e^x fonksiyonu, kendi türevine eşittir çünkü tabanı "e" olan bir üstel fonksiyonun türevi e^x'e eşittir. Matematiksel olarak bu, d(e^x)/dx = e^x şeklinde ifade edilir.
Türevde üslü ifadeler, kuvvet kuralı kullanılarak çözülür. Örnekler: - f(x) = x³ ise f'(x) = 3x². - g(x) = x^(-2) ise g'(x) = -2x^(-3). Ayrıca, köklü ifadeler de üslü fonksiyonlar gibi ele alınır ve türevi 1 / (2√x) gibi hesaplanır.
{"2c4p0":{"state":{"logoProps":{"url":"https://yandex.com.tr"},"formProps":{"action":"https://yandex.com.tr/search","searchLabel":"Bul"},"services":{"activeItemId":"answers","items":[{"url":"https://yandex.com.tr/gundem","title":"Gündem","id":"agenda"},{"url":"https://yandex.com.tr/shopping","title":"Alışveriş","id":"shopping"},{"url":"https://yandex.com.tr/finance","title":"Finans","id":"finance"},{"url":"https://yandex.com.tr/yacevap","title":"YaCevap","id":"answers"},{"url":"https://yandex.com.tr/travel","title":"Seyahat","id":"travel"},{"url":"https://yandex.com.tr/video/search?text=popüler+videolar","title":"Video","id":"video"},{"url":"https://yandex.com.tr/gorsel","title":"Görsel","id":"images"}]},"userProps":{"loggedIn":false,"ariaLabel":"Menü","plus":false,"birthdayHat":false,"child":false,"isBirthdayUserId":true,"className":"PortalHeader-User"},"userIdProps":{"flag":"skin","lang":"tr","host":"yandex.com.tr","project":"neurolib","queryParams":{"utm_source":"portal-neurolib"},"retpath":"https%3A%2F%2Fyandex.com.tr%2Fyacevap%2Fc%2Fbilim-ve-egitim%2Fq%2Fe-li-ifadeler-nasil-turevlenir-2578957822%3Flr%3D213%26ncrnd%3D68168","tld":"com.tr"},"suggestProps":{"selectors":{"form":".HeaderForm","input":".HeaderForm-Input","submit":".HeaderForm-Submit","clear":".HeaderForm-Clear","layout":".HeaderForm-InputWrapper"},"suggestUrl":"https://yandex.com.tr/suggest/suggest-ya.cgi?show_experiment=222&show_experiment=224","deleteUrl":"https://yandex.com.tr/suggest-delete-text?srv=web&text_to_delete=","suggestPlaceholder":"Yapay zeka ile bul","platform":"desktop","hideKeyboardOnScroll":false,"additionalFormClasses":["mini-suggest_theme_tile","mini-suggest_overlay_tile","mini-suggest_expanding_yes","mini-suggest_prevent-empty_yes","mini-suggest_type-icon_yes","mini-suggest_personal_yes","mini-suggest_type-icon_yes","mini-suggest_rich_yes","mini-suggest_overlay_dark","mini-suggest_large_yes","mini-suggest_copy-fact_yes","mini-suggest_clipboard_yes","mini-suggest_turboapp_yes","mini-suggest_expanding_yes","mini-suggest_affix_yes","mini-suggest_carousel_yes","mini-suggest_traffic_yes","mini-suggest_re-request_yes","mini-suggest_source_yes","mini-suggest_favicon_yes","mini-suggest_more","mini-suggest_long-fact_yes","mini-suggest_hide-keyboard_yes","mini-suggest_clear-on-submit_yes","mini-suggest_focus-on-change_yes","mini-suggest_short-fact_yes","mini-suggest_app_yes","mini-suggest_grouping_yes","mini-suggest_entity-suggest_yes","mini-suggest_redesigned-navs_yes","mini-suggest_title-multiline_yes","mini-suggest_type-icon-wrapped_yes","mini-suggest_fulltext-highlight_yes","mini-suggest_fulltext-insert_yes","mini-suggest_lines_multi"],"counter":{"service":"neurolib_com_tr_desktop","url":"//yandex.ru/clck/jclck","timeout":300,"params":{"dtype":"stred","pid":"0","cid":"2873"}},"noSubmit":false,"formAction":"https://yandex.com.tr/search","tld":"com.tr","suggestParams":{"srv":"serp_com_tr_desktop","wiz":"TrWth","yu":"6498721101753324557","lr":213,"uil":"tr","fact":1,"v":4,"use_verified":1,"safeclick":1,"skip_clickdaemon_host":1,"rich_nav":1,"verified_nav":1,"rich_phone":1,"use_favicon":1,"nav_favicon":1,"mt_wizard":1,"history":1,"nav_text":1,"maybe_ads":1,"icon":1,"hl":1,"n":10,"portal":1,"platform":"desktop","mob":0,"extend_fw":1,"suggest_entity_desktop":"1","entity_enrichment":"1","entity_max_count":"5"},"disableWebSuggest":false},"context":{"query":"","reqid":"1753324559875371-10642631203517806199-balancer-l7leveler-kubr-yp-klg-48-BAL","lr":"213","aliceDeeplink":"{\"text\":\"\"}"},"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"2c4pw01-0-1"},"ui":"desktop","service":"neurolib","fast":{"name":"neuro_library","subtype":"header"}}}}},"type":"neuro_library","subtype":"header"},"2c4p1":{"state":{"links":[{"id":"main","url":"/yacevap","title":"Ana Sayfa","target":"_self"},{"id":"technologies","url":"/yacevap/c/teknoloji","title":"Teknoloji","target":"_self"},{"id":"psychology-and-relationships","url":"/yacevap/c/psikoloji-ve-iliskiler","title":"Psikoloji ve İlişkiler","target":"_self"},{"id":"science-and-education","url":"/yacevap/c/bilim-ve-egitim","title":"Bilim ve Eğitim","target":"_self"},{"id":"food","url":"/yacevap/c/yemek","title":"Yemek","target":"_self"},{"id":"culture-and-art","url":"/yacevap/c/kultur-ve-sanat","title":"Kültür ve Sanat","target":"_self"},{"id":"tv-and-films","url":"/yacevap/c/filmler-ve-diziler","title":"Filmler ve Diziler","target":"_self"},{"id":"economics-and-finance","url":"/yacevap/c/ekonomi-ve-finans","title":"Ekonomi ve Finans","target":"_self"},{"id":"games","url":"/yacevap/c/oyun","title":"Oyun","target":"_self"},{"id":"sport","url":"/yacevap/c/spor","title":"Spor","target":"_self"},{"id":"beauty-and-style","url":"/yacevap/c/guzellik-ve-moda","title":"Güzellik ve Moda","target":"_self"},{"id":"useful-tips","url":"/yacevap/c/faydali-ipuclari","title":"Faydalı İpuçları","target":"_self"},{"id":"auto","url":"/yacevap/c/otomobil","title":"Otomobil","target":"_self"},{"id":"law","url":"/yacevap/c/hukuk","title":"Hukuk","target":"_self"},{"id":"travel","url":"/yacevap/c/seyahat","title":"Seyahat","target":"_self"},{"id":"animals-and-nature","url":"/yacevap/c/hayvanlar-ve-doga","title":"Hayvanlar ve doğa","target":"_self"},{"id":"health","url":"/yacevap/c/saglik","title":"Sağlık","target":"_self"},{"id":"other","url":"/yacevap/c/diger","title":"Diğer","target":"_self"}],"activeLinkId":"science-and-education","title":"Kategoriler","baobab":{"parentNode":{"context":{"genInfo":{"prefix":"2c4pw02-0-1"},"ui":"desktop","service":"neurolib","fast":{"name":"neuro_library","subtype":"header-categories"}}}}},"type":"neuro_library","subtype":"header-categories"},"2c4p2":{"state":{"tld":"com.tr","markdown":"**E üstel fonksiyonu** türevlenirken, **e^x** şeklinde yazılır ve türevi **e^x** olarak bulunur [```1```](https://www.ozeldersalani.com/turev-alma-kurallari-konu-anlatimi-ve-ornek-soru-cozumu)[```2```](https://esreforucov.cumhuriyet.edu.tr/Kaynaklar/Thomas-10.pdf).","sources":[{"sourceId":1,"url":"https://www.ozeldersalani.com/turev-alma-kurallari-konu-anlatimi-ve-ornek-soru-cozumu","title":"Türev Alma Kuralları Konu Anlatımı ve... | Özel Ders Alanı","shownUrl":"https://www.ozeldersalani.com/turev-alma-kurallari-konu-anlatimi-ve-ornek-soru-cozumu"},{"sourceId":2,"url":"https://esreforucov.cumhuriyet.edu.tr/Kaynaklar/Thomas-10.pdf","title":"Teğetler ve Türevler","shownUrl":"https://esreforucov.cumhuriyet.edu.tr/Kaynaklar/Thomas-10.pdf"},{"sourceId":3,"url":"https://ahmetcelen.com.tr/yt/turev/4.video.pdf","title":"Türev 4.Video Ders Notları - Ahmet Çelen","shownUrl":"https://ahmetcelen.com.tr/yt/turev/4.video.pdf"},{"sourceId":4,"url":"https://ferditurksever.wordpress.com/2016/05/31/turev-alma-kurallari/","title":"Türev Alma Kuralları | Ferdi Türksever","shownUrl":"https://ferditurksever.wordpress.com/2016/05/31/turev-alma-kurallari/"},{"sourceId":5,"url":"https://web.archive.org/web/20170705151445/http://docplayer.biz.tr/25100534-Unite-matematik-1-prof-dr-ahmet-kucuk-icindekiler-hedefler-turev-ve-turev-alma-kurallari-turev-turev-alma-kurallari.html","title":"ÜNİTE. MATEMATİK-1 Prof.Dr.Ahmet KÜÇÜK İÇİNDEKİLER...","shownUrl":"https://web.archive.org/web/20170705151445/http://docplayer.biz.tr/25100534-Unite-matematik-1-prof-dr-ahmet-kucuk-icindekiler-hedefler-turev-ve-turev-alma-kurallari-turev-turev-alma-kurallari.html"}],"isHermione":false,"headerProps":{"header":"E li ifadeler nasıl türevlenir?","homeUrl":"/yacevap","categoryUrl":"/yacevap/c/bilim-ve-egitim","categoryTitle":"Bilim ve Eğitim","canUseNativeShare":false,"extralinksItems":[{"variant":"reportFeedback","reportFeedback":{"feature":"YazekaAnswers","title":"Bu yanıtta yanlış olan ne?","checkBoxLabels":[{"value":"Uygunsuz veya aşağılayıcı yanıt"},{"value":"Soruma yanıt verilmedi"},{"value":"Bilgi hataları var"},{"value":"Bilgi yetersiz"},{"value":"Bilgi güncel değil"},{"value":"Görüntüleme hataları"},{"value":"Yanıtta kullanılan kaynaklar güvenilir değil"},{"value":"Bu soru için yanıt gerekmiyor"},{"value":"Diğer"}]}}],"tags":[{"href":"/yacevap/t/matematik","text":"#Matematik"},{"href":"/yacevap/t/turev","text":"#Türev"}]},"suggestProps":{"suggestItems":[{"id":-1,"url":"/search?text=E+li+ifadeler+nas%C4%B1l+t%C3%BCrevlenir%3F&promo=force_neuro","text":"Daha fazla bilgi"}]},"feedbackProps":{"feature":"YazekaAnswers","baseProps":{"metaFields":{"yandexuid":"6498721101753324557","reqid":"1753324559875371-10642631203517806199-balancer-l7leveler-kubr-yp-klg-48-BAL"}},"positiveCheckboxLabels":[{"value":"Yanıtı çok beğendim"},{"value":"Yanıtta gerekli bilgiler var"},{"value":"Kolay anlaşılır"},{"value":"Diğer"}],"negativeCheckboxLabels":[{"value":"Uygunsuz veya aşağılayıcı yanıt"},{"value":"Soruma yanıt verilmedi"},{"value":"Bilgi hataları var"},{"value":"Bilgi yetersiz"},{"value":"Bilgi güncel değil"},{"value":"Görüntüleme hataları"},{"value":"Yanıtta kullanılan kaynaklar güvenilir değil"},{"value":"Bu soru için yanıt