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<style>
@font-face {
  font-family: "ING Display";
  src: url("/documents/IngBank/assets/css/font/INGDisplay-Bold.woff2")
      format("woff2"),
    url("/documents/IngBank/assets/css/font/INGDisplay-Bold.woff")
      format("woff");
  font-weight: 700;
  font-style: normal;
  font-display: swap;
  text-rendering: optimizeLegibility;
}

@font-face {
  font-family: "ING Me";
  src: url("/assets/font/INGMeWeb-Regular.woff2") format("woff2"),
    url("/assets/font/INGMeWeb-Regular.woff") format("woff"),
    url("/assets/font/INGMeWeb-Regular.ttf") format("truetype");
  font-weight: 400;
  font-style: normal;
  font-display: swap;
  text-rendering: optimizeLegibility;
}

@font-face {
  font-family: "ING Me";
  src: url("/assets/font/INGMeWeb-Bold.woff2") format("woff2"),
    url("/assets/font/INGMeWeb-Bold.woff") format("woff"),
    url("/assets/font/INGMeWeb-Bold.ttf") format("truetype");
  font-weight: 700;
  font-style: normal;
  font-display: swap;
  text-rendering: optimizeLegibility;
}

:root {
  /* Colors */
  --ing-orange: #ff6200;
  --ing-dark: #0d0804;
  --ing-white: #ffffff;
  --ing-bg-subtle: #f7f4f1;
  --ing-border-subtle: #f1ede9;
  --ing-pink: #ff68d5;
  --ing-purple: #b487ff;
  --ing-yellow: #ffe100;
  --ing-cyan: #bee8fe;
  --ing-dark-pink: #8f096a;
  --ing-light-blue: #89d6fd;
  --ing-quaternary: #bee8fe;

  /* Typography - Exact Figma values */
  --font-display: "ING Display", -apple-system;
  --font-body: "ING Me", -apple-system;

  /* Font Sizes */
  --fontSize-headline-xl: 36px;
  --fontSize-headline-lg: 32px;
  --fontSize-headline-sm: 24px;
  --fontSize-headline-xs: 18px;
  --fontSize-body-lg: 19px;
  --fontSize-body-md: 19px;
  --fontSize-body-sm: 16px;
  --fontSize-body-xs: 14px;
  --fontSize-label-lg: 19px;
  --fontSize-label-md: 16px;

  /* Line Heights */
  --lineHeight-md: 36px;
  --lineHeight-sm: 28.5px;
  --lineHeight-xs: 24px;
  --lineHeight-2xs: 21px;

  /* Spacing */
  --spacing-xs: 4px;
  --spacing-sm: 8px;
  --spacing-md: 16px;
  --spacing-lg: 20px;
  --spacing-xl: 24px;
  --spacing-2xl: 32px;

  /* Border Radius */
  --radius-sm: 8px;
  --radius-md: 16px;
  --radius-lg: 24px;
  --radius-full: 80px;

  /* Container */
  --container-max: 940px;
}

.refer-a-friend-page {
  margin: auto;
  display: flex;
  justify-content: center;
  font-family: var(--font-body);
}
.refer-a-friend-container {
  max-width: 940px;
}

.header-section {
  max-width: 620px;
}
.header-section .subtitle {
  font-size: 19px;
  font-weight: 400;
  color: #0d0804;
  margin-top: 16px;
  line-height: 150%;
  font-family: var(--font-body);
}

.hero-badge {
  display: flex;
  justify-content: center;
  align-items: center;
}
.badge-container {
  display: none;
  position: absolute;
  margin: 100px 55px 0 0;
}
.badge-content {
  color: white;
  position: absolute;
  z-index: 100;
  display: flex;
  flex-direction: column;
  align-items: center;
  width: 90px;
  padding: 20px 12px;
}
.badge-content .badge-price {
  display: flex;
  align-items: flex-end;
}
.badge-content span {
  font-family: var(--font-display);
  font-size: 24px;
  font-weight: 700;
  line-height: 28.5px;
}
.badge-content p {
  text-align: center;
  font-size: 12px;
  font-family: var(--font-body);
  font-weight: 700;
  line-height: 18px;
  margin: 0;
}
.badge-content .currency {
  font-family: var(--font-body);
  font-size: 16px;
  font-weight: 700;
  line-height: 24px;
  margin-left: 2px;
}

.hero-section {
  padding-top: 32px;
}
h1.heading {
  font-size: 36px;
  font-weight: 700;
  color: #ff6200;
  line-height: 100%;
  font-family: var(--font-display);
}
.invite-now-btn {
  cursor: pointer;
  width: 180px;
  height: 45px;
  background-color: #ff6200;
  border-radius: 80px;
  margin-top: 32px;
  border: none;
  color: #ffffff;
  font-weight: 700;
  font-size: 19px;
  line-height: 150%;
  font-family: var(--font-body);
}
.hero-img {
  height: 300px;
  width: 100%;
  background-repeat: no-repeat;
  object-fit: cover;
  object-position: center 20%;
  border-radius: 24px;
  margin-top: 32px;
}
.card-section {
  display: flex;
  flex-direction: column;
}
.info-text {
  display: flex;
  flex-direction: column;
}
.info-text h3.heading {
  display: flex;
  justify-content: center;
  color: #0d0804;
  font-weight: 700;
  font-size: 32px;
  margin: 48px 0 8px 0;
  line-height: 112.5%;
  font-family: var(--font-display);
}
.info-text p.subtitle {
  display: flex;
  justify-content: center;
  color: #0d0804;
  font-weight: 400;
  font-size: 19px;
  margin: 0 0 24px 0;
  line-height: 150%;
}
.cards-grid {
  cursor: grab;
  user-select: none;
  -webkit-user-select: none;
  -moz-user-select: none;
  -ms-user-select: none;
}

.cards-grid.dragging {
  scroll-snap-type: none;
  scroll-behavior: auto;
  cursor: grabbing;
}

