pluszaksmutnypou.com
Open in
urlscan Pro
2620:127:f00f:9::
Public Scan
URL:
https://pluszaksmutnypou.com/
Submission: On April 01 via api from US — Scanned from US
Submission: On April 01 via api from US — Scanned from US
Form analysis
3 forms found in the DOMGET /search
<form action="/search" method="get" class="search-bar " role="search">
<div class="drawer__inner-section">
<div class="grid grid-small flex-nowrap align-center">
<div class="grid__item flex-fill"><!-- /snippets/search-bar.liquid -->
<div class="input-group">
<input type="search" name="q" value="" placeholder="Przeszukaj nasz sklep!" class="search-input input-group-field" aria-label="Przeszukaj nasz sklep!" required="required" data-focus="">
<input type="hidden" name="type" value="product,article,page">
<input type="hidden" name="options[prefix]" value="last" aria-hidden="true">
<button type="submit" class="btn btn--primary btn--square input-group-btn" aria-label="Szukaj" title="Szukaj">
<span class="btn__text">
<span class="material-icons-outlined" aria-hidden="true">search</span>
</span>
</button>
</div>
</div>
<div class="grid__item flex-auto">
<button type="button" class="btn btn-square-small drawer__close-button js-drawer-close" aria-label="Zamknij menu" title="Zamknij menu">
<span class="material-icons-outlined" aria-hidden="true">close</span>
</button>
</div>
</div>
</div>
<div class="dbtfy dbtfy-smart_search" tabindex="-1" data-limit="4" data-resources-type="collection,product,article,page">
<div class="dbtfy-smart-search-wrapper">
<div class="ss-section-title ss-loading text-center" hidden=""></div>
<div id="ss-section-wrapper" class="ss-section-wrapper" hidden=""></div>
</div>
</div>
</form>
POST /cart/add
<form method="post" action="/cart/add" id="product_form_9046468297048" accept-charset="UTF-8" class="pf-product-form" enctype="multipart/form-data" data-productid="9046468297048"><input type="hidden" name="form_type" value="product"><input
type="hidden" name="utf8" value="✓">
<div class="sc-furwcr dAWGlU pf-10_ pf-r pf-r-eh" style="--s-xs:15px;--s-lg:16px" data-pf-type="Row">
<div class="pf-c" style="--c-xs:12;--c-sm:6;--c-md:6;--c-lg:6">
<div data-pf-type="Column" class="sc-fHeRUh cCunWv pf-11_">
<div data-product-id="9046468297048" data-media-id="10610061557" data-pf-type="ProductMedia2" class="sc-ciFQTS iNpOVP pf-12_">
<div class="sc-bzPmhk iWPnFm pf-lg-list-position-b pf-md-list-position-b pf-sm-list-position-b pf-xs-list-position-b product-media2-inner">
<div class="sc-kHdrYz huniOY pmw pf-main-media-wrapper">
<div data-pf-type="MediaMain" class="sc-jYmNlR ccyqpI pf-13_ pf-main-media">
<div class="sc-dGXBhE jBJUmr">
<div class="pf-media-slider scrollfix has-loaded" data-id="slider-d21979e1-e149-415c-9777-3b147247dd0a" data-snap-slider="slider-d21979e1-e149-415c-9777-3b147247dd0a" data-snap-slider-slides=".pf-slide-main-media"
data-snap-slider-align="" data-snap-slider-start="1" data-snap-slider-loop="false" style="scroll-snap-type: x mandatory;">
<div class="pf-slide-main-media is-current is-visible" data-media-type="image" data-media-id="46877845848408" tabindex="-1" data-active="true" style="scroll-snap-stop: always;"><img loading="lazy" class="sc-jWaEpP dGLinu active"
data-action="0" alt="SmutnyPou" width="3024" height="3024" src="//pluszaksmutnypou.com/cdn/shop/files/IMG_2529.jpg?v=1709579486"></div>
<div class="pf-slide-main-media" data-media-type="image" data-media-id="46877845881176" tabindex="-1" aria-hidden="true" style="scroll-snap-stop: always;"><img loading="lazy" class="sc-jWaEpP dGLinu active" data-action="0"
alt="SmutnyPou" width="3024" height="3024" src="//pluszaksmutnypou.com/cdn/shop/files/IMG_2536.jpg?v=1709579486"></div>
