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	<title>złącza - Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</title>
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	<description>Instalacje elektryczne - porady, zdjęcia i filmy z pracy elektryka. Najlepsze momenty z życia elektryków z humorem i praktyczną stroną instalacji elektrycznych</description>
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	<title>złącza - Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</title>
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		<title>Miesiąc darmowej dostawy w sklepie internetowym LAPP</title>
		<link>https://elektrykapradnietyka.com/63321/miesiac-darmowej-dostawy-lapp-online-shop/</link>
		
		<dc:creator><![CDATA[LAPP POL]]></dc:creator>
		<pubDate>Mon, 16 Feb 2026 09:20:54 +0000</pubDate>
				<category><![CDATA[Newsy]]></category>
		<category><![CDATA[kable]]></category>
		<category><![CDATA[LAPP KABEL]]></category>
		<category><![CDATA[zakupy]]></category>
		<category><![CDATA[złącza]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=63321</guid>

					<description><![CDATA[<p>Uzupełnij zapasy bez kosztów transportu Firma LAPP ogłosiła czasową promocję na dostawy krajowe. W okresie od 14 lutego do 14 marca 2026 r. wszystkie zamówienia złożone w Online Shop dostawca zrealizuje bez kosztów transportu i niezależnie od wybranego asortymentu. To dobra&#160;okazja, aby uzupełnić zapasy i skorzystać z pełnej oferty producenta bez ponoszenia dodatkowych kosztów wysyłki. [&#8230;]</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/63321/miesiac-darmowej-dostawy-lapp-online-shop/">Miesiąc darmowej dostawy w sklepie internetowym LAPP</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
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<figure class="wp-block-image size-full"><img fetchpriority="high" decoding="async" width="1196" height="500" src="https://elektrykapradnietyka.com/wp-content/uploads/2026/02/darmowa-dostawa-kabli-lapp.jpg" alt="" class="wp-image-63322" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2026/02/darmowa-dostawa-kabli-lapp.jpg 1196w, https://elektrykapradnietyka.com/wp-content/uploads/2026/02/darmowa-dostawa-kabli-lapp-500x209.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2026/02/darmowa-dostawa-kabli-lapp-768x321.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2026/02/darmowa-dostawa-kabli-lapp-1005x420.jpg 1005w, https://elektrykapradnietyka.com/wp-content/uploads/2026/02/darmowa-dostawa-kabli-lapp-640x268.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2026/02/darmowa-dostawa-kabli-lapp-681x285.jpg 681w" sizes="(max-width: 1196px) 100vw, 1196px" /></figure>



<h2 class="wp-block-heading">Uzupełnij zapasy bez kosztów transportu</h2>



<p>Firma LAPP ogłosiła czasową promocję na dostawy krajowe. W okresie od 14 lutego do 14 marca 2026 r. wszystkie zamówienia złożone w Online Shop dostawca zrealizuje bez kosztów transportu i niezależnie od wybranego asortymentu. To dobra&nbsp;okazja, aby uzupełnić zapasy i skorzystać z pełnej oferty producenta bez ponoszenia dodatkowych kosztów wysyłki.</p>



<p><strong>&gt;&gt; Zamów teraz w Online Shop i skorzystaj z darmowej wysyłki: <a href="https://tiny.pl/8x8p4_1sd" target="_blank" rel="noreferrer noopener">https://tiny.pl/8x8p4_1sd</a></strong></p>



<h3 class="wp-block-heading">Darmowa wysyłka przez cały miesiąc &#8211; warunki promocji:</h3>



<ul class="wp-block-list">
<li>Brak kosztów wysyłki&nbsp;w okresie (14.02–14.03.2026) dla zamówień krajowych.</li>



<li>Dostęp do pełnego asortymentu producenta – kabli, złączy, akcesoriów itp.</li>



<li>Szybkie i wygodne zamówienia przez Online Shop.</li>



<li>Oferta obowiązuje automatycznie — nie trzeba wpisywać kodów promocyjnych.</li>
</ul>