.cards-grid.dragging .card {
  pointer-events: none;
}
.card-container {
  display: flex;
  gap: 20px;
  margin-bottom: 40px;
}
.card {
  width: 100%;
  background-color: #f7f4f1;
  border-radius: 24px;
  padding: 24px;
}
.card-title {
  font-size: 19px;
  font-weight: 700;
  color: #0d0804;
  margin: 16px 0 -8px 0;
  line-height: 126%;
  font-family: var(--font-display);
}
.card p {
  margin-top: 8px;
  line-height: 150%;
  font-size: 16px;
  font-weight: 400;
  color: #0d0804;
  font-family: var(--font-body);
}
.ingli-olmanin-zamani {
  display: flex;
  margin: 80px 0;
  flex-direction: row;
  align-items: center;
  gap: 20px;
}
.ingli-olmanin-zamani .content h3 {
  font-size: 32px;
  font-weight: 700;
  color: #0d0804;
  line-height: 112.5%;
  font-family: var(--font-display);
}
.ingli-olmanin-zamani .content p {
  font-size: 19px;
  font-weight: 400;
  color: #0d0804;
  line-height: 150%;
  margin-top: 16px;
}
.ingli-olmanin-zamani .content {
  margin-left: 80px;
}
.ingli-olmanin-zamani .content ul {
  list-style: none;
  margin-top: 16px;
  font-size: 16px;
  font-weight: 400;
  color: #0d0804;
  line-height: 150%;
}
.ingli-olmanin-zamani .content li {
  display: flex;
  align-items: center;
  margin: 2px 0;
}
.ingli-olmanin-zamani .content svg {
  margin-right: 6px;
}

.ingli-olmanin-zamani button {
  cursor: pointer;
  color: #ffffff;
  background-color: #0d0804;
  border: none;
  padding: 11px 17px;
  border-radius: 80px;
  font-size: 19px;
  font-weight: 700;
  margin-top: 16px;
  font-family: var(--font-body);
}
.promotions button {
  cursor: pointer;
  color: #ffffff;
  background-color: #0d0804;
  border: none;
  padding: 11px 17px;
  border-radius: 80px;
  font-size: 19px;
  font-weight: 700;
  margin-top: 16px;
  font-family: var(--font-body);
}

.ingli-ol-img {
  height: 460px;
  width: 460px;
  border-radius: 24px;
  object-fit: cover;
}
.application-details {
  display: flex;
  margin: 40px 0 80px 0;
  flex-direction: row;
  align-items: center;
  gap: 20px;
}
.app-qr {
  display: flex;
  flex-direction: column;
  margin-right: 80px;
}
.app-qr h3 {
  font-size: 32px;
  font-weight: 700;
  color: #0d0804;
  line-height: 112.5%;
  font-family: var(--font-display);
}
.app-qr p {
  margin-top: 8px;
  font-size: 19px;
  font-weight: 400;
  color: #0d0804;
  line-height: 150%;
}
.app-qr span {
  margin: 8px 0 16px 0;
  font-size: 19px;
  font-weight: 700;
  color: #0d0804;
  margin-top: 24px;
}
.app-qr img {
  display: flex;
}
.app-indir-qr-code {
  display: flex;
  flex-direction: column;
  align-items: flex-start;
}
.app-indir-button {
  cursor: pointer;
  display: none;
}
.reward-details {
  background-color: #bee8fe;
  height: 460px;
  width: 460px;
  border-radius: 24px;
}
.reward-content {
  padding: 81px 50px;
}
.promotions {
  display: flex;
  background-color: #ff6200;
  border-radius: 24px;
  padding: 32px 150px;
  flex-direction: column;
  align-items: center;
  margin: 32px 0;
}
.promotions h2 {
  color: #ffffff;
  font-weight: 700;
  font-size: 32px;
  margin-top: 24px;
  text-align: center;
  line-height: 112.5%;
  font-family: var(--font-display);
}
.promotions p {
  color: #ffffff;
  font-weight: 400;
  font-size: 19px;
  margin-top: 8px;
  text-align: center;
  line-height: 150%;
}

/* Campaign Terms Section */
.campaign-terms {
  padding: 32px 0;
  margin-top: 32px;
  font-size: 16px;
  line-height: 150%;
  font-weight: 400;
  color: #0d0804;
}
.campaign-terms-container {
  position: relative;
}
.campaign-terms h2 {
  font-family: var(--font-display);
  font-size: 32px;
  font-weight: 700;
  color: #0d0804;
  margin: 0 0 24px 0;
}
.campaign-terms-body {
  position: relative;
  max-height: 160px;
  overflow: hidden;
  transition: max-height 0.4s ease;
}
.campaign-terms-body.expanded {
  max-height: 3000px;
}
.campaign-terms-text {
  font-size: 16px;
  font-weight: 400;
  color: #6c6763;
  line-height: 1.6;
  margin: 0;
}
.campaign-terms-overlay {
  position: absolute;
  bottom: 0;
  left: 0;
  right: 0;
  height: 64px;
  background: linear-gradient(
    to bottom,
    rgba(255, 255, 255, 0) 0%,
    rgba(255, 255, 255, 1) 100%
  );
  pointer-events: none;
  transition: opacity 0.3s ease;
}
.campaign-terms-body.expanded + .campaign-terms-overlay {
  opacity: 0;
}
.campaign-terms-toggle {
  display: inline-flex;
  position: absolute;
  align-items: center;
  justify-content: center;
  gap: 8px;
  background: transparent;
  border: 2px solid #0d0804;
  border-radius: 80px;
  color: #0d0804;
  font-size: 16px;
  font-weight: 700;
  cursor: pointer;
  padding: 8px 16px;
  margin-top: 24px;
  min-width: 163px;
  height: 36px;
  transition: background-color 0.2s ease, color 0.2s ease;
}

.campaign-terms-toggle svg {
  transition: transform 0.3s ease;
}
.campaign-terms-toggle.expanded svg {
  transform: rotate(180deg);
}

/* FAQ Section */
.faq-section {
  padding: var(--spacing-2xl) 0px;
}

.faq-container {
  padding: var(--spacing-sm) 0;
}

.faq-heading {
  font-family: var(--font-display);
  font-size: var(--fontSize-headline-lg);
  font-weight: 700;
  line-height: var(--lineHeight-md);
  color: var(--ing-dark);
  margin-bottom: var(--spacing-xl);
}

