrnehDbbWZyow6OsFVdqwa1iv30\\\/clasG7fjZ2SXUOGUhNdbstPl9SzEr1r2LvHO0qtlrkAtH3evFpqYBLIlYk6tmoB8w8PIvyKMxzVxpoQCNxo19xMr6Oy8ql2S2eDiJbNVcOg1DZ\\\/5PRk\\\/s3XsUzvH8q679YbqdI+ktgA4QBH6VGVqjxNbxoeHlPJPuD+2ERiT5CWdjl\\\/m52JJzq53iIpaiV83ooHJlzcxpYmvT4J1c\\\/\\\/XYAnt5unSZ5CkhB+Knmhbbh6Wkfe3ZF5RgfvZtUoWSmdV13eCMqnuNIl78l3wcuBUW0fqySqVYDpruOkmORzbRYSmNhiEe9iqgZLyYTbPpcTjCNhuc1tsoWumO+rSu542Ko2Ur5OwDXJ5SRos9HKK0StbK9XdtpBIL2Sv4r5Xm1a+NUyAtJrRH4WdK0wSHqdpLbP6w0nibBuoAtBJ\\\/sQIUt6o6SO1E0iNRwasqslrsAF71StKbNVq5fad3VNi7p9xEgOPaub8TQNdqVassitNHeXVSzL3lF7d07usjlb9rDMJD3cTckjKixBB3t0UG9tYGSlx8etBSbC\\\/i0YMrvCH886CtrmDwp\\\/a7URwoZt9e3Jsrtd9NnsHhTuDBPD9h0YGybHvqx7OiaHK52k+J20FHF\\\/l4yP9JnJkaAtmoYW926lECaF2yh0ksLtFLpJ4Q4Km0nhSRSMqkrhTgp3S8HweE+6Bdwrm4mduu\\\/OtprvkfXrljbF75VpDHpOVvfhEKwbq9KrH\\\/rtnKcH8aAsv782n9PUcgYyZ1PrgUX4KuLJvB9PJl8VAMeHST+AuyNwOYlK3Ko+4eA1JG51OAbgl8Vtb7kfyinP\\\/e0Glf3tBgq6QvRTvMZ5ZB97WCqL9bjEn3yg5JUv+cM9QojWQirz65VO0\\\/5ehbI2GYFIDQCvhHlNf36XHU+Kc8eTmHr3Fhn\\\/79ABZTh2+SLhQoNYmk77jtCKLs71IN6e8Tvlz3+kJy3Uj9knoxO\\\/yquaKfVtTfK6rnARLVzKmZD7CI7uOdPjh3El59DMLy6zWf04s3pRfUAlU+v1EyDDdPQ+Cr2NPiGh3A84E\\\/REE3bz9epd3sUtcgx8AgYCwj7Gz3WxyCgp00CuKj4DTjzu78e7XDeoT3OQCFIMB4bijoSzLHJWLQSoi0362XwV\\\/RhZfQ5Zjfr2h78Z3Y5U5U\\\/JuNwhLmrQMTZSdzEipF4a3\\\/bDe0JrfwuY+E6v1BIPpNhsmNdDzBqlBdmyw9JmQH6xJPVLoVXSFieRiFNNH1nLbEOdKAMISjoyT8hNUQdzHwtkbtn0AyrwAow3oOcIWnkWiJeN5IcBJ5SeuQ9qmBLXXrbUQHIMXyLyMPB5ArXlBwmcQc1GSmSix5gDCc54LPFcSLFpg1JbyjdBvapEXCQo9+ARyEJy2qkOmpzpbV4uiORn8rCa\\\/YqKAod\\\/lNEWczjv1whOYnJyPtyUeuG6JH8\\\/QRdneOro8Fi6Y5qJbsta3eufJykMIvOL2E2j4MuqeGkqtlp7jtQ5U+ReNsV2Z9L0V0H7RC+5YBvum5vE+5MHOf6Q2wWi3Ywa+xDNtuX1TvHcRV1x41nQCyn1NTGB5qeoUdIBY5cjNlbV2+nvDUdykGYK4YLLM2KHOZpAvlLQxYPYnJ7lVLNtf5gPG64PQ6FtiWt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(\\\/figma)--&gt;\\\"><\\\/span><span>H\\u00e4r kan du r\\u00e4kna ut vad ditt barns estimerade l\\u00e4ngd i vuxen \\u00e5lder kommer att bli. <\\\/span><em>Se kalkylatorn som ett kul verktyg och inte som absolut fakta.<\\\/em><\\\/p>\",\"text_color\":\"primary\",\"css\":\".el-element{\\n\\tfont-family: 'circular-2' !important;\\n    font-weight: 300;\\n    font-size: 18px;\\n    color: #4D3D71;\\n}\\n\\n@media screen and (min-width: 960px) {\\n    .el-element {\\n    \\tfont-size: 16px;\\n    }\\n}\\n\",\"margin_remove_bottom\":false}},{\"type\":\"code\",\"props\":{\"content\":\"    <section>      \n        <form class=\"length-calculator\">\n            <article class=\"length-calc-input-container\">\n                <label class=\"length-calc-label\" for=\"parent-A-length\">F\u00f6r\u00e4lder A (cm):<\/label>\n                <input id=\"parent-A-length\" class=\"length-calc-input\" type=\"number\" pattern=\"[0-9]*\" placeholder=\"0\" min=\"1\" max=\"250\" \/>\n                \n                <label class=\"length-calc-label\" for=\"parent-B-length\">F\u00f6r\u00e4lder B (cm):<\/label>\n                <input id=\"parent-B-length\" class=\"length-calc-input\" type=\"number\" pattern=\"[0-9]*\" placeholder=\"0\" min=\"1\" max=\"250\" \/>\n                \n                <label class=\"length-calc-label\" for=\"baby-gender\">Bebisens k\u00f6n:<\/label>\n                <select id=\"baby-gender\" class=\"length-calc-input length-calc-select\">\n                    <option class=\"gender-opt\" value=\"girl\">Flicka<\/option>\n                    <option class=\"gender-opt\" value=\"boy\">Pojke<\/option>\n                <\/select>\n            <\/article>\n\n            <button class=\"length-calc-btn\">Ber\u00e4kna<\/button>\n\n            <p class=\"length-calc-error-msg\" id=\"length-calc-error-msg\"><\/p>\n\n            <article class=\"length-calc-result-container length-calc-hidden\">\n                <label class=\"length-calc-label\" for=\"baby-length-result\">Barnets estimerade l\u00e4ngd (cm):<\/label>\n                <input id=\"baby-length-result\" class=\"length-calc-input\" type=\"number\" readonly \/>\n            <\/article>\n        <\/form>\n    <\/section>\n\n\t\",\"css\":\".el-content {\\n\\twhite-space: normal !important;\\n}\\n\\n.el-element {\\n    padding: 0 0 20px 0;\\n    background-color: #FFFFFF;\\n}\\n\\n@media screen and (min-width: 960px) {\\n\\t.el-element {\\n        padding: 0 40px 0 0;\\n        background-color: #FFF9F4;\\n    }\\n}\",\"margin\":\"remove-vertical\"},\"name\":\"Length calculator\"}]},{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\",\"width_medium\":\"1-2\",\"css\":\".el-column {\\n    background-color: #C7D0EF;\\n    border-radius: 10px;\\n    padding: 32px 0 15px 60px;\\n    margin-top: 157px;\\n    height: 50%;\\n    width: 40%;\\n}\\n\\n@media screen and (max-width: 960px) {\\n    .el-column {\\n    \\tdisplay: none;\\n    }\\n}\",\"vertical_align\":\"middle\",\"class\":\"bj-download-app-desktop\"},\"children\":[{\"type\":\"headline\",\"props\":{\"title_element\":\"h1\",\"css\":\".el-element{\\n    font-family: 'canela-2' !important;\\n    font-weight: 700 !important;\\n    font-size: 24px !important;\\n    word-break: break-word;\\n}\",\"content\":\"<span data-metadata=\\\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiZGVOY3ZjU0FhaXVuN29kMzFpajVEdSIsInBhc3RlSUQiOjEwMTQyNjE0MCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\\\/figmeta)--&gt;\\\"><\\\/span>Ladda ner appen f\\u00f6r <br \\\/>att f\\u00f6lja din graviditet<br \\\/>vecka f\\u00f6r vecka\",\"position\":\"relative\",\"title_color\":\"primary\",\"margin\":\"remove-vertical\",\"margin_remove_bottom\":true,\"margin_remove_top\":true,\"maxwidth\":\"medium\"}},{\"type\":\"text\",\"props\":{\"margin\":\"default\",\"column_breakpoint\":\"m\",\"content\":\"<\/p>\n<p>4.9\\u00a0 <img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" class=\\\"\\\" \\\/><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" class=\\\"\\\" \\\/><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" class=\\\"\\\" \\\/><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" class=\\\"\\\" \\\/><img src=\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2021\\\/12\\\/rating_star.svg\\\" alt=\\\"star\\\" width=\\\"23\\\" height=\\\"22\\\" class=\\\"\\\" \\\/><\\\/p>\",\"css\":\".el-element {\\n\\tfont-size: 52px;\\n    font-family: 'canela-2' !important;\\n    padding: 10px 0;\\n    font-weight: bold !important;\\n}\",\"text_color\":\"primary\",\"maxwidth\":\"medium\",\"margin_remove_top\":true,\"margin_remove_bottom\":true},\"name\":\"Ratings\"},{\"type\":\"html\",\"props\":{\"content\":\"<div class=\"app-button-container uk-flex uk-flex-middle uk-flex-center\">\r\n    <div class=\"app-button-card-body uk-text-center\">\r\n        <div class=\"home-screen-download-appstore-googleplay-links-container uk-flex uk-flex-center uk-flex-middle\">\r\n            <a href=\"https:\/\/babyjourney.onelink.me\/i94N\/website\" class=\"open-modal\">\r\n                <img class=\"apple-app-store-image\" alt=\"Ladda ned p\u00e5 App Store\" \r\n                     data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/themes\/babyj-child-theme\/img\/app_store.svg\" uk-img \/>\r\n            <\/a>\r\n            <a href=\"https:\/\/babyjourney.onelink.me\/i94N\/website\" class=\"open-modal\">\r\n                <img