gerekmiyor"},{"value":"Diğer"}]},"dialogStoreProps":{"baseUrl":"","baseUrlWs":""},"globalStoreProps":{"imageBackendUrl":"https://yandex.com.tr/images-apphost/image-download?cbird=171","query":"","retina":false,"avatarId":"0","isHermione":false,"isMacOS":false,"tld":"com.tr","isEmbeddedFuturis":false,"isLoggedIn":false,"brand":"yazeka","reqId":"1753324559875371-10642631203517806199-balancer-l7leveler-kubr-yp-klg-48-BAL","device":{"isIOS":false,"platform":"desktop"}},"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"2c4pw03-0-1"},"ui":"desktop","service":"neurolib","fast":{"name":"neuro_library","subtype":"question"}}}}},"type":"neuro_library","subtype":"question"},"2c4p3":{"state":{"relatedMaterials":[{"favicons":["https://favicon.yandex.net/favicon/v2/https://www.technopat.net/sosyal/konu/tuerev-ve-integraldeki-d-harfinin-anlami.846953/?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://forum.donanimhaber.com/d-dx-dy-dx-kavram-karisikligi--106787001?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://neanlamagelir360.com.tr/dx-ne-anlama-gelir?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://tr.khanacademy.org/math/differential-calculus/dc-diff-intro/dc-product-rule?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.dayibilir.com/soru/35389/turev-d-ne-demek?size=16&stub=1"],"href":"/yacevap/c/bilim-ve-egitim/q/turevde-d-dx-ne-anlama-gelir-1405364954","header":"Türevde d/dx ne anlama gelir?","teaser":"d/dx türevde, bir fonksiyonun x'e göre türevini ifade eder.","tags":[{"href":"/yacevap/t/matematik","text":"#Matematik"},{"href":"/yacevap/t/turev","text":"#Türev"},{"href":"/yacevap/t/kalkulus","text":"#Kalkülüs"}]},{"favicons":["https://favicon.yandex.net/favicon/v2/https://www.nonesecurity.com/x-in-turevi-nedir?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.ozeldersalani.com/turev-alma-kurallari-konu-anlatimi-ve-ornek-soru-cozumu?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://evrimagaci.org/turev-ve-integrali-gercekten-anlamak-turev-nedir-integral-nedir-2901?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.youtube.com/watch%3fv=S9ZgJPs9YGE?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://academy.patika.dev/blogs/detail/turev-nedir?size=16&stub=1"],"href":"/yacevap/c/bilim-ve-egitim/q/y-x-n-turevi-nedir-996053593","header":"Y=x^n türevi nedir?","teaser":"y = x^n fonksiyonunun türevi, y' = n x^(n-1) olarak bulunur.","tags":[{"href":"/yacevap/t/matematik","text":"#Matematik"},{"href":"/yacevap/t/turev","text":"#Türev"},{"href":"/yacevap/t/cebir","text":"#Cebir"}]},{"favicons":["https://favicon.yandex.net/favicon/v2/https://www.fonksiyon.gen.tr/e-fonksiyonunun-turevini-nasil-hesaplariz.html?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.ozeldersalani.com/turev-alma-kurallari-konu-anlatimi-ve-ornek-soru-cozumu?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://baskentadana.k12.tr/tr/blog/turev-ve-integrali-anlamak?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.derspresso.com.tr/matematik/turev/ustel-logaritma?