.accordion-list {
  display: flex;
  flex-direction: column;
}

.accordion-item {
  border-bottom: 1px solid rgba(13, 8, 4, 0.1);
}

.accordion-item:first-child {
  border-top: 1px solid rgba(13, 8, 4, 0.1);
}

.accordion-header {
  display: flex;
  align-items: center;
  justify-content: space-between;
  padding: var(--spacing-md) 0;
  cursor: pointer;
  font-family: var(--font-body);
  font-size: var(--fontSize-body-lg);
  font-weight: 700;
  line-height: var(--lineHeight-sm);
  color: var(--ing-dark);
  list-style: none;
}

.accordion-header::-webkit-details-marker {
  display: none;
}

.accordion-icon {
  width: 24px;
  height: 24px;
  display: flex;
  align-items: center;
  justify-content: center;
  flex-shrink: 0;
  color: var(--ing-dark);
  transition: transform 0.3s ease;
}

.accordion-icon svg {
  width: 12px;
  height: 7px;
}

details[open] .accordion-icon {
  transform: rotate(180deg);
}

.accordion-content {
  padding: 0 0 var(--spacing-md);
  font-family: var(--font-body);
  font-size: var(--fontSize-body-sm);
  font-weight: 400;
  line-height: var(--lineHeight-xs);
  color: var(--ing-dark);
}

@media screen and (max-width: 767px) {
  .hero-badge {
    padding: 0 20px;
  }
  .header-section {
    padding: 0 20px;
  }
  .badge-container {
    display: none;
  }
  .campaign-terms {
    padding: 0px 20px 52px 20px;
    margin-top: 0;
  }
  .campaign-terms h2 {
    font-family: var(--font-display);
    font-size: 24px;
  }
  .hero-section {
    display: flex;
    flex-direction: column-reverse;
    padding-top: 0px;
  }
  h1.heading {
    margin-top: 24px;
    font-size: 28px;
    font-weight: 700;
    color: #ff6200;
    line-height: 100%;
    font-family: var(--font-display);
  }
  .invite-now-btn {
    cursor: pointer;
    margin-top: 24px !important;
    width: 100%;
    height: 45px;
    background-color: #ff6200;
    border-radius: 80px;
    margin-top: 5px;
    border: none;
    color: #ffffff;
    font-weight: 700;
    font-size: 19px;
    font-family: var(--font-body);
  }
  .info-text h3.heading {
    display: flex;
    justify-content: flex-start;
    color: #0d0804;
    font-weight: 700;
    font-size: 24px;
    margin: 32px 0 8px 0;
    line-height: 118.75%;
    font-family: var(--font-display);
  }
  .info-text p.subtitle {
    display: flex;
    justify-content: center;
    color: #0d0804;
    font-weight: 400;
    font-size: 16px;
    margin: 0 0 24px 0;
    line-height: 150%;
  }
  .card-section {
    margin: 0 23px;
  }
  .card-container {
    display: flex;
    gap: 20px;
    margin-bottom: 40px;
    flex-direction: column;
    align-items: center;
  }
  .ingli-olmanin-zamani {
    display: flex;
    margin: 32px 20px;
    flex-direction: column;
    align-items: center;
    gap: 20px;
  }

  .ingli-olmanin-zamani .content h3 {
    display: flex;
    justify-content: flex-start;
    color: #0d0804;
    font-weight: 700;
    font-size: 24px;
    margin: 32px 0 8px 0;
    line-height: 118.75%;
    font-family: var(--font-display);
  }
  .ingli-olmanin-zamani .content {
    margin-left: 0;
  }
  .ingli-ol-img {
    height: 188px;
    width: 100%;
  }
  .application-details {
    display: flex;
    margin: 32px 0;
    flex-direction: column-reverse;
    align-items: center;
    gap: 20px;
  }
  .app-qr h3 {
    display: flex;
    justify-content: flex-start;
    color: #0d0804;
    font-weight: 700;
    font-size: 24px;
    margin: 32px 0 8px 0;
    line-height: 118.75%;
    font-family: var(--font-display);
  }
  .app-qr {
    padding: 0 20px;
    display: flex;
    flex-direction: column;
    margin-right: 0px;
  }
  .app-indir-qr-code {
    display: none;
  }
  .app-indir-button {
    cursor: pointer;
    margin: 24px 0 32px 0;
    width: max-content;
    display: flex;
    color: #ffffff;
    background-color: #0d0804;
    border: none;
    padding: 11px 17px;
    border-radius: 80px;
    font-size: 19px;
    font-weight: 700;
    font-family: var(--font-body);
  }
  .faq-section {
    padding: var(--spacing-2xl) 20px;
  }
  .reward-details {
    background-color: #bee8fe;
    height: 335px;
    width: 335px;
    border-radius: 24px;
  }
  .reward-content {
    padding: 55px 32px;
  }
  .reward-content img {
    width: 272px;
    height: 225px;
  }
  .promotions {
    border-radius: 0px;
    padding: 32px 20px 56px 20px;
    flex-direction: column;
    align-items: center;
    margin: 32px 0;
  }
  .faq {
    padding: 32px 20px;
  }
  ul li,
  ol li {
    font-size: 16px !important;
    font-family: var(--font-body) !important;
    font-weight: 400;
  }
}