<div class="pf-slide-main-media" data-media-type="image" data-media-id="46877845913944" tabindex="-1" aria-hidden="true" style="scroll-snap-stop: always;"><img loading="lazy" class="sc-jWaEpP dGLinu active" data-action="0"
alt="SmutnyPou" width="3024" height="3024" src="//pluszaksmutnypou.com/cdn/shop/files/IMG_1069.jpg?v=1709579486"></div> <button aria-label="Previous" type="button" class="pf-slider-prev nav-style-1"
style="visibility:hidden"></button><button aria-label="Next" type="button" class="pf-slider-next nav-style-1" style=""></button>
</div>
</div>
</div>
<div data-product-id="9046468297048" data-pf-type="ProductBadge" class="sc-lhMiDA dfNFsi pf-16_">
<script>
window.__pagefly_variant_stock = window.__pagefly_variant_stock || {};
window.__pagefly_product_collections = window.__pagefly_product_collections || {};
window.__pagefly_product_collections[9046468297048] = [{
"id": 631464231256,
"handle": "frontpage",
"updated_at": "2024-03-07T09:48:00+01:00",
"published_at": "2024-03-04T19:45:57+01:00",
"sort_order": "best-selling",
"template_suffix": null,
"published_scope": "global",
"title": "Home page",
"body_html": null
}];
window.__pagefly_collections_count = 1;
window.__pagefly_variant_stock[47890071191896] = 0;
</script>-<span data-badge-type="discount">29</span>%
</div>
</div>
<div class="sc-bxDdli hioTnr pf-14_ pf-list-media " data-pf-type="MediaList2">
<div class="pf-media-slider scrollfix has-loaded" style="--dpi-xs: 0%; --gap-xs: 10px; scroll-snap-type: x mandatory;" data-id="slider-1979e1e1-4911-4c17-b73b-147247dd0a30" data-snap-slider="slider-1979e1e1-4911-4c17-b73b-147247dd0a30"
data-snap-slider-slides=".pf-slide-list-media" data-snap-slider-align="" data-snap-slider-start="1" data-snap-slider-loop="false"><button aria-label="Previous" type="button" class="pf-slider-prev nav-style-1" style=""></button><button
aria-label="Next" type="button" class="pf-slider-next nav-style-1" style="visibility:hidden"></button>
<div class="sc-PZsNp fbGEzI pf-15_ pf-slide-list-media is-current is-visible" data-img-id="46877845848408" data-media-type="image" data-pf-type="MediaListItem2" tabindex="-1" data-active="true" style="scroll-snap-stop: always;"><img
src="//pluszaksmutnypou.com/cdn/shop/files/IMG_2529.jpg?v=1709579486" alt="SmutnyPou" loading="lazy"></div>
<div class="sc-PZsNp fbGEzI pf-15_ pf-slide-list-media is-visible" data-img-id="46877845881176" data-media-type="image" data-pf-type="MediaListItem2" tabindex="-1" aria-hidden="true" style="scroll-snap-stop: always;"><img
src="//pluszaksmutnypou.com/cdn/shop/files/IMG_2536.jpg?v=1709579486" alt="SmutnyPou" loading="lazy"></div>
<div class="sc-PZsNp fbGEzI pf-15_ pf-slide-list-media is-visible" data-img-id="46877845913944" data-media-type="image" data-pf-type="MediaListItem2" tabindex="-1" aria-hidden="true" style="scroll-snap-stop: always;"><img
src="//pluszaksmutnypou.com/cdn/shop/files/IMG_1069.jpg?v=1709579486" alt="SmutnyPou" loading="lazy"></div>
</div>
</div>
</div>
</div>
</div>
</div>
<div class="pf-c" style="--c-xs:12;--c-sm:6;--c-md:6;--c-lg:6">
<div data-pf-type="Column" class="sc-fHeRUh cCunWv pf-17_">
<h3 data-product-type="title" data-product-id="9046468297048" data-pf-type="ProductTitle" class="sc-gHjyzD ccGMLq pf-18_">SmutnyPou</h3>
<div data-show-button="true" data-more="" data-less="" data-product-type="content" data-product-id="9046468297048" data-pf-type="ProductDescription" class="sc-cjrPHo bMtXgY pf-19_" data-loaded-des="true"><span>Czasem nawet najszczęśliwsi z
nas mają dni, gdy chmurki zawisają nad głową. Dlatego przedstawiamy Ci naszego niezastąpionego towarzysza - SmutegoPou! Ten uroczy pluszak nie tylko wnosi do Twojego życia miękką przytulność, ale również przypomina, że każdy zasługuje na
odrobinę zrozumienia, nawet w najgorsze dni.</span></div>
<div data-pf-type="Block" class="sc-gIDmLj ieLWJW pf-20_">
<div data-pf-type="Block" class="sc-gIDmLj ieLWJW pf-21_">