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://tr.khanacademy.org/math/calculus-home/taking-derivatives-calc/logarithmic-differentiation-calc/v/calculus-derivative-of-x-x-x?size=16&stub=1"],"href":"/yacevap/c/bilim-ve-egitim/q/e-y-turevi-nasil-alinir-2555337244","header":"E^y türevi nasıl alınır?","teaser":"E^y fonksiyonunun türevi e^y şeklindedir.","tags":[{"href":"/yacevap/t/matematik","text":"#Matematik"},{"href":"/yacevap/t/turev","text":"#Türev"},{"href":"/yacevap/t/fonksiyonlar","text":"#Fonksiyonlar"}]},{"favicons":["https://favicon.yandex.net/favicon/v2/https://egitimbilgiportali.com.tr/e-uzeri-x-in-turevi?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://doku.tips/ex-in-trevi-neden-kendisine-eittir-nasl-acikliyorlar-merak-ettim.html?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://eodev.com/gorev/13519888?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.mmsrn.com/e-uzeri-x-in-turevi-ve-integrali/?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.fonksiyon.gen.tr/ex-fonksiyonu-nedir-ve-hangi-ozelliklere-sahiptir.html?size=16&stub=1"],"href":"/yacevap/c/bilim-ve-egitim/q/e-x-neden-kendi-turevi-1697516998","header":"E^x neden kendi türevi?","teaser":"e^x fonksiyonu, kendi türevine eşittir çünkü tabanı \"e\" olan bir üstel fonksiyonun türevi e^x'e eşittir. Matematiksel olarak bu, d(e^x)/dx = e^x şeklinde ifade edilir.","tags":[{"href":"/yacevap/t/matematik","text":"#Matematik"},{"href":"/yacevap/t/turev","text":"#Türev"}]},{"favicons":["https://favicon.yandex.net/favicon/v2/https://eodev.com/gorev/17087978?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.mmsrn.com/e-uzeri-x-in-turevi-ve-integrali/?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.ozeldersalani.com/turev-alma-kurallari-konu-anlatimi-ve-ornek-soru-cozumu?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.derspresso.com.tr/matematik/turev/ustel-logaritma?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.bylge.com/@pow/e-%C3%BCzeri-x'in-t%C3%BCrevi-TpvE9wvn4U?size=16&stub=1"],"href":"/yacevap/c/bilim-ve-egitim/q/e-uzeri-3-x-turevi-nasil-alinir-1443307016","header":"E üzeri 3x türevi nasıl alınır?","teaser":"E üzeri 3x ifadesinin türevi 3 e üzeri 3x şeklindedir.","tags":[{"href":"/yacevap/t/matematik","text":"#Matematik"},{"href":"/yacevap/t/turev","text":"#Türev"},{"href":"/yacevap/t/ilkogretim","text":"#İlköğretim"}]},{"favicons":["https://favicon.yandex.net/favicon/v2/https://www.fonksiyon.gen.tr/e-fonksiyonunun-turevini-nasil-hesaplariz.html?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.ozeldersalani.com/turev-alma-kurallari-konu-anlatimi-ve-ornek-soru-cozumu?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.dusunuyorumdergisi.com/wp-content/uploads/dergi-pdf/tureve_giris.pdf?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.universitego.com/turev-konu-anlatimi/?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.acilmatematik.com.tr/images/files/9fa39e61-f37b-40f1-8807-8bd7127af1b1.pdf?size=16&stub=1"],"href":"/yacevap/c/bilim-ve-egitim/q/turevde-e-nasil-bulunur-3261004588","header":"Türevde e nasıl bulunur?","teaser":"E fonksiyonunun türevi (e^x) yine kendisi olarak bulunur: f'(x) = e^x.","tags":[{"href":"/yacevap/t/matematik","text":"#Matematik"},{"href":"/yacevap/t/turev","text":"#Türev"},{"href":"/yacevap/t/fonksiyonlar","text":"#Fonksiyonlar"}]},{"favicons":["https://favicon.yandex.net/favicon/v2/https://www.ozeldersalani.com/turev-alma-kurallari-konu-anlatimi-ve-ornek-soru-cozumu?