</style>
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" 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Kazandıran Davet: Sevdiklerinizle birlikte 2.500 TL nakit promosyon
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Sevdiklerinizi ING&rsquo;li yapın, hem siz hem de sevdikleriniz 2.500
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<h6 class="card-title">1. Referans kodunu paylaşın</h6>
<p>
Referans kodunu oluşturun ve hen&uuml;z ING&rsquo;li olmayan
sevdiklerinle paylaşın.
</p>
</div>
<div class="card">
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<path d="M48.4047 19.2402C48.4047 19.2402 48.404 19.2389 48.4026 19.2382C48.4026 19.2368 48.4033 19.2354 48.4033 19.2347C48.4206 19.112 48.2001 18.9796 47.9108 18.9387C47.8706 18.9332 47.831 18.9325 47.7929 18.9339C47.564 18.9242 47.3823 18.9838 47.3587 19.0843C47.3566 19.0857 47.3552 19.0864 47.3552 19.0864C47.3552 19.0864 47.3559 19.0878 47.3573 19.0885C47.3573 19.0898 47.3566 19.0912 47.3566 19.0919C47.3393 19.2146 47.5598 19.347 47.8491 19.3879C47.8893 19.3934 47.9289 19.3941 47.967 19.3927C48.1959 19.4024 48.3776 19.3428 48.4012 19.2423C48.4033 19.2409 48.4047 19.2402 48.4047 19.2402Z" fill="#A3422E"></path>
<path d="M48.2624 18.0669C48.2138 18.4093 48.4531 18.7268 48.7958 18.7746C49.1384 18.8231 49.4561 18.584 49.5039 18.2416C49.5525 17.8992 49.3132 17.5818 48.9706 17.5339C48.6279 17.4861 48.3109 17.7245 48.2624 18.0669Z" fill="#A3422E"></path>
<path d="M46.3771 16.8756C46.3077 17.3691 46.6511 17.8252 47.1449 17.8952C47.6388 17.9645 48.0952 17.6214 48.1652 17.1279C48.2346 16.6344 47.8912 16.1784 47.3974 16.1084C46.9028 16.0391 46.4464 16.3828 46.3771 16.8756Z" fill="#A3422E"></path>
<path d="M47.6195 16.3501C47.5501 16.8436 47.8935 17.2997 48.3873 17.3697C48.8812 17.439 49.3376 17.0959 49.4077 16.6024C49.477 16.1089 49.1337 15.6529 48.6398 15.5829C48.146 15.5135 47.6889 15.8573 47.6195 16.3501Z" fill="#A3422E"></path>
<path d="M48.4669 16.2539C48.3976 16.7474 48.7409 17.2034 49.2348 17.2734C49.7286 17.3427 50.185 16.9996 50.2551 16.5062C50.3244 16.0127 49.9811 15.5566 49.4872 15.4866C48.9934 15.4166 48.537 15.7604 48.4669 16.2539Z" fill="#A3422E"></path>
<path d="M49.934 16.9505C49.8646 17.444 50.2079 17.9001 50.7018 17.9701C51.1957 18.0394 51.6521 17.6963 51.7221 17.2028C51.7915 16.7093 51.4481 16.2532 50.9543 16.1832C50.4604 16.1132 50.0033 16.457 49.934 16.9505Z" fill="#A3422E"></path>
<path d="M49.1621 17.8091C49.1093 18.182 49.3695 18.5271 49.7426 18.5798C50.1158 18.6325 50.4612 18.3726 50.5139 17.9997C50.5666 17.6268 50.3065 17.2816 49.9334 17.2289C49.5602 17.1763 49.2148 17.4362 49.1621 17.8091Z" fill="#A3422E"></path>
<path d="M48.9913 18.7814C48.9302 19.2139 49.2313 19.6138 49.6641 19.6748C50.0969 19.7358 50.4971 19.435 50.5581 19.0025C50.6192 18.57 50.3175 18.1701 49.8853 18.1091C49.4525 18.0474 49.0516 18.3489 48.9913 18.7814Z" fill="#A3422E"></path>
<path d="M61.4788 32.9623L62.927 34.5676L64.4156 32.2769L62.4568 31.3536L61.4788 32.9623Z" fill="#FFD4C2"></path>
<path d="M63.8892 35.9879C64.1021 35.9075 64.2096 35.6698 64.1292 35.457L63.2552 33.1455L62.4839 33.4366L63.3579 35.7481C63.4383 35.9609 63.6762 36.0677 63.8892 35.9879Z" fill="#FFD4C2"></path>
<path d="M65.4127 36.688C65.6402 36.6742 65.8129 36.4787 65.7991 36.2521L65.6874 34.4375L64.8647 34.4881L64.9764 36.3027C64.9903 36.5293 65.1859 36.7019 65.4127 36.688Z" fill="#FFD4C2"></path>
<path d="M65.0251 36.5027C65.2478 36.4548 65.3893 36.2365 65.3421 36.014L64.962 34.2362L64.156 34.4081L64.5361 36.1859C64.5833 36.4091 64.8025 36.5505 65.0251 36.5027Z" fill="#FFD4C2"></path>
<path d="M64.3756 32.238L63.6675 32.6592L64.9777 34.8587L65.6858 34.4375L64.3756 32.238Z" fill="#FFD4C2"></path>
<path d="M64.0266 32.4321L63.2964 32.8135L64.4829 35.0818L65.2131 34.7004L64.0266 32.4321Z" fill="#FFD4C2"></path>
<path d="M63.7571 34.4657C63.7571 34.4657 63.5914 34.1233 63.5532 34.0075C63.4741 33.7677 63.7377 33.6825 63.8431 33.8668C63.9104 33.9853 64.1109 34.388 64.2753 34.6757C64.1865 33.9306 64.2475 32.7197 64.2475 32.7197L62.9026 33.6568L63.7571 34.4657Z" fill="#FFD4C2"></path>
<path d="M62.5768 31.4265L57.3434 28.0046C56.6713 27.5651 55.7696 27.7668 55.3492 28.4509C54.8984 29.1849 55.1973 30.1477 55.9846 30.497L61.5676 32.9756L62.5768 31.4265Z" fill="#FFD4C2"></path>
<path d="M51.4067 24.1831L57.3434 28.0042L56.0248 30.5181L50.2664 27.8316L51.4067 24.1831Z" fill="#FFD4C2"></path>