<i class="sc-jUosCB eNYMOK pf-22_ pfa pfa-star" data-pf-type="Icon"></i><i class="sc-jUosCB eNYMOK pf-23_ pfa pfa-star" data-pf-type="Icon"></i><i class="sc-jUosCB eNYMOK pf-24_ pfa pfa-star" data-pf-type="Icon"></i><i class="sc-jUosCB eNYMOK pf-25_ pfa pfa-star" data-pf-type="Icon"></i><i class="sc-jUosCB eNYMOK pf-26_ pfa pfa-star" data-pf-type="Icon"></i>
</div>
<h3 tabindex="0" spellcheck="false" data-pf-type="Heading2" class="sc-kHOZwM hRBLBR pf-27_">14 opini</h3>
</div>
<div data-pf-type="ProductPrice2" class="sc-fmWebE kXMhJN pf-29_">
<div data-product-type="price" data-product-id="9046468297048" data-product-price="true" data-pf-type="ProductPrice2Item" class="sc-jdhwqr eyTezE pf-30_">49,99 zł</div>
<div data-product-type="compare_at_price" data-product-id="9046468297048" data-pf-type="ProductPrice2Item" class="sc-jdhwqr eyTezE pf-31_">69,99 zł</div>
</div>
<div data-pf-type="Block" class="sc-gIDmLj ieLWJW pf-32_">
<div data-product-id="9046468297048" data-hidespinner="true" data-pf-type="ProductQuantity" class="sc-iuqRDJ jbHeHu pf-33_" listener="true"><button data-quantity-action="decrease" type="button" data-pf-type="QuantityButton"
class="sc-eBTqsU gGtDdq pf-34_" disabled="disabled"><svg style="--h-xs:30" viewBox="0 -20 50 50" fill="currentColor">
<path d="M47.9167 0.833374H2.08333C0.932292 0.833374 0 1.76567 0 2.91671V7.08337C0 8.23442 0.932292 9.16671 2.08333 9.16671H47.9167C49.0677 9.16671 50 8.23442 50 7.08337V2.91671C50 1.76567 49.0677 0.833374 47.9167 0.833374Z"></path>
</svg></button><input min="1" type="number" data-hidespinner="true" name="quantity" data-variants-continue="" data-pf-type="QuantityField" class="sc-iseIHH hAfRVI pf-35_" value="1"><button data-quantity-action="increase" type="button"
data-pf-type="QuantityButton" class="sc-eBTqsU gGtDdq pf-36_"><svg style="--h-xs:30" viewBox="0 0 50 50" fill="currentColor">
<path
d="M47.9167 20.8333H29.1667V2.08333C29.1667 0.932292 28.2344 0 27.0833 0H22.9167C21.7656 0 20.8333 0.932292 20.8333 2.08333V20.8333H2.08333C0.932292 20.8333 0 21.7656 0 22.9167V27.0833C0 28.2344 0.932292 29.1667 2.08333 29.1667H20.8333V47.9167C20.8333 49.0677 21.7656 50 22.9167 50H27.0833C28.2344 50 29.1667 49.0677 29.1667 47.9167V29.1667H47.9167C49.0677 29.1667 50 28.2344 50 27.0833V22.9167C50 21.7656 49.0677 20.8333 47.9167 20.8333Z">
</path>
</svg></button></div><button data-product-id="9046468297048" data-checkout="cart" data-soldout="Sold out" data-adding="Adding..." data-added="Thank you!" name="add" type="button" tabindex="0" spellcheck="false"
data-pf-type="ProductATC2" class="sc-hLVXRe iAiEtQ pf-175_ animate-float"><i class="sc-jUosCB eNYMOK pf-174_ pfaV4 pfaV4-shopping-cart" data-pf-type="Icon"></i>Dodaj do koszyka</button>
</div>
<div data-pf-type="Giraffly" class="sc-eQxpLG kGvvRo pf-39_">
<div class="giraffly-trust-badge">
<div class="trust-badge-65e9643356c0f-62163716-411709794355">
<div class="giraffly-right-Bar-Preview-Example giraffly-animated ainfinite ">
<div class="giraffly-right-Bar-Preview-width" style="width:100%;">
<h3 style="text-transform: none;">Bezpieczne płatności z:</h3>
<div>
<div class="giraffly-right-Bar-Preview-div-svg"><svg height="100%" viewBox="0 0 115 80" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" fill="url(#paint0__0linear)"></rect>
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" stroke="#E8E8E8"></rect>
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" stroke="#EDEDED"></rect>
<path d="M50.4333 54.1032H43.0616L47.6724 25.5176H55.0436L50.4333 54.1032Z" fill="#00579F"></path>
<path