class=\"google-app-store-image\" alt=\"Ladda ned p\u00e5 Google Play\" \r\n                     data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/themes\/babyj-child-theme\/img\/google_play.svg\" uk-img \/>\r\n            <\/a>\r\n        <\/div>\r\n        <div class=\"home-screen-download-appstore-googleplay-links-container--small-screens uk-flex uk-flex-center uk-flex-middle\">\r\n            <a href='https:\/\/babyjourney.onelink.me\/i94N\/website'>\r\n                <img class=\"apple-app-store-image\"alt='Ladda ned p\u00e5 App Store' \r\n                     data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/themes\/babyj-child-theme\/img\/app_store.svg\" uk-img \/>\r\n            <\/a>\r\n            <a href='https:\/\/babyjourney.onelink.me\/i94N\/website'>\r\n                <img class=\"google-app-store-image\" alt='Ladda ned p\u00e5 Google Play' \r\n                     data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/themes\/babyj-child-theme\/img\/google_play.svg\" uk-img \/>\r\n            <\/a>\r\n        <\/div>\r\n    <\/div>\r\n<\/div>\r\n\r\n\t\t\r\n\t    <!-- Modal (hidden by default) -->\r\n    <div id=\"qr-modal\" uk-modal=\"true\">\r\n        <div class=\"uk-modal-dialog uk-modal-body\">\r\n            <button class=\"uk-modal-close-default\" type=\"button\" uk-close><\/button>\r\n            <h2 class=\"uk-modal-title\">F\u00f6lj din graviditet vecka f\u00f6r vecka med Baby Journey!<\/h2>\r\n            <p>Skanna QR-koden med mobilkameran f\u00f6r att h\u00e4mta appen<\/p>\r\n            <img decoding=\"async\" data-src=\"https:\/\/webstaging.babyjourney.se\/wp-content\/uploads\/2025\/01\/qr_qr_code.svg\" width=\"350px\" height=\"350px\" alt=\"QR-kod for nedladdning\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" class=\"lazyload\" style=\"--smush-placeholder-width: 350px; --smush-placeholder-aspect-ratio: 350\/350;\" \/>\r\n        <\/div>\r\n    <\/div>\r\n    \t\r\n    \",\"css\":\".apple-app-store-image, .google-app-store-image {\\n    display: inline-flex;\\n    height: 36px;\\n    width: 121px;\\n}\\n\\n.app-button-container {\\n\\tpadding-bottom: 20px;\\n    display:flex;\\n    justify-content: start;\\n    gap:10px !important;\\n}\\n\\n\"},\"name\":\"HTML APP DOWNLOAD BUTTONS MODAL\"},{\"type\":\"image\",\"props\":{\"margin\":\"default\",\"image_svg_color\":\"emphasis\",\"image\":\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2024\\\/03\\\/bj-mobile-app-whole-v4-1.png\",\"position\":\"absolute\",\"position_top\":\"-140\",\"position_right\":\"-290\",\"image_alt\":\"BJ app\",\"css\":\".el-image {\\n\\twidth: 233px;\\n}\",\"image_svg_inline\":true},\"name\":\"BJ app\"}]}],\"props\":{\"layout\":\"1-2,1-2\",\"column_gap\":\"small\",\"row_gap\":\"small\"}}],\"name\":\"Calculator\"},{\"type\":\"section\",\"props\":{\"style\":\"default\",\"width\":\"default\",\"vertical_align\":\"middle\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"title_breakpoint\":\"xl\",\"image_position\":\"center-center\",\"class\":\"uk-position-relative\",\"css\":\".el-element {\\n\\tbackground-color: #EDF1FC;\\n}\\n\\n@media screen and (min-width: 960px) {\\n    .el-element {\\n    \\tdisplay: none;\\n    }\\n}\",\"padding_remove_bottom\":true},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\"},\"children\":[{\"type\":\"image\",\"props\":{\"margin\":\"default\",\"image_svg_color\":\"emphasis\",\"image\":\"wp-content\\\/uploads\\\/2021\\\/12\\\/wave_up.svg\",\"class\":\"section-wave wave-default\",\"attributes\":\"\",\"css\":\".el-image {\\n\\tfill: #EDF1FC;\\n}\",\"image_svg_inline\":true,\"visibility\":\"hidden-m\"},\"name\":\"wave