<path d="M53.2767 25.0014C53.2767 25.0014 51.7722 23.2312 50.2511 24.1807C49.2127 24.8288 48.8215 26.1422 49.4298 27.2041C50.0388 28.2652 52.6219 29.1989 52.6219 29.1989L53.2767 25.0014Z" fill="#232144"></path>
<path d="M53.108 29.6567L54.7304 25.5113L52.1675 24.1472L51.5737 29.0572L53.108 29.6567Z" fill="#232144"></path>
<path d="M47.5751 19.6304C47.5674 19.6304 47.5612 19.6325 47.5542 19.6332C47.6382 19.6907 47.684 19.8127 47.6597 19.9423C47.643 20.031 47.5966 20.1045 47.5376 20.1495C47.5536 20.1523 47.5709 20.1544 47.5896 20.1537C47.9011 20.1447 48.1508 20.0206 48.1466 19.8758C48.1424 19.7316 47.8865 19.6214 47.5751 19.6304Z" fill="white"></path>
<path d="M47.4877 21.5186L46.8739 21.3945C46.8281 21.3855 46.7983 21.3404 46.808 21.2947L46.8753 20.9606C46.8843 20.9149 46.9294 20.8851 46.9752 20.8948L47.2151 20.9433C47.4218 20.9849 47.5557 21.1866 47.5134 21.3931L47.4877 21.5186Z" fill="#A3422E"></path>
<path d="M48.0681 28.3536H52.5128L50.2509 24.1818L48.0681 26.0441V28.3536Z" fill="#232144"></path>
<path d="M50.1869 17.5065L49.9004 17.4402L49.2424 20.2782L49.5289 20.3445L50.1869 17.5065Z" fill="#A3422E"></path>
<path d="M31.4081 19.772C31.3512 19.6687 31.2277 19.6153 31.1098 19.6514C30.9752 19.693 30.899 19.8351 30.9406 19.9702C30.9669 20.0555 31.0335 20.1171 31.1133 20.14C31.1285 20.1303 31.1431 20.1206 31.1577 20.1102C31.2985 20.0076 31.3713 19.8718 31.4081 19.772Z" fill="black"></path>
<path d="M47.5537 19.6333C47.2818 19.6631 47.2832 20.1039 47.537 20.1504C47.596 20.1046 47.6425 20.0318 47.6591 19.9431C47.6834 19.8128 47.6376 19.6908 47.5537 19.6333Z" fill="#1D1D1B"></path>
<path d="M37.2831 15.9226L37.2963 16.0176L36.7386 16.7287L36.6838 16.6857L37.2831 15.9226Z" fill="#763427"></path>
</g>
<defs>
<clippath id="clip0_6029_2590">
<rect width="80" height="80" fill="white"></rect>
</clippath>
</defs>
</svg>
<h6 class="card-title">2. Sevdikleriniz ING&rsquo;li olsun</h6>
<p>
Sevdikleriniz sizin referans kodunuz ile ING&rsquo;li olsun ve
belirtilen kampanyaların birinden yararlansın.
</p>
</div>
<div class="card">
<svg xmlns="http://www.w3.org/2000/svg" width="80" height="80" viewbox="0 0 80 80" fill="none">
<path d="M62.135 27.3051H17.54V72.0001H62.135V27.3051Z" fill="#F7931E"></path>
<path d="M63.2799 26.5649H16.3999V36.9149H63.2799V26.5649Z" fill="#FAA332"></path>
<path d="M44.185 19.295H35.49V72H44.185V19.295Z" fill="#7070FF"></path>
<path d="M50.53 26.545C56.195 26.545 61.02 26.015 62.915 21.06C64.815 16.105 62.345 10.545 57.4 8.64498C54.48 7.51998 51.13 7.91498 48.55 9.68498C45.195 11.98 43.785 16.165 41.65 19.45C40.65 20.985 39.68 22.54 38.695 24.085C38.54 24.33 37.41 26.55 37.125 26.55H50.525L50.53 26.545ZM41.055 24.515C43.42 21.17 45.73 17.79 48.015 14.39C49.905 11.58 53.025 9.98498 56.39 11.28C59.88 12.625 61.625 16.545 60.285 20.045C58.945 23.545 55.77 24.26 51.54 24.26L41.055 24.515Z" fill="#7070FF"></path>
<path d="M42.5251 26.545L36.6051 17.25C35.7001 15.83 34.8701 14.37 34.0501 12.9C31.7601 8.805 26.7601 6.905 22.2551 8.64C17.3101 10.54 14.8451 16.1 16.7401 21.055C18.6401 26.01 23.4601 26.54 29.1251 26.54H42.5251V26.545ZM28.1151 24.26C23.8851 24.26 20.7101 23.545 19.3701 20.045C18.0301 16.545 19.7751 12.625 23.2651 11.28C26.3201 10.105 29.7001 11.295 31.3901 13.955C32.5251 15.735 33.6551 17.515 34.8751 19.24L38.6001 24.515L28.1151 24.26Z" fill="#7070FF"></path>
</svg>
<h6 class="card-title">3. Nakit promosyonunuzu alın</h6>
<p>
Koşulları sağlayan her yeni ING&rsquo;li i&ccedil;in 2.500 TL nakit
kazanın.
</p>
</div>
</div>
</div>
<div class="application-details">
<div class="app-qr">
<h3>Ger&ccedil;ek zamanlı takip</h3>
<p>
Davet ettiğin kişileri ve kazandığınız nakit promosyonları ING Mobil
&uuml;zerinden dilediğiniz an takip edebilirsiniz.
</p>
<button type="button" class="app-indir-button" onclick="window.open('http://www.ing.com.tr/mobil', '_blank')">
ING Mobil'i indir
</button>
<div class="app-indir-qr-code">
<span>ING Mobil&rsquo;i indir</span>
<img alt="ING Mobil'e y&ouml;nlendiren karekod" src="/F/Documents/newassets/ing-mobil-qr.png" />
</div>
</div>
<div class="reward-details">
<div class="reward-content">
<img alt="ING Arkadaşını Davet Et kampanyası &ouml;d&uuml;l ve kazan&ccedil; takip ekranı" src="/F/Documents/newassets/reward.png" />
</div>
</div>
</div>
<div class="ingli-olmanin-zamani">
<img alt="Elindeki mobil telefona bakarak kahkaha atan kadın" src="/F/Documents/newassets/elindeki-mobil-telefona-bakarak-kahkaha-atan-kadin.jpg" class="ingli-ol-img" />
<div class="content">
<h3>ING'li olmanın tam zamanı.</h3>
<p>Hemen ING'nin avantajlarla dolu dijital d&uuml;nyasına adım atın.</p>