d="M77.1561 26.217C75.7021 25.6386 73.3959 25 70.5443 25C63.2646 25 58.1383 28.8923 58.1068 34.4571C58.0464 38.5628 61.7771 40.8433 64.5674 42.2122C67.4194 43.6111 68.3889 44.5242 68.3889 45.7711C68.3599 47.6861 66.0843 48.5689 63.962 48.5689C61.0189 48.5689 59.4419 48.1137 57.0455 47.0483L56.0748 46.5916L55.0432 53.0084C56.7721 53.7982 59.9575 54.4991 63.2646 54.5298C70.9994 54.5298 76.0351 50.6977 76.0947 44.7675C76.1241 41.5134 74.1542 39.02 69.907 36.9825C67.3287 35.6745 65.7498 34.7926 65.7498 33.4543C65.78 32.2377 67.0853 30.9916 69.9957 30.9916C72.3922 30.9306 74.153 31.5082 75.4868 32.0862L76.1536 32.3897L77.1561 26.217Z"
fill="#00579F"></path>
<path
d="M86.9537 43.9763C87.5608 42.3341 89.8968 35.9783 89.8968 35.9783C89.8662 36.0393 90.5027 34.3058 90.8667 33.2416L91.3819 35.7047C91.3819 35.7047 92.7778 42.5471 93.081 43.9763C91.9289 43.9763 88.4097 43.9763 86.9537 43.9763ZM96.0531 25.5176H90.3511C88.5927 25.5176 87.2568 26.0341 86.4982 27.8893L75.5486 54.1028H83.2834C83.2834 54.1028 84.5568 50.5746 84.8305 49.8148C85.6791 49.8148 93.2035 49.8148 94.2951 49.8148C94.5067 50.8184 95.1747 54.1028 95.1747 54.1028H102L96.0531 25.5176Z"
fill="#00579F"></path>
<path d="M36.9045 25.5176L29.6852 45.0102L28.8964 41.0569C27.5617 36.4953 23.3758 31.5391 18.7046 29.0748L25.3172 54.0729H33.1125L44.6994 25.5176H36.9045Z" fill="#00579F"></path>
<path d="M22.9816 25.5176H11.1213L11 26.0952C20.2517 28.4673 26.379 34.1853 28.8964 41.0581L26.3181 27.9205C25.8936 26.0948 24.5892 25.5778 22.9816 25.5176Z" fill="#FAA61A"></path>
<defs>
<linearGradient id="paint0__0linear" x1="57" y1="5" x2="57" y2="80" gradientUnits="userSpaceOnUse">
<stop stop-color="#F5F5F5"></stop>
<stop offset="1" stop-color="white"></stop>
</linearGradient>
</defs>
</svg></div>
<div class="giraffly-right-Bar-Preview-div-svg"><svg height="100%" viewBox="0 0 115 80" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" fill="url(#paint0__1linear)"></rect>
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" stroke="#E8E8E8"></rect>
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" stroke="#EDEDED"></rect>
<path
d="M37.2801 64.0126C37.2801 62.9883 37.9513 62.1469 39.0481 62.1469C40.0961 62.1469 40.8035 62.952 40.8035 64.0126C40.8035 65.0731 40.0961 65.8783 39.0481 65.8783C37.9513 65.8783 37.2801 65.0368 37.2801 64.0126ZM41.998 64.0126V61.0989H40.731V61.8064C40.3291 61.2817 39.7193 60.9524 38.8904 60.9524C37.2563 60.9524 35.9753 62.2334 35.9753 64.0126C35.9753 65.7932 37.2563 67.0728 38.8904 67.0728C39.7193 67.0728 40.3291 66.7435 40.731 66.2188V66.9263H41.998V64.0126ZM84.8157 64.0126C84.8157 62.9883 85.4869 62.1469 86.5837 62.1469C87.6331 62.1469 88.3392 62.952 88.3392 64.0126C88.3392 65.0731 87.6331 65.8783 86.5837 65.8783C85.4869 65.8783 84.8157 65.0368 84.8157 64.0126ZM89.5351 64.0126V58.7588H88.2666V61.8064C87.8648 61.2817 87.2549 60.9524 86.4261 60.9524C84.792 60.9524 83.511 62.2334 83.511 64.0126C83.511 65.7932 84.792 67.0728 86.4261 67.0728C87.2549 67.0728 87.8648 66.7435 88.2666 66.2188V66.9263H89.5351V64.0126ZM57.726 62.0869C58.5424 62.0869 59.0671 62.599 59.201 63.5005H56.1771C56.3125 62.659 56.8232 62.0869 57.726 62.0869ZM57.7512 60.9524C56.0431 60.9524 54.8487 62.1957 54.8487 64.0126C54.8487 65.8657 56.092 67.0728 57.8363 67.0728C58.714 67.0728 59.5178 66.8537 60.2253 66.2564L59.6043 65.3173C59.1159 65.7066 58.4935 65.9271 57.9088 65.9271C57.0925 65.9271 56.3487 65.549 56.1659 64.4996H60.4932C60.5058 64.3419 60.5183 64.1828 60.5183 64.0126C60.5058 62.1957 59.3838 60.9524 57.7512 60.9524ZM73.0508 64.0126C73.0508 62.9883 73.722 62.1469 74.8188 62.1469C75.8668 62.1469 76.5743 62.952 76.5743 64.0126C76.5743 65.0731 75.8668 65.8783 74.8188 65.8783C73.722 65.8783 73.0508 65.0368 73.0508 64.0126ZM77.7687 64.0126V61.0989H76.5017V61.8064C76.0984 61.2817 75.49 60.9524 74.6611 60.9524C73.027 60.9524 71.746 62.2334 71.746 64.0126C71.746 65.7932 73.027 67.0728 74.6611 67.0728C75.49 67.0728 76.0984 66.7435 76.5017 66.2188V66.9263H77.7687V64.0126ZM65.895 64.0126C65.895 65.7806 67.1257 