up\"}]}]}],\"name\":\"hide in desktop\"},{\"type\":\"section\",\"props\":{\"style\":\"default\",\"width\":\"default\",\"vertical_align\":\"middle\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"title_breakpoint\":\"xl\",\"image_position\":\"center-center\",\"css\":\".el-section {\\n    padding-bottom: 0px 10px 70px 10px;\\n    background-color: #EDF1FC;\\n}\\n\\n@media screen and (min-width: 960px) {\\n    .el-section {\\n    \\tpadding: 0 10px 10px 20px;\\n        background-color: #FFF9F4;\\n    }\\n}\\n\\n@media screen and (max-width: 650px) {\\n    .el-section {\\n        padding: 0px 10px 25px 10px;\\n    }\\n}\",\"padding_remove_top\":true,\"padding_remove_bottom\":false},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\"},\"children\":[{\"type\":\"headline\",\"props\":{\"title_element\":\"h1\",\"content\":\"Popul\\u00e4ra artiklar just nu <a class=\\\"length-see-all-articles\\\" href=\\\"https:\\\/\\\/babyjourney.se\\\/artiklar-och-guider\\\/#most-popular-articles?utm_source=trimesterzero&amp;utm_medium=link\\\">Se alla artiklar<\\\/a>\",\"title_style\":\"h1\",\"title_color\":\"primary\",\"css\":\".el-element {\\n    display: flex;\\n    flex-direction: row;\\n    justify-content: space-between;\\n    align-items: baseline;\\n    margin-left: -6px;\\n    font-size: 26px;\\n}\\n\\n.length-see-all-articles {\\n\\tfont-size: 16px;\\n    font-family: 'circular-2' !important;\\n    color: #4D3D71;\\n    text-decoration: underline;\\n    margin-right: -20px;\\n}\\n\\n@media screen and (max-width: 960px) {\\n    .el-element {\\n        padding-left: 7px;\\n    }\\n    \\n    .length-see-all-articles {\\n    \\tdisplay: none;        \\n    }\\n}\\n\"}},{\"type\":\"panel-slider\",\"props\":{\"show_title\":true,\"show_meta\":true,\"show_content\":true,\"show_image\":true,\"show_link\":true,\"slider_width\":\"fixed\",\"slider_width_default\":\"1-1\",\"slider_width_medium\":\"1-3\",\"slider_gap\":\"default\",\"slider_autoplay_pause\":true,\"nav\":\"dotnav\",\"nav_align\":\"center\",\"nav_breakpoint\":\"\",\"slidenav\":\"outside\",\"slidenav_margin\":\"medium\",\"slidenav_breakpoint\":\"xl\",\"slidenav_outside_breakpoint\":\"xl\",\"panel_card_match\":true,\"title_hover_style\":\"reset\",\"title_element\":\"h3\",\"title_align\":\"top\",\"title_grid_width\":\"1-2\",\"title_grid_breakpoint\":\"m\",\"meta_style\":\"meta\",\"meta_align\":\"above-title\",\"meta_element\":\"h5\",\"content_column_breakpoint\":\"m\",\"icon_width\":80,\"image_align\":\"top\",\"image_grid_width\":\"1-2\",\"image_grid_breakpoint\":\"m\",\"image_svg_color\":\"emphasis\",\"link_text\":\"Read more\",\"link_style\":\"text\",\"margin\":\"default\",\"css\":\".el-element {\\n  cursor: grab !important; \\n}\\n\\n.el-element:active {\\n  cursor: grabbing !important;\\n}\\n\\n.el-element .uk-slider-items {\\n  margin-bottom: 20px;\\n}\\n\\n.uk-slider-items > li {\\nmin-height: 210px !important;\\n}\\n\\n.el-image {\\n  width: 100%;\\n  height: 190px;\\n  object-fit: cover;\\n  border-radius: 8px 8px 0px 0px !important;\\n}\\n\\n.el-meta {\\n  display: flex;\\n  justify-content: space-between !important;\\n  text-transform: uppercase;\\n  font-weight: 400;\\n  font-size: 13px;\\n  color: #4d3d71 !important;\\n}\\n\\n.el-title {\\ncolor: #4d3d71 !important;\\n  font-size: 18px;\\n  margin-bottom: 0px !important;\\n  margin-top: 0 !important;\\n  line-height: 1.4;\\n  font-family: 'canela-2' !important;\\n  font-weight: 700;\\n}\\n\\n.el-nav {\\n\\tmargin: 0 0 35px 0 !important;\\n}\\n\\n.uk-dotnav > *  {\\n\\tpadding-left: 