<ul>
    <li>
    <svg width="20" height="20" viewbox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
    <path fill-rule="evenodd" clip-rule="evenodd" d="M6.66675 15.5833L1.66675 10.3916L2.86758 9.23496L7.27841 13.8158L16.6784 4.41663L17.8567 5.59496L7.85675 15.595C7.64175 15.8091 7.08841 16.02 6.66675 15.5833Z" fill="#FF6200"></path>
    </svg>5.000 TL nakit promosyon
    </li>
    <li>
    <svg width="20" height="20" viewbox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
    <path fill-rule="evenodd" clip-rule="evenodd" d="M6.66675 15.5833L1.66675 10.3916L2.86758 9.23496L7.27841 13.8158L16.6784 4.41663L17.8567 5.59496L7.85675 15.595C7.64175 15.8091 7.08841 16.02 6.66675 15.5833Z" fill="#FF6200"></path>
    </svg>Masrafsız bankacılık
    </li>
    <li>
    <svg width="20" height="20" viewbox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
    <path fill-rule="evenodd" clip-rule="evenodd" d="M6.66675 15.5833L1.66675 10.3916L2.86758 9.23496L7.27841 13.8158L16.6784 4.41663L17.8567 5.59496L7.85675 15.595C7.64175 15.8091 7.08841 16.02 6.66675 15.5833Z" fill="#FF6200"></path>
    </svg>%45 faiz oranı Turuncu Hesap&rsquo;ta
    </li>
    <li>
    <svg width="20" height="20" viewbox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
    <path fill-rule="evenodd" clip-rule="evenodd" d="M6.66675 15.5833L1.66675 10.3916L2.86758 9.23496L7.27841 13.8158L16.6784 4.41663L17.8567 5.59496L7.85675 15.595C7.64175 15.8091 7.08841 16.02 6.66675 15.5833Z" fill="#FF6200"></path>
    </svg>%1,69 faizle 50.000 TL&rsquo;ye varan nakit fırsatı
    </li>
    <li>
    <svg width="20" height="20" viewbox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
    <path fill-rule="evenodd" clip-rule="evenodd" d="M6.66675 15.5833L1.66675 10.3916L2.86758 9.23496L7.27841 13.8158L16.6784 4.41663L17.8567 5.59496L7.85675 15.595C7.64175 15.8091 7.08841 16.02 6.66675 15.5833Z" fill="#FF6200"></path>
    </svg>Emeklilere &ouml;zel 32.000 TL&rsquo;ye varan promosyon
    </li>
    <li>
    <svg width="20" height="20" viewbox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
    <path fill-rule="evenodd" clip-rule="evenodd" d="M6.66675 15.5833L1.66675 10.3916L2.86758 9.23496L7.27841 13.8158L16.6784 4.41663L17.8567 5.59496L7.85675 15.595C7.64175 15.8091 7.08841 16.02 6.66675 15.5833Z" fill="#FF6200"></path>
    </svg>12.000 &uuml;cretsiz ATM
    </li>
</ul>
<button type="button" class="be-ing-member-btn" onclick="window.open('http://www.ing.com.tr/mobil', '_blank')">
Hemen ING'li ol
</button>
</div>
</div>
<div class="promotions">
<h2>Sevdiklerinizi ING'li yapın, 2.500 TL nakit promosyon kazanın.</h2>
<p>
ING'li yaptığınız her kişi i&ccedil;in&nbsp;2.500 TL nakit
promosyon&nbsp;sizin olsun. &Uuml;stelik kişi sınırı yok, ne kadar
&ccedil;ok kişiyi ING'li yaparsanız o kadar &ccedil;ok kazanırsınız.
</p>
<button type="button" class="be-ing-member-btn" onclick="window.open('http://www.ing.com.tr/mobil', '_blank')">
Hemen ING'li ol
</button>
</div>
<section class="section faq-section">
<div class="faq-container">
<h2 class="faq-heading">Sık&ccedil;a sorulan sorular</h2>
<div class="accordion-list">
<details class="accordion-item">
<summary class="accordion-header">
<span>Arkadaşını Getir kampanyasından nasıl yararlanabilirim?</span>
<span class="accordion-icon"><svg xmlns="http://www.w3.org/2000/svg" width="12" height="7" viewbox="0 0 12 7" fill="none">
<path fill-rule="evenodd" clip-rule="evenodd" d="M5.33338 6.27618C5.59404 6.53685 6.01538 6.53685 6.27604 6.27618L11.6094 0.942846L10.6667 0.000179768L5.80471 4.86218L0.94271 0.000179768L4.1008e-05 0.942846L5.33338 6.27618Z" fill="currentColor"></path>
</svg></span>
</summary>
<div class="accordion-content">
<p>
ING Mobil&rsquo;de &ldquo;Size &Ouml;zel Teklifler&rdquo;
alanına girerek size &ouml;zel referans kodunuzu alabilir ve bu
kodu arkadaşlarınızla paylaşabilirsiniz. Kodunuzla ING
m&uuml;şterisi olan her kişi i&ccedil;in kampanya şartları
tamamlandığında 2.500 TL nakit promosyon kazanırsınız.
</p>
</div>
</details>
<details class="accordion-item">
<summary class="accordion-header">
<span>Referans kodumu nereden alabilirim?</span>
<span class="accordion-icon"><svg xmlns="http://www.w3.org/2000/svg" width="12" height="7" viewbox="0 0 12 7" fill="none">
<path fill-rule="evenodd" clip-rule="evenodd" d="M5.33338 6.27618C5.59404 6.53685 6.01538 6.53685 6.27604 6.27618L11.6094 0.942846L10.6667 0.000179768L5.80471 4.86218L0.94271 0.000179768L4.1008e-05 0.942846L5.33338 6.27618Z" fill="currentColor"></path>