67.0728 69.004 67.0728C69.8817 67.0728 70.4664 66.8774 71.0999 66.3779L70.4915 65.3536C70.0157 65.6955 69.5161 65.8783 68.9663 65.8783C67.9546 65.8657 67.2109 65.1345 67.2109 64.0126C67.2109 62.8906 67.9546 62.1594 68.9663 62.1469C69.5161 62.1469 70.0157 62.3297 70.4915 62.6716L71.0999 61.6473C70.4664 61.1477 69.8817 60.9524 69.004 60.9524C67.1257 60.9524 65.895 62.2446 65.895 64.0126ZM82.2314 60.9524C81.5002 60.9524 81.0243 61.2943 80.695 61.8064V61.0989H79.4391V66.9263H80.7075V63.6595C80.7075 62.6953 81.122 62.1594 81.9509 62.1594C82.2076 62.1594 82.4756 62.1957 82.7435 62.306L83.1342 61.1115C82.8537 61.0012 82.4881 60.9524 82.2314 60.9524ZM48.265 61.5622C47.6552 61.1603 46.8151 60.9524 45.8885 60.9524C44.4122 60.9524 43.4619 61.6599 43.4619 62.8181C43.4619 63.7684 44.1693 64.3545 45.4727 64.5373L46.0713 64.6224C46.7663 64.7201 47.0942 64.9029 47.0942 65.2322C47.0942 65.6829 46.6309 65.9397 45.7657 65.9397C44.888 65.9397 44.2545 65.6592 43.8275 65.3299L43.2302 66.3165C43.9251 66.8286 44.8029 67.0728 45.7532 67.0728C47.4361 67.0728 48.4115 66.2802 48.4115 65.1708C48.4115 64.1465 47.644 63.6107 46.3755 63.4279L45.7783 63.3414C45.2299 63.2688 44.7903 63.16 44.7903 62.7692C44.7903 62.3422 45.2048 62.0869 45.8997 62.0869C46.6435 62.0869 47.3635 62.3674 47.7166 62.5864L48.265 61.5622ZM64.6139 60.9524C63.8827 60.9524 63.4069 61.2943 63.079 61.8064V61.0989H61.8231V66.9263H63.0901V63.6595C63.0901 62.6953 63.5046 62.1594 64.3335 62.1594C64.5902 62.1594 64.8581 62.1957 65.1261 62.306L65.5168 61.1115C65.2363 61.0012 64.8707 60.9524 64.6139 60.9524ZM53.8007 61.0989H51.7284V59.3309H50.4474V61.0989H49.2655V62.2571H50.4474V64.9154C50.4474 66.2676 50.9721 67.0728 52.4708 67.0728C53.0206 67.0728 53.6542 66.9025 54.056 66.6221L53.6904 65.5364C53.3123 65.7555 52.8978 65.8657 52.5685 65.8657C51.935 65.8657 51.7284 65.475 51.7284 64.8903V62.2571H53.8007V61.0989ZM34.8548 66.9263V63.2688C34.8548 61.8915 33.9771 60.9649 32.5621 60.9524C31.8183 60.9398 31.0508 61.1715 30.5136 61.9892C30.1117 61.3431 29.4782 60.9524 28.5879 60.9524C27.9655 60.9524 27.3571 61.1352 26.8812 61.8176V61.0989H25.6128V66.9263H26.8924V63.6958C26.8924 62.6841 27.4534 62.1469 28.3199 62.1469C29.1614 62.1469 29.587 62.6953 29.587 63.6833V66.9263H30.868V63.6958C30.868 62.6841 31.4527 62.1469 32.2942 62.1469C33.1593 62.1469 33.5738 62.6953 33.5738 63.6833V66.9263H34.8548Z"
fill="#231F20"></path>
<path d="M67.1007 51.2073H47.8972V16.6953H67.1007V51.2073Z" fill="#FF5F00"></path>
<path
d="M49.1273 33.9496C49.1273 26.9486 52.4052 20.7124 57.5098 16.6936C53.777 13.7548 49.0659 12.0007 43.9461 12.0007C31.8253 12.0007 22 21.8274 22 33.9496C22 46.0718 31.8253 55.8984 43.9461 55.8984C49.0659 55.8984 53.777 54.1444 57.5098 51.2056C52.4052 47.1867 49.1273 40.9505 49.1273 33.9496Z"
fill="#EB001B"></path>
<path
d="M93 33.9496C93 46.0718 83.1747 55.8984 71.0539 55.8984C65.934 55.8984 61.223 54.1444 57.4888 51.2056C62.5947 47.1867 65.8726 40.9505 65.8726 33.9496C65.8726 26.9486 62.5947 20.7124 57.4888 16.6936C61.223 13.7548 65.934 12.0007 71.0539 12.0007C83.1747 12.0007 93 21.8274 93 33.9496Z"
fill="#F79E1B"></path>
<defs>
<linearGradient id="paint0__1linear" x1="57" y1="5" x2="57" y2="80" gradientUnits="userSpaceOnUse">
<stop stop-color="#F5F5F5"></stop>
<stop offset="1" stop-color="white"></stop>
</linearGradient>
</defs>
</svg></div>
<div class="giraffly-right-Bar-Preview-div-svg"><svg height="100%" viewBox="0 0 115 80" fill="none" xmlns="http://www.w3.org/2000/svg">
<linearGradient id="blik_line" x1="-491.21" y1="12.69" x2="-491.21" y2="11.41" gradientTransform="translate(65869.16 -717.07) scale(133.98 62.53)" gradientUnits="userSpaceOnUse">
<stop offset="0" stop-color="#5a5a5a"></stop>
<stop offset="0.15" stop-color="#484848"></stop>
<stop offset="0.52" stop-color="#212121"></stop>
