https://hu.yourketo.diet/

ID de exploración:
c195e2c8-df53-4b7d-a2f9-5625486d618cFinalizado
URL enviada:
https://hu.yourketo.diet/Redireccionado
Informe finalizado:

Enlaces: 2 encontrados

Los enlaces salientes identificados en la página

EnlaceTexto
https://support.yourketo.diet/hu/support/homeSúgó
https://blog.yourketo.dietBlog

Variables JavaScript: 55 encontradas

Las variables JavaScript globales cargadas en el objeto de ventana de una página son variables declaradas fuera de las funciones y a las que se puede acceder desde cualquier lugar del código en el ámbito actual

NombreTipo
0object
onbeforetoggleobject
documentPictureInPictureobject
onscrollendobject
__cfQRobject
backEndVarsobject
_toConsumableArrayfunction
_nonIterableSpreadfunction
_unsupportedIterableToArrayfunction
_iterableToArrayfunction

Mensajes de registro de la consola: 4 encontrados

Mensajes registrados en la consola web

TipoCategoríaRegistro
errornetwork
URL
https://hu.yourketo.diet/
Texto
Failed to load resource: the server responded with a status of 403 ()
warningsecurity
URL
https://hu.yourketo.diet/cdn-cgi/scripts/7d0fa10a/cloudflare-static/rocket-loader.min.js
Texto
A preload for 'https://hu.yourketo.diet/js/s2s.js?id=d5da43157be0ddc9e62563e554c36c05' is found, but is not used because the request credentials mode does not match. Consider taking a look at crossorigin attribute.
warningother
URL
https://hu.yourketo.diet/
Texto
The resource https://hu.yourketo.diet/js/s2s.js?id=d5da43157be0ddc9e62563e554c36c05 was preloaded using link preload but not used within a few seconds from the window's load event. Please make sure it has an appropriate `as` value and it is preloaded intentionally.
warningother
URL
https://connect.facebook.net/en_US/fbevents.js
Texto
Unrecognized feature: 'attribution-reporting'.