</svg></span>
</summary>
<div class="accordion-content">
<p>
Referans kodunuzu ING Mobil uygulamasında yer alan &ldquo;Size
&Ouml;zel Teklifler&rdquo; alanından
g&ouml;r&uuml;nt&uuml;leyebilir ve buradan kolayca
paylaşabilirsiniz.
</p>
</div>
</details>
<details class="accordion-item">
<summary class="accordion-header">
<span>Nasıl promosyon kazanırım?</span>
<span class="accordion-icon"><svg xmlns="http://www.w3.org/2000/svg" width="12" height="7" viewbox="0 0 12 7" fill="none">
<path fill-rule="evenodd" clip-rule="evenodd" d="M5.33338 6.27618C5.59404 6.53685 6.01538 6.53685 6.27604 6.27618L11.6094 0.942846L10.6667 0.000179768L5.80471 4.86218L0.94271 0.000179768L4.1008e-05 0.942846L5.33338 6.27618Z" fill="currentColor"></path>
</svg></span>
</summary>
<div class="accordion-content">
<p>Promosyon kazanabilmeniz i&ccedil;in arkadaşınızın,</p>
<ul>
    <li>
    Sizin referans kodunuzla ING Mobil &uuml;zerinden m&uuml;şteri
    olma s&uuml;recini tamamlaması
    </li>
    <li>
    &ldquo;Size &Ouml;zel Teklifler&rdquo; alanında yer alan
    &ldquo;Yeni ING&rsquo;lilere 5.000 TL&rsquo;ye varan
    fırsat&rdquo; kampanyasına, &ldquo;Katıl&rdquo; tuşuna basarak
    katılması
    </li>
    <li>
    Kendi adına başka bankadaki hesabından, ING&rsquo;deki vadesiz
    TL hesabına, her ay en az 22.000 TL&rsquo;yi tek seferde
    EFT/FAST ile g&ouml;ndermesi
    </li>
    <li>
    &nbsp;Bu işlemin 3 ay boyunca aynı şekilde tekrarlanması
    gerekir&nbsp;
    </li>
</ul>
Yukarıdaki şartlar sağlandığı durumda, hem siz, hem de arkadaşınız
2.500 TL nakit promosyon kazanırsınız.
</div>
</details>
<details class="accordion-item">
<summary class="accordion-header">
<span>Ka&ccedil; arkadaşımı davet edebilirim?</span>
<span class="accordion-icon"><svg xmlns="http://www.w3.org/2000/svg" width="12" height="7" viewbox="0 0 12 7" fill="none">
<path fill-rule="evenodd" clip-rule="evenodd" d="M5.33338 6.27618C5.59404 6.53685 6.01538 6.53685 6.27604 6.27618L11.6094 0.942846L10.6667 0.000179768L5.80471 4.86218L0.94271 0.000179768L4.1008e-05 0.942846L5.33338 6.27618Z" fill="currentColor"></path>
</svg></span>
</summary>
<div class="accordion-content">
<p>
Kampanyada kişi sınırı bulunmamaktadır; istediğiniz kadar
arkadaşınızı davet edebilir ve her biri i&ccedil;in ayrı ayrı
promosyon kazanabilirsiniz.
</p>
</div>
</details>
<details class="accordion-item">
<summary class="accordion-header">
<span>Promosyon ne zaman hesabıma yatar?</span>
<span class="accordion-icon"><svg xmlns="http://www.w3.org/2000/svg" width="12" height="7" viewbox="0 0 12 7" fill="none">
<path fill-rule="evenodd" clip-rule="evenodd" d="M5.33338 6.27618C5.59404 6.53685 6.01538 6.53685 6.27604 6.27618L11.6094 0.942846L10.6667 0.000179768L5.80471 4.86218L0.94271 0.000179768L4.1008e-05 0.942846L5.33338 6.27618Z" fill="currentColor"></path>
</svg></span>
</summary>
<div class="accordion-content">
<p>
T&uuml;m kampanya şartları sağlandıktan sonra promosyon
&ouml;demesi, şartların tamamlandığı ayın bitimini takiben en
ge&ccedil; 15 iş g&uuml;n&uuml; i&ccedil;inde hesabınıza
yatırılır. (&Ouml;rneğin, Mayıs ayında davet ettiğiniz
arkadaşınız, Mayıs, Haziran ve Temmuz aylarında, ING&rsquo;deki
vadesiz TL hesabına, EFT/FAST ile para g&ouml;ndererek, kampanya
şartlarını yerine getirdiği durumda, &ouml;deme en ge&ccedil; 15
Ağustos tarihinde ger&ccedil;ekleştirilir.) Promosyonun
yatırılabilmesi i&ccedil;in ING&rsquo;de aktif bir vadesiz TL
hesabınızın bulunması gerekmektedir.
</p>
</div>
</details>
</div>
</div>
</section>
<div class="campaign-terms">
<div class="campaign-terms-container">
<h2>Kampanya koşulları</h2>
<div class="campaign-terms-body" id="campaignTermsBody">
<ul>
    <li>
    Kampanya 1 Mayıs - 30 Haziran 2026 tarihleri arasında
    ge&ccedil;erlidir.
    </li>
    <li>
    Davet i&ccedil;in kişi sınırı yoktur. İstediğiniz kadar farklı
    kişiyi davet edebilirsiniz.&nbsp;
    </li>
    <li>
    Kampanya sadece mobil kanallar aracılığı ile m&uuml;şteri olma
    durumunda ge&ccedil;erlidir.&nbsp;
    </li>
    <li>
    ING, m&uuml;şterinin programı k&ouml;t&uuml; niyetle veya
    kurallara aykırı şekilde kullandığını tespit ederse, katılımını
    iptal edebilir ve sağlanan avantajları geri alabilir. Ayrıca,
    kazanılan &ouml;d&uuml;l&uuml;n iadesini talep eder, iade
    ger&ccedil;ekleşmezse yasal işlem başlatma hakkını saklı
    tutar.&nbsp;
    </li>
    <li>
    Arkadaşını Getir Kampanyasında referans kodu ile m&uuml;şteri olan