<stop offset="0.82" stop-color="#080808"></stop>
<stop offset="1"></stop>
</linearGradient>
<linearGradient id="blik_line_2" x1="-545.85" y1="35.17" x2="-545.28" y2="35.74" gradientTransform="translate(-415.84 -7709.85) rotate(-89.64) scale(14.18)" gradientUnits="userSpaceOnUse">
<stop offset="0" stop-color="#e52f08"></stop>
<stop offset="1" stop-color="#e94f96"></stop>
</linearGradient>
<path fill="#fff" d="M106,15.86H10a6.35,6.35,0,0,0-6.3,6.33V60.92A6.35,6.35,0,0,0,10,67.25h96a6.35,6.35,0,0,0,6.34-6.33V22.19A6.35,6.35,0,0,0,106,15.86Z"></path>
<path fill="url(#blik_line)" d="M108.92,0H6.08C2.73,0,0,4.05,0,9.06V71c0,5,2.71,9,6.06,9H108.92c3.35,0,6.07-4,6.08-9h0V9.06C115,4.06,112.27,0,108.92,0Z"></path>
<image opacity="0.95" isolation="isolate" width="427" height="355" transform="translate(19.93 21.24) scale(0.12)"
xlink:href="data:image/png;base64,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">
</image>
<circle fill="#fff" cx="39.47" cy="27.78" r="5.67"></circle>
<path fill="#fff" d="M49.61,23.92H56v36H49.61Z"></path>
<path fill="#fff" d="M61.58,36.34h6.35V59.92H61.58Z"></path>
<path fill="#fff" d="M33.12,36.11a11.88,11.88,0,0,0-5.69,1.42V23.92H21.08V48.14a12,12,0,1,0,12-12Zm0,17.82a5.79,5.79,0,1,1,5.79-5.79,5.79,5.79,0,0,1-5.79,5.79Z"></path>
<circle fill="url(#blik_line_2)" cx="39.47" cy="27.78" r="5.67"></circle>
<path fill="#fff" d="M49.61,23.92H56v36H49.61Z"></path>
<path fill="#fff" d="M61.58,36.34h6.35V59.92H61.58Z"></path>
<path fill="#fff" d="M33.12,36.11a11.88,11.88,0,0,0-5.69,1.42V23.92H21.08V48.14a12,12,0,1,0,12-12Zm0,17.82a5.79,5.79,0,1,1,5.79-5.79,5.79,5.79,0,0,1-5.79,5.79Z"></path>
<path fill="#fff" d="M88.79,59.92H97L87.15,47.24l8.9-10.9H88.64l-8.74,11V23.93H73.55v36H79.9V47.34Z"></path>
<defs>
<linearGradient id="paint0__2linear" x1="57" y1="5" x2="57" y2="80" gradientUnits="userSpaceOnUse">
<stop stop-color="#F5F5F5"></stop>
<stop offset="1" stop-color="white"></stop>
</linearGradient>
</defs>
</svg></div>
<div class="giraffly-right-Bar-Preview-div-svg"><svg height="100%" viewBox="0 0 115 80" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" fill="url(#paint0__3linear)"></rect>
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" stroke="#E8E8E8"></rect>
<rect x="0.5" y="0.5" width="114" height="79" rx="9.5" stroke="#EDEDED"></rect>
<path
d="M14.33,39.27a2.35,2.35,0,0,0-.82-.52,6.73,6.73,0,0,0-1.09-.29,9.48,9.48,0,0,0-1.25-.13H3.54L.81,54.8H3.36l1-6.11,4.94,0a7.65,7.65,0,0,0,3.29-.65,3.84,3.84,0,0,0,1.73-2.37s.15-.61.28-1.35.27-1.8.34-2.32l.05-.37a2.11,2.11,0,0,0,0-.44,3,3,0,0,0-.34-1.44A2.54,2.54,0,0,0,14.33,39.27Zm-2,2.91s-.22,1.35-.52,2.92a1.33,1.33,0,0,1-1.1,1,8.25,8.25,0,0,1-1.82.15H4.79l.91-5.48,3.74,0s.25,0,.61,0a10.91,10.91,0,0,1,1.37.08,1.43,1.43,0,0,1,.77.24,1,1,0,0,1,.19.54A2.53,2.53,0,0,1,12.36,42.18Z"
fill="#d13239" fill-rule="evenodd"></path>
<path
d="M42.08,43a10.83,10.83,0,0,0-2.89-.26,8.68,8.68,0,0,0-1.79.14,4.78,4.78,0,0,0-2.72,1.47,9.4,9.4,0,0,0-1.28,3.89A18,18,0,0,0,33,52.19a2.63,2.63,0,0,0,1.59,2.32,5.81,5.81,0,0,0,2.06.4,13.57,13.57,0,0,0,3.48-.19,4.31,4.31,0,0,0,2.29-1.41,5.78,5.78,0,0,0,.6-1,4.63,4.63,0,0,0,.34-1l.16-.64H41s-.13,1.68-1.51,1.84a13.43,13.43,0,0,1-2.37.08c-.27,0-1.74,0-1.62-1.18a.28.28,0,0,1,0-.08,6,6,0,0,1,.22-1.76l8,0,.35-2C44.41,45.38,44.13,43.68,42.08,43Zm-.53,4.33H36.08l.21-.86a2.12,2.12,0,0,1,.57-1,2.57,2.57,0,0,1,1.32-.39,9.9,9.9,0,0,1,2.66.08.89.89,0,0,1,.72.52A4.2,4.2,0,0,1,41.55,47.34Z"
fill="#d13239"></path>
<path d="M35.48,51.41s0,0,0,.05S35.48,51.4,35.48,51.41Z" fill="#d13239"></path>
<path d="M50.54,51.41v0Z" fill="#d13239"></path>
<path