HTML

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          <span class="bg-theta-gradient text-4.5xl bg-clip-text font-bold text-transparent md:max-w-[30%]">01</span>
          <div class="md:pl-7.5 text-1xl font-semibold md:max-w-[70%]">Azonnali és ingyenes diéta profil</div>
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              <li class="bg-delta p-7.5 shadow-card space-y-5 rounded-lg text-left rtl:text-right md:flex md:items-center md:justify-between md:space-y-0">
          <span class="bg-theta-gradient text-4.5xl bg-clip-text font-bold text-transparent md:max-w-[30%]">02</span>
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              <li class="bg-delta p-7.5 shadow-card space-y-5 rounded-lg text-left rtl:text-right md:flex md:items-center md:justify-between md:space-y-0">
          <span class="bg-theta-gradient text-4.5xl bg-clip-text font-bold text-transparent md:max-w-[30%]">03</span>
          <div class="md:pl-7.5 text-1xl font-semibold md:max-w-[70%]">Személyre szabott</div>
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              <li class="bg-delta p-7.5 shadow-card space-y-5 rounded-lg text-left rtl:text-right md:flex md:items-center md:justify-between md:space-y-0">
          <span class="bg-theta-gradient text-4.5xl bg-clip-text font-bold text-transparent md:max-w-[30%]">04</span>
          <div class="md:pl-7.5 text-1xl font-semibold md:max-w-[70%]">Egy előfizetés mind fölött</div>
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              <li class="bg-delta p-7.5 shadow-card space-y-5 rounded-lg text-left rtl:text-right md:flex md:items-center md:justify-between md:space-y-0">
          <span class="bg-theta-gradient text-4.5xl bg-clip-text font-bold text-transparent md:max-w-[30%]">05</span>
          <div class="md:pl-7.5 text-1xl font-semibold md:max-w-[70%]">Részletes keto diéta útmutató</div>
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  <section class="px-5 md:pb-5 lg:pb-8">
  <h1 class="mx-auto mt-50px mb-30px text-3.5xl max-w-lg text-center font-bold">Csatlakozz több, mint <span class="bg-clip-text bg-theta-gradient-4 text-transparent font-bold">5.8M+</span> ügyfelek a világon</h1>
  <div id="ScrollToQuiz" class="mx-auto mb-50px flex max-w-quiz items-center justify-center" data-e2e="get-started-button">
    <a href="#quiz-top" class="max-w-[80%] cursor-pointer text-xl font-semibold underline">
      Fogj neki</a>
    <svg class="ml-2 rtl:rotate-180" width="24px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
      <path fill-rule="evenodd" clip-rule="evenodd" d="M8.293 5.293a1 1 0 0 1 1.414 0l6 6a1 1 0 0 1 0 1.414l-6 6a1 1 0 0 1-1.414-1.414L13.586 12 8.293 6.707a1 1 0 0 1 0-1.414z" fill="currentColor"></path>
    </svg>
  </div>
</section>
  <div class="md:w-132 w-full space-y-5 px-5 md:relative md:mx-auto md:px-0">
  <img class="shadow-card h-auto w-full rounded-main lg:absolute lg:left-[56.3%] lg:top-1/2 lg:z-10 lg:w-auto lg:-translate-x-1/3 lg:-translate-y-1/2 lg:right-[-89.5%] lg:rtl:left-auto lg:rtl:right-[-43.8%] rtl:lg:-translate-x-2/3" data-src="https://assets.appsforfit.com/assets/img/keto-v3/what-you-get.jpg" alt="healthy-food">
  <section class="bg-delta px-7.5 py-7.5 shadow-card lg:w-81 rounded-main lg:relative lg:right-[22.9%] lg:z-30 lg:rtl:left-[22.9%] rtl:lg:right-auto">
    <div class="pb-60px">
      <h3 class="mb-2.5 text-base font-bold"><span class="bg-clip-text bg-theta-gradient text-transparent">Yourketo.diet</span></h3>
      <h1 class="text-3.5xl font-bold">Amit kínálunk számodra</h1>
    </div>
    <ul class="w-full">
              <li class=" border-b border-bash  flex items-start justify-start py-[14px]">
          <svg class="shrink-0" xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none">
  <circle cx="12" cy="12" r="12" fill="url(#keto-v3-1)"></circle>
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      <stop offset="1" stop-color="#BF51E8"></stop>
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    <linearGradient id="light-green-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
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      <stop offset="1" stop-color="#21bb5a"></stop>
      <stop offset="1" stop-color="#21bb5a"></stop>
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    <linearGradient id="light-pink-blue-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#fc438c"></stop>
      <stop offset="1" stop-color="#fc438c"></stop>
      <stop offset="1" stop-color="#fc438c"></stop>
    </linearGradient>
    <linearGradient id="storm-blue-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#5594d3"></stop>
      <stop offset="1" stop-color="#5594d3"></stop>
      <stop offset="1" stop-color="#5594d3"></stop>
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    <linearGradient id="grey-haze-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#7396d1"></stop>
      <stop offset="1" stop-color="#7396d1"></stop>
      <stop offset="1" stop-color="#7396d1"></stop>
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    <linearGradient id="ruby-sky-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
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      <stop offset="1" stop-color="#ff7d7b"></stop>
      <stop offset="1" stop-color="#ff7d7b"></stop>
    </linearGradient>
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</svg>
          <span class="ml-3.5 max-w-[82%] text-base font-normal rtl:mr-3.5">Lépésről-lépésre haladó útmutató videók</span>
        </li>
              <li class=" border-b border-bash  flex items-start justify-start py-[14px]">