    kişinin başka bankadaki kendi adına olan hesabından bankamızdaki
    vadesiz TL hesabına aralıksız 3 ay boyunca EFT/FAST
    y&ouml;ntemiyle tek seferde minimum 22.000 TL g&ouml;ndermesi
    gerekir.&nbsp;
    </li>
    <li>
    Arkadaşını Getir Kampanyasında EFT/FAST g&ouml;nderiminin tek
    seferde en az 22.000 TL olacak şekilde direkt olarak vadesiz TL
    hesabına yapılması gerekir. Par&ccedil;alı g&ouml;nderimler ile
    22.000 TL'ye ulaşılması kampanya koşulunun sağlanması i&ccedil;in
    yeterli değildir.&nbsp;
    </li>
    <li>
    Arkadaşını Getir Kampanyasında g&ouml;nderimlerin direkt vadesiz
    TL hesabına yapılması gerekir. EFT/FAST ile vadesiz hesaba
    g&ouml;nderim yapılıp oradan farklı bir hesaba yapılan
    g&ouml;nderimler kapsam dışıdır.&nbsp;
    </li>
    <li>
    Arkadaşını Getir Kampanyasında elektronik para hizmetleri
    kuruluşları &uuml;zerinden yapılan para g&ouml;nderimleri
    kampanyaya dahil değildir.&nbsp;
    </li>
    <li>
    Arkadaşını Getir Kampanyasında referans kodu ile m&uuml;şteri olan
    kişinin, vadesiz TL hesabına a&ccedil;ılış tarihinden itibaren en
    ge&ccedil; 45 g&uuml;n i&ccedil;inde, ilk 22.000 TL'yi başka
    bankadaki kendi adına olan hesabından bankamızdaki vadesiz TL
    hesabına EFT/FAST y&ouml;ntemiyle tek seferde g&ouml;ndermesi
    gerekir.&nbsp;
    </li>
    <li>
    Arkadaşını Getir Kampanyasında g&ouml;nderilen paranın 1 takvim
    g&uuml;n&uuml; boyunca vadesiz TL hesabından ING i&ccedil;indeki
    farklı hesap t&uuml;rlerine (Turuncu, vadeli, vs.)
    g&ouml;nderilmemesi ve ayrıca vadesiz TL hesabından başka bir
    banka hesabına g&ouml;nderilmemesi, sadece vadesiz TL hesabında
    tutulması gerekir. Para girişinin sağlandığı g&uuml;n vadesiz TL
    hesabına toplam net para girişinin en az 22.000 TL olması gerekir.
    Vadesiz TL hesabına giren toplam para girişi tutarı ile vadesiz TL
    hesabından toplam para &ccedil;ıkışı (EFT/FAST/HAVALE ya da
    ATM'den para &ccedil;ekimi yolu ile) arasındaki fark 22.000 TL'den
    k&uuml;&ccedil;&uuml;k ise kampanya koşulu sağlanmış
    sayılmaz.&nbsp;
    </li>
    <li>
    Arkadaşını Getir Kampanyasında vadesiz TL hesabına para
    g&ouml;nderildiği g&uuml;n, vadesiz TL hesabından kredi, fatura,
    Destek Hesap ve kredi kartı &ouml;demesi yapılması halinde
    g&uuml;n sonunda net bakiye 22.000 TL altına kalırsa kampanya
    kapsamına dahil olunmamış sayılır.&nbsp;
    </li>
    <li>
    ING &ouml;nceden haber vermeksizin kampanya koşullarında
    değişiklik yapma ve/veya kampanyayı iptal etme hakkını saklı
    tutar.&nbsp;
    </li>
    <li>
    T&uuml;m koşullar sağlandığında promosyon &ouml;demeleri,
    koşulların sağlandığı ayın bitiminden en ge&ccedil; 15 iş
    g&uuml;n&uuml; i&ccedil;inde m&uuml;şterilerin hesabına
    aktarılacaktır.&nbsp;
    </li>
    <li>
    Nakit promosyon &ouml;d&uuml;l&uuml;n&uuml;n kazanılması
    i&ccedil;in referans kodu ile davet edilen kişinin ilk kez ING
    m&uuml;şterisi olması gerekmektedir.&nbsp;
    </li>
    <li>
    Kampanya kapsamında referans kodu ile davet edilen kişiye, ING
    m&uuml;şterisi olma adımında, ilgili reg&uuml;lasyonlara uyumluluk
    kapsamında "sır talimatı" sunulur. Davet edilenin bu talimata onay
    vermediği hallerde kampanya niteliği gereği, davet eden kişi nakit
    promosyon &ouml;d&uuml;l&uuml;nden faydalanamaz.&nbsp;
    </li>
    <li>
    Arkadaşını Getir Kampanyası, D&uuml;zenli Gelirini Getir
    Kampanyası ile birleştirilemez.&nbsp;
    </li>
    <li>
    ING Mobil &gt; Size &Ouml;zel Teklifler alanında bulunan referans
    kodunun kullanımına dair her t&uuml;rl&uuml; sorumluluk, kodu
    temin eden kişiye aittir. İlgili kodun kampanya kapsamı dışında
    kullanımı, reklam amacıyla yayılması, &ccedil;eşitli sosyal
    mecralarda paylaşımının yapılması, dolandırıcılığa sebebiyet
    verilebilecek şekilde kullanılması gibi durumlar da dahil olmak
    &uuml;zere ancak bu durumlarla sınırlı kalmaksızın t&uuml;m
    benzeri yasal olmayan kullanımlar halinde doğabilecek t&uuml;m
    zararlarda ING'nin herhangi bir sorumluluğu bulunmaz ve yasal
    yollara başvuru hakkı saklıdır. Yasal olmayan kullanımlardan
    &ouml;t&uuml;r&uuml; ING'nin herhangi bir zarara uğraması halinde
    bu zararın tazmini i&ccedil;in ilgili kişiye r&uuml;cu hakkı
    saklıdır.&nbsp;
    </li>
    <li>
    Kampanyaya katılan herkes kampanya koşullarını kabul etmiş
    sayılır.
    </li>
</ul>
</div>
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