d="M57.16,43a10.51,10.51,0,0,0-2.89-.25,9.6,9.6,0,0,0-1.79.13,4.84,4.84,0,0,0-2.73,1.48,9.56,9.56,0,0,0-1.28,3.89,18.56,18.56,0,0,0-.41,3.93,2.62,2.62,0,0,0,1.59,2.32,6,6,0,0,0,2.06.41,13.29,13.29,0,0,0,3.48-.2,4.26,4.26,0,0,0,2.29-1.4,6.13,6.13,0,0,0,.6-1,4.45,4.45,0,0,0,.34-1l.16-.64H56s-.14,1.68-1.52,1.83a12.87,12.87,0,0,1-2.37.09c-.27,0-1.74.05-1.62-1.18a.23.23,0,0,1,0-.07,6.18,6.18,0,0,1,.22-1.77l8,0,.34-2C59.48,45.39,59.2,43.68,57.16,43Zm-.56,4.33H51.12l.22-.86a2.12,2.12,0,0,1,.57-1,2.57,2.57,0,0,1,1.32-.39,9.9,9.9,0,0,1,2.66.08.89.89,0,0,1,.72.52A4.22,4.22,0,0,1,56.6,47.34Z"
fill="#d13239"></path>
<path d="M79.15,42.91l1.57,8.69,4.45-8.69,2.5,0L81.26,55.35a12.84,12.84,0,0,1-1.88,2.81,3.27,3.27,0,0,1-1.75.89,4.06,4.06,0,0,1-1.39,0l-.59-.11L76,56.72a3.51,3.51,0,0,0,1.58,0c.59-.23,1.06-1.23,1.06-1.23l.3-.51-2.32-12Z"
fill="#d13239" fill-rule="evenodd"></path>
<path
d="M88.58,44.09h2.57l.16-1s.28-1.81.89-2.16a3.26,3.26,0,0,1,.88-.28,11.83,11.83,0,0,1,2.23-.11,25,25,0,0,1,2.57.18.9.9,0,0,1,.81,1.18l-.21,1.57a3.84,3.84,0,0,1-.35,1.14,2.22,2.22,0,0,1-1.18.77c-.85.27-3.76,1-3.76,1l-2.29.65a5.5,5.5,0,0,0-2.19,1.28,5.26,5.26,0,0,0-1.21,2.37c-.1.52-.71,4.08-.71,4.08H99.13l.41-2.47H89.78l.18-1s.11-1,.53-1.38a2.14,2.14,0,0,1,1-.53c.46-.16,2-.59,2-.59l3.68-1a5.88,5.88,0,0,0,2.8-1.62A9,9,0,0,0,101.1,43a13.6,13.6,0,0,0,.05-2.69,2.87,2.87,0,0,0-1.5-1.73,8,8,0,0,0-3.73-.49,12.49,12.49,0,0,0-4.44.55,3.54,3.54,0,0,0-2.19,2.23,15.24,15.24,0,0,0-.71,3.19Z"
fill="#b3b2b1" fill-rule="evenodd"></path>
<path d="M111.8,48.67l1.73-10.36h-3.06l-9.54,10.24-.43,2.6h8.34l-.61,3.64h2.56l.61-3.65h2.36l.43-2.49Zm-2.55,0h-5.39l6.57-7Z" fill="#b3b2b1" fill-rule="evenodd"></path>
<path d="M19.73,39.67h7.86s1.76-1.42,3-2.33S34.13,35,34.13,35L29.69,32.9s-3.76,2.32-5.35,3.42-4.61,3.35-4.61,3.35Z" fill="#b3b2b1" fill-rule="evenodd"></path>
<path d="M36.62,33.51,33,31.06a68.84,68.84,0,0,1,7.68-3.62C45,25.69,47.38,25,47.38,25l.74,3.48S43.9,29.85,41.48,31a42.91,42.91,0,0,0-4.86,2.52Z" fill="#b3b2b1" fill-rule="evenodd"></path>
<path d="M50.81,27.68l-.63-3.56s4.5-1.2,8.62-2S68.38,21,68.38,21l-1.81,5.5a39.39,39.39,0,0,0-9.31,0,52.5,52.5,0,0,0-6.45,1.2Z" fill="#b3b2b1" fill-rule="evenodd"></path>
<path d="M69.43,27l3-6.11a84.39,84.39,0,0,1,12.41.76A85.75,85.75,0,0,1,95.76,24L81.2,31.57a36.19,36.19,0,0,0-7.63-3.48c-2.39-.71-4.14-1.1-4.14-1.1Z" fill="#b3b2b1" fill-rule="evenodd"></path>
<path d="M83.81,33.22,87,35.65h26.31a5.26,5.26,0,0,0-.76-2,12.88,12.88,0,0,0-2.06-2.39,22.71,22.71,0,0,0-2.42-1.84,37.63,37.63,0,0,0-6-3.18l-18.23,7Z" fill="#b3b2b1" fill-rule="evenodd"></path>
<path d="M21.44,42.9a5.75,5.75,0,0,0-2.72.83l.14-.83H16.25l-2.1,11.83h2.62l1.16-6.55a3.36,3.36,0,0,1,3.17-3h1.36l.4-2.3Z" fill="#d13239"></path>
<polygon fill="#d13239" fill-rule="evenodd" points="24.56 42.91 33.92 42.9 33.58 45.03 25.75 52.5 32.32 52.49 31.94 54.79 22.27 54.8 22.67 52.42 30.18 45.23 24.19 45.23 24.56 42.91"></polygon>
<polygon fill="#d13239" fill-rule="evenodd" points="46.61 38.32 49.07 38.32 46.32 54.8 43.86 54.79 46.61 38.32"></polygon>
<polygon fill="#d13239" fill-rule="evenodd" points="59.7 42.91 62.06 42.91 62.89 51.27 66.51 42.89 69.41 42.9 70.27 51.3 73.88 42.91 76.32 42.91 71.14 54.78 68.24 54.78 67.41 46.47 63.75 54.78 60.9 54.8 59.7 42.91"></polygon>
<defs>
<linearGradient id="paint0__3linear" x1="57" y1="5" x2="57" y2="80" gradientUnits="userSpaceOnUse">
<stop stop-color="#F5F5F5"></stop>
<stop offset="1" stop-color="white"></stop>
</linearGradient>
</defs>
</svg></div>
</div>
</div><a href="https://www.seoant.com" target="_blank" style="text-decoration: none;color: #C8C6CB;user-select: none;cursor: default;" rel="noreferrer noopener">Powered by SEOAnt</a>
</div>
</div>
</div>
</div>
</div>
</div>
</div><input type="hidden" name="product-id" value="9046468297048"><input type="hidden" name="section-id" value="template--21858451980632__pagefly-home">
</form>
POST /contact#ContactForm--footer