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.fonksiyon.gen.tr/uslu-fonksiyonlarin-turevini-nasil-bulabiliriz.html?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://academy.patika.dev/blogs/detail/turev-nedir?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://www.cepokul.com/gercek-sayilarin-uslu-ve-koklu-gosterimleri-ile-yapilan-islemler-9-sinif-matematik-6053/?size=16&stub=1","https://favicon.yandex.net/favicon/v2/https://orduodm.meb.gov.tr/meb_iys_dosyalar/2021_10/26102105_Uslu_ifadeler_1.pdf?size=16&stub=1"],"href":"/yacevap/c/bilim-ve-egitim/q/turevde-uslu-ifadeler-nasil-cozulur-2460580937","header":"Türevde üslü ifadeler nasıl çözülür?","teaser":"Türevde üslü ifadeler, kuvvet kuralı kullanılarak çözülür. Örnekler: - f(x) = x³ ise f'(x) = 3x². - g(x) = x^(-2) ise g'(x) = -2x^(-3). Ayrıca, köklü ifadeler de üslü fonksiyonlar gibi ele alınır ve türevi 1 / (2√x) gibi hesaplanır.","tags":[{"href":"/yacevap/t/matematik","text":"#Matematik"},{"href":"/yacevap/t/turev","text":"#Türev"},{"href":"/yacevap/t/usluifadeler","text":"#Üslüİfadeler"}]}],"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"2c4pw04-0-1"},"ui":"desktop","service":"neurolib","fast":{"name":"neuro_library","subtype":"related"}}}}},"type":"neuro_library","subtype":"related"},"2c4p4":{"state":{"tld":"com.tr","isIos":false,"isQuestionPage":true,"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"2c4pw05-0-1"},"ui":"desktop","service":"neurolib","fast":{"name":"neuro_library","subtype":"ask_question"}}}}},"type":"neuro_library","subtype":"ask_question"},"2c4p5":{"state":{"generalLinks":[{"id":"privacy-policy","text":"Gizlilik politikası","url":"https://yandex.com.tr/legal/privacy_policy/"},{"id":"terms-of-service","text":"Kullanıcı sözleşmesi","url":"https://yandex.com.tr/legal/tos/"},{"id":"report-error","text":"Hata bildir","url":"https://forms.yandex.com.tr/surveys/13748122.01a6645a1ef15703c9b82a7b6c521932ddc0e3f7/"},{"id":"about-company","text":"Şirket hakkında","url":"https://yandex.com.tr/project/portal/contacts/"}],"copyright":{"url":"https://yandex.com.tr","currentYear":2025},"socialLinks":[{"type":"tiktok","url":"https://redirect.appmetrica.yandex.com/serve/677728751613663494","title":"TikTok"},{"url":"https://redirect.appmetrica.yandex.com/serve/173325632992778150","type":"youtube","title":"Youtube"},{"url":"https://redirect.appmetrica.yandex.com/serve/677728793472889615","type":"facebook","title":"Facebook"},{"url":"https://redirect.appmetrica.yandex.com/serve/1182131906657966033","type":"instagram","title":"Instagram"},{"url":"https://redirect.appmetrica.yandex.com/serve/893945194569821080","type":"x","title":"X"}],"categoriesLink":[],"disclaimer":"Seçili sitelerdeki metinlere göre Yazeka tarafından oluşturulan yanıtlardır. Hatalar içerebilir. Önemli bilgileri kontrol ediniz.","baobab":{"parentNode":{"context":{"genInfo":{"prefix":"2c4pw06-0-1"},"ui":"desktop","service":"neurolib","fast":{"name":"neuro_library","subtype":"footer"}}}}},"type":"neuro_library","subtype":"footer"}}