7px;\\n}\\n\\n.uk-dotnav > *  > * {\\n\\theight: 7px;\\n    width: 7px;\\n}\\n\\n.uk-card-body {\\n  padding: 10px 20px !important;\\n  color: #A69EB8;\\n  font-size: 13px;\\n  font-weight: 400;\\n  display: grid;\\n  min-height: 210px !important;\\n  max-height: 210px;\\n}\\n\\n.el-content {\\n  font-family: 'circular-2' !important;\\n  font-size: 13px;\\n  font-weight: 400;\\n  color: #A69EB8;\\n  display: -webkit-box;\\n  -webkit-line-clamp: 3;\\n  -webkit-box-orient: vertical;\\n  overflow: hidden;\\n  text-overflow: ellipsis;\\n  max-height: 66.25px;\\n  margin: 0 !important;\\n}\\n\\n.el-link {\\npadding-bottom: 0 !important;\\n  text-align: right;\\n  margin-bottom: 3px;\\n  font-size: 13px; \\n}\\n\\n.el-link::after {\\ndisplay: none;\\n}\\n\\n.el-link::before {\\nbackground-image: url(\\\"https:\\\/\\\/webstaging.babyjourney.se\\\/wp-content\\\/uploads\\\/2023\\\/05\\\/arrowright.svg\\\");\\n}\\n\\n.uk-card-body>:last-child {\\ndisplay:flex;\\n  align-self: flex-end !important;\\n}\\n\\n@media screen and (min-width: 620px) {\\n    .uk-slider-container.uk-slider-container-offset {\\n      padding-left: 25px;\\n  }\\n}\\n  \\n@media screen and (min-width: 960px) {  \\n  .el-nav {\\n      display: none;\\n  }\\n  \\n  .uk-slider-items.uk-grid.uk-grid-match {\\n      margin: 0;\\n  }\\n  \\n  .uk-slider-container.uk-slider-container-offset {\\n      padding-left: 0;\\n  }\\n  \\n  .uk-slider-items > li {\\n    padding-left: 15px;\\n}\\n  \\n  .uk-card-body>:last-child {\\n  margin-top: 0 !important;\\n  }  \\n  \\n  .uk-slider-items > li {\\n  width: 310px;\\n}\\n}\\n\",\"slider_width_small\":\"1-2\",\"slider_width_large\":\"1-4\",\"panel_style\":\"card-default\",\"panel_card_offset\":true,\"panel_link\":true,\"panel_padding\":\"default\",\"panel_image_no_padding\":true,\"title_style\":\"h4\",\"title_color\":\"primary\",\"meta_color\":\"primary\",\"link_fullwidth\":true,\"image_svg_inline\":true,\"id\":\"length-articles-carousel\"},\"children\":[{\"type\":\"panel-slider_item\",\"props\":{\"link_text\":\"L\\u00e4s mer\"},\"source\":{\"query\":{\"name\":\"posts.customPosts\",\"arguments\":{\"terms\":[57],\"category_operator\":\"IN\",\"post_tag_operator\":\"IN\",\"users\":[],\"users_operator\":\"IN\",\"offset\":0,\"limit\":10,\"order\":\"date\",\"order_direction\":\"DESC\"}},\"props\":{\"title\":{\"filters\":{\"search\":\"\"},\"name\":\"title\"},\"meta\":{\"filters\":{\"search\":\"\"},\"arguments\":{\"separator\":\", \",\"show_link\":true,\"link_style\":\"\"},\"name\":\"categoryString\"},\"image\":{\"filters\":{\"search\":\"\"},\"name\":\"featuredImage.url\"},\"image_alt\":{\"filters\":{\"search\":\"\"},\"name\":\"featuredImage.alt\"},\"link\":{\"filters\":{\"search\":\"\"},\"name\":\"link\"},\"content\":{\"filters\":{\"search\":\"\"},\"name\":\"excerpt\"}}}}],\"name\":\"Articles\"},{\"type\":\"button\",\"props\":{\"grid_column_gap\":\"small\",\"grid_row_gap\":\"small\",\"margin\":\"default\",\"fullwidth\":true,\"visibility\":\"hidden-m\",\"animation\":\"none\",\"css\":\".el-content:hover {\\n\\tbackground-color: #4D3D71;\\n    color: #FFFFFF;\\n}\\n\\n.el-content::after {\\n\\tdisplay: none;\\n}\\n\\n.el-content {\\n\\tborder-radius: 10px;\\n    font-family: 'circular-2';\\n    font-size: 14px;\\n    text-transform: unset;\\n}\"},\"children\":[{\"type\":\"button_item\",\"props\":{\"button_style\":\"primary\",\"icon_align\":\"right\",\"content\":\"Se alla artiklar\",\"link\":\"https:\\\/\\\/babyjourney.se\\\/artiklar-och-guider\\\/#most-popular-articles?utm_source=trimesterzero&utm_medium=link\",\"icon\":\"arrow-right\"}}],\"name\":\"See all articles