<form method="post" action="/contact#ContactForm--footer" id="ContactForm--footer" accept-charset="UTF-8" class="form-vertical"><input type="hidden" name="form_type" value="customer"><input type="hidden" name="utf8" value="✓"><input type="hidden"
name="contact[tags]" value="newsletter"><input type="text" class="input--small" name="contact[first_name]" placeholder="Imię" aria-label="Imię" autocapitalize="words" value=""><input type="email" class="input--small newsletter__input "
name="contact[email]" placeholder="Twój email" aria-label="Twój email" autocorrect="off" autocapitalize="off" required="required"
pattern="^[a-zA-Z0-9.!#$%&'*+/=?^_`{|}~-]+@[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?(?:\.[a-zA-Z0-9](?:[a-zA-Z0-9-]{0,61}[a-zA-Z0-9])?)+$" aria-required="true" value="">
<input type="hidden" name="customer[accepts_marketing]" value="">
<div class="checkbox">
<input id="newsletterOptin-footer" type="checkbox" name="customer[accepts_marketing]" checked="checked">
<label for="newsletterOptin-footer" class="text-small">Wysyłaj do mnie e-maile z nowościami i ofertami</label>
</div><button class="btn btn--primary full" type="submit" name="commit">
<span class="btn__text">
<span class="material-icons-outlined" aria-hidden="true">email</span>
<span class="submit_btn_text">Subskrybuj</span>
</span>
</button>
</form>
Text Content
search close Lubisz ciasteczka? 🍪 Używamy plików cookie, aby zapewnić najlepszą jakość korzystania z naszej witryny. Akceptuje ciasteczka close menu Menu close * Home * Catalog * Contact * email pluszaksmutnypou@gmail.com * phone * Search Przejdź do treści Darmowa Dostawa! 📦 SKONTAKTUJ SIĘ Z NAMI * email * menu * search * Strona Główna * Kontakt * search * * local_mall0 -29% SMUTNYPOU Czasem nawet najszczęśliwsi z nas mają dni, gdy chmurki zawisają nad głową. Dlatego przedstawiamy Ci naszego niezastąpionego towarzysza - SmutegoPou! Ten uroczy pluszak nie tylko wnosi do Twojego życia miękką przytulność, ale również przypomina, że każdy zasługuje na odrobinę zrozumienia, nawet w najgorsze dni. 14 OPINI 49,99 zł 69,99 zł Dodaj do koszyka BEZPIECZNE PŁATNOŚCI Z: Powered by SEOAnt SMUTNYPOU SmutnyPou to wyjątkowy pluszak, który doskonale rozumie, że każdy czasem przeżywa trudniejsze chwile. Jego delikatne futerko i smutne oczka ukazują empatię i zrozumienie dla wszelkich emocji, nawet tych mniej radosnych. IDEALNY PREZENT Znasz kogoś, kto przechodzi przez trudniejsze chwile, potrzebuje wsparcia i wyjątkowego towarzysza? Pluszak SmutnyPou jest idealnym prezentem dla tych, którzy doświadczają smutku lub potrzebują dodatkowego uścisku w trudnych momentach. Jego delikatny wyraz twarzy i miękkie futerko są jak empatyczne ramiona gotowe otoczyć bliską osobę ciepłem i zrozumieniem. CZĘSTO ZADAWANE PYTANIA Jaki jest czas dostawy? Dokładamy wszelkich starań aby wasze zamówienia docierały do was jak najszybiej. W zależności od aktualnego stanu magazynowego naszego pluszaka czas dostawy może się wachać się od 3 do 10 dni roboczych. Czy można dokonać zwrotu? Oczywiście, każde zamówienie może zostać zwrócone bez podawania przyczyny w przeciągu 14 dni od dostarczenia. Mam pytanie. Jak mogę się z wami skontakować? Prosimy o kontakt na adres mailowy pluszaksmutnypou@gmail.com. Odpowiemy na Twoją wiadomość w przeciągu 48h :) 100% SATYSFAKCJI 14 DNIOWY ZWROT ŚWIETNA JAKOŚĆ OPINIE NASZYCH KLIENTÓW KASIA J. Fajny pluszak, polecam! KUBA K. Kupiłem dziewczynie i jest mega ŁUKASZ S. Bardzo przyjemny w dotyku! JULIA T. Kot jeszcze bardziej zadowolony niż ja haha ZAOBSERWUJ NAS NA SOCIAL MEDIA! KONTAKT * email pluszaksmutnypou@gmail.com * Nota Prawna * Kontakt * Polityka Prywatności * Polityka Zwrotów * Polityka Wysyłki * Warunki Świadczenia Usług ZASUBSKRYBUJ NASZ NEWSLETTER! Wysyłaj do mnie e-maile z nowościami i ofertami email Subskrybuj Copyright © 2024 SmutnyPou Metody Płatności * PayPal keyboard_arrow_up