          <svg class="shrink-0" xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none">
  <circle cx="12" cy="12" r="12" fill="url(#keto-v3-1)"></circle>
  <path d="m9.75 15.127-2.602-2.602a.748.748 0 0 0-1.058 1.057l3.135 3.136a.747.747 0 0 0 1.058 0l7.935-7.935a.748.748 0 0 0-1.058-1.058l-7.41 7.402z" fill="#fff"></path>
  <defs>
    <linearGradient id="keto-v3-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#F53373"></stop>
      <stop offset="1" stop-color="#BF51E8"></stop>
      <stop offset="1" stop-color="#BF51E8"></stop>
    </linearGradient>
    <linearGradient id="light-green-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#21bb5a"></stop>
      <stop offset="1" stop-color="#21bb5a"></stop>
      <stop offset="1" stop-color="#21bb5a"></stop>
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    <linearGradient id="light-pink-blue-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#fc438c"></stop>
      <stop offset="1" stop-color="#fc438c"></stop>
      <stop offset="1" stop-color="#fc438c"></stop>
    </linearGradient>
    <linearGradient id="storm-blue-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#5594d3"></stop>
      <stop offset="1" stop-color="#5594d3"></stop>
      <stop offset="1" stop-color="#5594d3"></stop>
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    <linearGradient id="grey-haze-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
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      <stop offset="1" stop-color="#7396d1"></stop>
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    <linearGradient id="ruby-sky-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
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      <stop offset="1" stop-color="#ff7d7b"></stop>
      <stop offset="1" stop-color="#ff7d7b"></stop>
    </linearGradient>
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</svg>
          <span class="ml-3.5 max-w-[82%] text-base font-normal rtl:mr-3.5">Egyszerűen elkészíthető, ínycsiklandozó receptek</span>
        </li>
              <li class=" border-b border-bash  flex items-start justify-start py-[14px]">
          <svg class="shrink-0" xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none">
  <circle cx="12" cy="12" r="12" fill="url(#keto-v3-1)"></circle>
  <path d="m9.75 15.127-2.602-2.602a.748.748 0 0 0-1.058 1.057l3.135 3.136a.747.747 0 0 0 1.058 0l7.935-7.935a.748.748 0 0 0-1.058-1.058l-7.41 7.402z" fill="#fff"></path>
  <defs>
    <linearGradient id="keto-v3-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#F53373"></stop>
      <stop offset="1" stop-color="#BF51E8"></stop>
      <stop offset="1" stop-color="#BF51E8"></stop>
    </linearGradient>
    <linearGradient id="light-green-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
      <stop stop-color="#21bb5a"></stop>
      <stop offset="1" stop-color="#21bb5a"></stop>
      <stop offset="1" stop-color="#21bb5a"></stop>
    </linearGradient>
    <linearGradient id="light-pink-blue-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
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      <stop offset="1" stop-color="#fc438c"></stop>
      <stop offset="1" stop-color="#fc438c"></stop>
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    <linearGradient id="storm-blue-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
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      <stop offset="1" stop-color="#5594d3"></stop>
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    <linearGradient id="grey-haze-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
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      <stop offset="1" stop-color="#7396d1"></stop>
      <stop offset="1" stop-color="#7396d1"></stop>
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    <linearGradient id="ruby-sky-1" x1="0" y1="12" x2="24" y2="12" gradientUnits="userSpaceOnUse">
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      <stop offset="1" stop-color="#ff7d7b"></stop>
      <stop offset="1" stop-color="#ff7d7b"></stop>
    </linearGradient>
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</svg>
          <span class="ml-3.5 max-w-[82%] text-base font-normal rtl:mr-3.5">Nyomtatható heti bevásárlólista a szükséges hozzávalókkal</span>
        </li>
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          <span class="ml-3.5 max-w-[82%] text-base font-normal rtl:mr-3.5">A szokásaid és preferenciáid alapján előre kiszámolt adagok</span>
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  <h1 class="mt-50px mb-30px text-3.5xl mx-auto max-w-lg px-5 text-center font-bold">
  Mi az a <span class="bg-clip-text bg-theta-gradient-6 text-transparent font-bold">YourKeto Diéta</span>
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      <span class="text-tau">A keto igazán egyszerű</span> - zsírokat eszel, hogy zsírt égess. A <span class="text-tau">keto életmód</span> alapgondolata az, hogy <span class="text-tau">megtanítja a tested</span> arra, hogy leváltsa a glükózt, mint elsőleges energiaforrást, és helyette inkább <span class="text-tau">zsírt égessen energiaként</span>.
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      <span class="text-tau">A keto a szénhidrátbevitel drasztikus csökkentésével jár</span>, vagyis a napi kalóriabevitel nem több, mint 5%-ára, valamint a <span class="text-tau">zsírokat 75%-ra, a fehérjét pedig 20%-ra</span> kell növelni. Az emberek szerte a világon <span class="text-tau">megőrülnek a diétáért</span>, hiszen a követése számos előnyt kínál.
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