btn\"}]}]}]},{\"type\":\"section\",\"props\":{\"style\":\"default\",\"width\":\"default\",\"vertical_align\":\"middle\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"title_breakpoint\":\"xl\",\"image_position\":\"center-center\",\"padding_remove_top\":true,\"css\":\".el-section > :first-child {\\n\\tpadding: 25px;\\n}\\t\\n\\n@media screen and (min-width: 640px){\\n    .el-section > :first-child {\\n        padding: 15px 40px 30px 40px;     \\n    }\\n}\\n\\n@media screen and (min-width: 1400px){\\n    .el-section > :first-child  {\\n        padding-bottom: 30px;\\n    }\\n}\",\"id\":\"eye-color-seo-section\"},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\",\"width_medium\":\"\"},\"children\":[{\"type\":\"panel\",\"props\":{\"link_text\":\"Read more\",\"title_hover_style\":\"reset\",\"title_element\":\"h3\",\"title_align\":\"top\",\"title_grid_width\":\"1-2\",\"title_grid_breakpoint\":\"m\",\"meta_style\":\"meta\",\"meta_align\":\"below-title\",\"meta_element\":\"div\",\"content_column_breakpoint\":\"m\",\"icon_width\":80,\"image_align\":\"top\",\"image_grid_width\":\"1-2\",\"image_grid_breakpoint\":\"m\",\"image_svg_color\":\"emphasis\",\"link_style\":\"default\",\"margin\":\"default\",\"content\":\"<\/p>\n<h2><b>Hur l\\u00e5ngt blir mitt barn<\\\/b>?<\\\/h2>\\n<\/p>\n<p><span>Det finns m\\u00e5nga faktorer som kan p\\u00e5verka hur l\\u00e5ngt ett barn blir. Avg\\u00f6rande faktorer inkluderar gener och n\\u00e4r barnet n\\u00e5r puberteten. B\\u00e5de l\\u00e4ngd, och i vilken \\u00e5lder man g\\u00e5r in i puberteten \\u00e4r n\\u00e5got som p\\u00e5verkas mycket av \\u00e4rftliga gener fr\\u00e5n barnets f\\u00f6r\\u00e4ldrar. Sj\\u00e4lvklart finns det undantag, d\\u00e4r barn inte allt v\\u00e4xer p\\u00e5 samma s\\u00e4tt som sina f\\u00f6r\\u00e4ldrar.<\\\/span><\\\/p>\\n<\/p>\n<p><span>N\\u00e4r man kommer in i puberteten v\\u00e4xer man ofta snabbt. Sedan avtar det ju l\\u00e4ngre in i puberteten man befinner sig. D\\u00e4rf\\u00f6r kan barn bli lite l\\u00e4ngre om det g\\u00e5r in i puberteten sent. Enligt 1177 n\\u00e5r flickor vanligtvis puberteten n\\u00e5gon g\\u00e5ng mellan \\u00e5ldrarna 8-13, medan pojkar n\\u00e5r puberteten runt 11-14 \\u00e5r. Vanligtvis varar puberteten mellan 4-6 \\u00e5r.<\\\/span><\\\/p>\\n<\/p>\n<h2><b>Tillv\\u00e4xtkurva<\\\/b><\\\/h2>\\n<\/p>\n<p><span>P\\u00e5 barnav\\u00e5rdscentralen (BVC) och elevh\\u00e4lsan dokumenteras barnets vikt och l\\u00e4ngd p\\u00e5 en tillv\\u00e4xtkurva. Tillv\\u00e4xtkurvorna \\u00e4r grafer och anv\\u00e4nds f\\u00f6r att ge en \\u00f6verblick \\u00f6ver hur barnet bland annat m\\u00e5r och om det f\\u00e5r i sig tillr\\u00e4cklig n\\u00e4ring. Om en tillv\\u00e4xtkurva avviker kraftigt kan det indikera att barnet beh\\u00f6ver unders\\u00f6kas och utredas av kvalificerad personal.<\\\/span><\\\/p>\\n<\/p>\n<h2><b>R\\u00e4kna ut l\\u00e4ngden<\\\/b><\\\/h2>\\n<\/p>\n<p><span>Med hj\\u00e4lp av ovanst\\u00e5ende kalkylator kan du ber\\u00e4kna hur l\\u00e5ngt ditt barn kan f\\u00f6rv\\u00e4ntas att bli. Kalkylatorn utg\\u00e5r fr\\u00e5n medell\\u00e4ngden av b\\u00e5da f\\u00f6r\\u00e4ldrarna, och beroende p\\u00e5 om barnet \\u00e4r en flicka eller pojke adderas eller subtraheras v\\u00e4rdet \\\"6.5\\\". Kalkylatorn avrundar till n\\u00e4rmaste halva eller hela tal.<\\\/span><\\\/p>\\n<\/p>\n<p><i><span>Denna ber\\u00e4kningsformel har anv\\u00e4nts under m\\u00e5nga \\u00e5r, men den kan inte garantera exakt hur l\\u00e5ng barnet kommer att bli. Det finns m\\u00e5nga faktorer som p\\u00e5verkar barnets l\\u00e4ngd. Anv\\u00e4nd kalkylatorn ovan som ett roligt verktyg f\\u00f6r att f\\u00e5 en uppskattning!<\\\/span><\\\/i><\\\/p>\",\"css\":\".el-title, .el-content h2{\\n\\tcolor: #4d3d71;\\n    font-size: 18px;\\n    font-weight: bold;\\n    margin-bottom: 0;\\n    margin-top: 15px;\\n}\\n\\n.el-element {\\n    top: 0 !important;\\n}\\n\\n.el-content {\\n\\tcolor: #4d3d71;\\n    font-size: 16px;\\n    font-family: 'circular-2' !important;   \\n}\\n\\n.el-content > p {\\n\\tmargin-top: 0;\\n    margin-bottom: 10px !important;\\n}\",\"margin_remove_bottom\":true}},{\"type\":\"text\",\"props\":{\"margin\":\"default\",\"column_breakpoint\":\"m\",\"content\":\"<\/p>\n<p class=\\\"eg-count-girl-length\\\"><strong>R\\u00e4kneexempel (Flicka):\\u00a0<\\\/strong><\\\/p>\\n<\/p>\n<p><span style=\\\"font-weight: 400;\\\">F\\u00f6r\\u00e4lder A: 163 cm<br \\\/>F\\u00f6r\\u00e4lder B: 192 cm<br \\\/><\\\/span><\\\/p>\\n<\/p>\n<p class=\\\"eg-calc-girl\\\"><span style=\\\"font-weight: 400;\\\">Ber\\u00e4kning: <br \\\/>(163 cm + 192 cm) \\\/ 2 = 177,5 cm<br \\\/><\\\/span><span style=\\\"font-weight: 400;\\\">177,5 cm - 6.5 = 171 cm<\\\/span><\\\/p>\\n<\/p>\n<p><\\\/p>\\n<\/p>\n<p class=\\\"eg-count-boy-length\\\"><b>R\\u00e4kneexempel (Pojke):\\u00a0<\\\/b><\\\/p>\\n<\/p>\n<p><span style=\\\"font-weight: 400;\\\">F\\u00f6r\\u00e4lder A: 163 cm<br \\\/>F\\u00f6r\\u00e4lder B: 192 cm<br \\\/><\\\/span><\\\/p>\\n<\/p>\n<p class=\\\"eg-calc-boy\\\"><span style=\\\"font-weight: 400;\\\">Ber\\u00e4kning: <br \\\/>(163 cm + 192 cm) \\\/ 2 = 177,5 cm<br \\\/><\\\/span><span style=\\\"font-weight: 400;\\\">177,5 cm + 6,5 = 184 cm<\\\/span><\\\/p>\",\"css\":\".el-element {\\n\\tfont-size: 14px;\\n    font-family: 'circular-2';\\n}\\n\\n.eg-count-girl-length, .eg-count-boy-length {\\n\\tfont-weight: 600;\\n    margin: 10px 0 0 0;\\n}\\n\\n.el-element > p {\\n\\tmargin: 0;\\n}\",\"visibility\":\"hidden-s\",\"margin_remove_bottom\":true,\"margin_remove_top\":true}}]}],\"props\":{\"margin_remove_bottom\":true}},{\"type\":\"row\",\"props\":{\"layout\":\"1-2,1-2\",\"margin_remove_top\":true,\"margin_remove_bottom\":true},\"children\":[{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\",\"width_medium\":\"1-2\",\"width_default\":\"1-2\",\"width_large\":\"1-2\",\"width_xlarge\":\"1-2\",\"width_small\":\"1-2\"},\"children\":[{\"type\":\"text\",\"props\":{\"margin\":\"default\",\"column_breakpoint\":\"m\",\"content\":\"<\/p>\n<p class=\\\"eg-count-girl-length\\\"><strong>R\\u00e4kneexempel (Flicka):\\u00a0<\\\/strong><\\\/p>\\n<\/p>\n<p><span style=\\\"font-weight: 400;\\\">F\\u00f6r\\u00e4lder A: 163 cm<br \\\/>F\\u00f6r\\u00e4lder B: 192 cm<br \\\/><\\\/span><\\\/p>\\n<\/p>\n<p class=\\\"eg-calc-girl\\\"><span style=\\\"font-weight: 400;\\\">Ber\\u00e4kning: <br \\\/>(163 cm + 192 cm) \\\/ 2 = 177,5 cm<br \\\/><\\\/span><span style=\\\"font-weight: 400;\\\">177,5 cm - 6.5 = 171 cm<\\\/span><\\\/p>\",\"css\":\".el-element {\\n    color: #4d3d71;\\n    font-size: 14px;\\n    font-family: 'circular-2';\\n    letter-spacing: 0.01em;\\n}\\n\\n.eg-count-girl-length {\\n\\tfont-weight: bold;\\n    margin-bottom: 3px;\\n}\\n\\n.el-element > p {\\n\\tmargin: 5px;\\n}\\n\\n.eg-calc-girl {\\n\\tpadding-top: 10px;\\n}\",\"visibility\":\"s\",\"margin_remove_top\":true,\"margin_remove_bottom\":true}}]},{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\",\"width_medium\":\"1-2\",\"width_default\":\"1-2\",\"width_small\":\"1-2\",\"width_large\":\"1-2\",\"width_xlarge\":\"1-2\"},\"children\":[{\"type\":\"text\",\"props\":{\"margin\":\"default\",\"column_breakpoint\":\"m\",\"content\":\"<\/p>\n<p class=\\\"eg-count-boy-length\\\"><b>R\\u00e4kneexempel (Pojke):\\u00a0<\\\/b><\\\/p>\\n<\/p>\n<p><span style=\\\"font-weight: 400;\\\">F\\u00f6r\\u00e4lder A: 163 cm<br \\\/>F\\u00f6r\\u00e4lder B: 192 cm<br \\\/><\\\/span><\\\/p>\\n<\/p>\n<p class=\\\"eg-calc-boy\\\"><span style=\\\"font-weight: 400;\\\">Ber\\u00e4kning: <br \\\/>(163 cm + 192 cm) \\\/ 2 = 177,5 cm<br \\\/><\\\/span><span style=\\\"font-weight: 400;\\\">177,5 cm + 6,5 = 184 cm<\\\/span><\\\/p>\",\"css\":\".el-element {\\n    color: #4d3d71;\\n    font-size: 14px;\\n    font-family: 'circular-2';\\n    letter-spacing: 0.01em;\\n}\\n\\n.eg-count-boy-length {\\n\\tfont-weight: bold;\\n    margin-bottom: 3px;\\n}\\n\\n.el-element > p {\\n\\tmargin: 5px;\\n}\\n\\n.eg-calc-boy {\\n\\tpadding-top: 10px;\\n}\",\"visibility\":\"s\",\"margin_remove_top\":true,\"margin_remove_bottom\":true}}]}]},{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"position_sticky_breakpoint\":\"m\",\"image_position\":\"center-center\",\"media_overlay_gradient\":\"\"},\"children\":[{\"type\":\"text\",\"props\":{\"margin\":\"default\",\"column_breakpoint\":\"m\",\"content\":\"<\/p>\n<p><strong>R\\u00e4kna ut ur l\\u00e5ng ditt barn blir med v\\u00e5r l\\u00e4ngdkalkylator!<\\\/strong><\\\/p>\\n<\/p>\n<p><span style=\\\"font-weight: 400;\\\">\\\"Hur l\\u00e5ng blir mitt barn\\\" kan besvaras med hj\\u00e4lp av v\\u00e5r ovanst\\u00e5ende l\\u00e4ngdkalkylator. F\\u00f6ljdfr\\u00e5gor fr\\u00e5n f\\u00f6r\\u00e4ldrar brukar vara \\\"N\\u00e4r slutar man v\\u00e4xa\\\" och \\\"Hur l\\u00e4nge v\\u00e4xer man\\\". Alla barn v\\u00e4xer olika mycket, och l\\u00e4ngden kan p\\u00e5verkas av m\\u00e5nga olika faktorer. En av dessa faktorer \\u00e4r n\\u00e4r barnet genomg\\u00e5r puberteten. M\\u00e5nga v\\u00e4xer mest i b\\u00f6rjan av puberteten, men tillv\\u00e4xten avtar mot slutet och kan forts\\u00e4tta n\\u00e5gra centimeter efter puberteten. Puberteten \\u00e4r dock bara en av flera faktorer som kan p\\u00e5verka barnets l\\u00e4ngd. Enligt Statistikmyndigheten \\u00e4r medell\\u00e4ngden i Sverige f\\u00f6r kvinnor cirka 166 cm och cirka 180 cm f\\u00f6r m\\u00e4n. Anv\\u00e4nd v\\u00e5r kalkylator som ett roligt verktyg f\\u00f6r att f\\u00e5 en uppskattning av ditt barns framtida l\\u00e4ngd. Varf\\u00f6r inte r\\u00e4kna ut hur l\\u00e5ng du blir enligt kalkylatorn och se om det st\\u00e4mmer \\u00f6verens med din aktuella l\\u00e4ngd?<\\\/span><\\\/p>\",\"css\":\".el-element > p {\\n    margin: 0;\\n    font-size: 12px;\\n    font-family: 'circular-2';\\n    letter-spacing: 0.01em;\\n}\"}}]}],\"props\":{\"margin_remove_top\":false,\"margin\":\"small\"}}],\"name\":\"SEO section\"}],\"version\":\"2.7.26\"} --><\/p>\n","protected":false},"excerpt":{"rendered":"<p>F\u00f8lg din graviditet uge for uge Alt indhold er helt gratis! 4.9 Download Beregn din babys h\u00f8jde Her kan du beregne, hvad din babys ansl\u00e5ede h\u00f8jde vil v\u00e6re som voksen. T\u00e6nk p\u00e5 beregneren som et sjovt v\u00e6rkt\u00f8j...<\/p>","protected":false},"author":2,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_acf_changed":false,"footnotes":""},"class_list":["post-63790","page","type-page","status-publish","hentry"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.0 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>L\u00e4ngdkalkylator - Hur l\u00e5ngt blir ditt barn? | Baby Journey<\/title>\n<meta name=\"description\" content=\"Hur l\u00e5ng kommer ditt barn att bli? Lika l\u00e5ng som sina f\u00f6r\u00e4ldrar? Blir hen kortare \u00e4n genomsnittet? 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