<h4 class="wp-block-heading">Dodatkowe zalety sklepu internetowego LAPP:</h4>



<ul class="wp-block-list">
<li><strong>Brak kosztów cięcia</strong> przy zamawianiu odcinków końcowych&nbsp;(oszczędność: 20 euro/cięcie).</li>



<li>Zapisane koszyki umożliwiają szybkie ponowne składanie zamówień.</li>



<li><strong>Indywidualne ceny</strong> dostępne bezpośrednio na koncie klienta.  </li>



<li>&nbsp;Możliwość sprawdzenia dostępności produktów oraz terminów dostaw.</li>



<li>&nbsp;Funkcja porównania produktów ułatwia wybór odpowiedniego rozwiązania.</li>



<li>Wszystkie dokumenty związane z zamówieniem są dostępne online i można je pobrać w dowolnym momencie.</li>
</ul>



<p></p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/63321/miesiac-darmowej-dostawy-lapp-online-shop/">Miesiąc darmowej dostawy w sklepie internetowym LAPP</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">63321</post-id>	</item>
		<item>
		<title>Darmowa dostawa kabli, złączy i akcesoriów w sklepie internetowym LAPP w październiku</title>
		<link>https://elektrykapradnietyka.com/61946/darmowa-dostawa-kabli-zlaczy-i-akcesoriow-w-sklepie-internetowym-lapp-w-pazdzierniku/</link>
		
		<dc:creator><![CDATA[LAPP POL]]></dc:creator>
		<pubDate>Tue, 07 Oct 2025 12:41:25 +0000</pubDate>
				<category><![CDATA[Newsy]]></category>
		<category><![CDATA[Z życia elektryka]]></category>
		<category><![CDATA[kable]]></category>
		<category><![CDATA[LAPP KABEL]]></category>
		<category><![CDATA[przewody]]></category>
		<category><![CDATA[zakupy]]></category>
		<category><![CDATA[złącza]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=61946</guid>

					<description><![CDATA[<p>Promocja LAPP: Zamów i oszczędzaj na dostawie do końca października! LAPP Kabel ogłasza jesienną akcję promocyjną &#8211; przez cały październik 2025 r. każdy klient, który złoży zamówienie w sklepie internetowym LAPP z odbiorem krajowym, skorzysta z darmowej dostawy — bez żadnych dodatkowych kosztów za przesyłkę. Warunki promocji Skorzystaj z promocji na stronie: https://tiny.pl/00_42xnk</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/61946/darmowa-dostawa-kabli-zlaczy-i-akcesoriow-w-sklepie-internetowym-lapp-w-pazdzierniku/">Darmowa dostawa kabli, złączy i akcesoriów w sklepie internetowym LAPP w październiku</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<h2 class="wp-block-heading"><strong>Promocja LAPP: Zamów i oszczędzaj na dostawie do końca października</strong>!</h2>



<p><strong>LAPP Kabel ogłasza jesienną akcję promocyjną &#8211; przez cały październik 2025 r. każdy klient, który złoży zamówienie w sklepie internetowym LAPP z odbiorem krajowym, skorzysta z darmowej dostawy — bez żadnych dodatkowych kosztów za przesyłkę.</strong></p>



<h3 class="wp-block-heading">Warunki promocji</h3>



<ul class="wp-block-list">
<li><strong>Brak kosztów wysyłki</strong> w całym październiku (1–31.10.2025) dla zamówień krajowych.</li>



<li>Pełny dostęp do szerokiej palety produktów – kabli, złączy, akcesoriów itp. </li>



<li>Zakupy przez sklep internetowy – szybkie i wygodne zamówienia online.</li>



<li>Oferta obowiązuje automatycznie — nie trzeba wpisywać kodów promocyjnych.</li>
</ul>



<p>Skorzystaj z promocji na stronie: <a href="https://tiny.pl/00_42xnk" target="_blank" rel="noreferrer noopener">https://tiny.pl/00_42xnk</a></p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/61946/darmowa-dostawa-kabli-zlaczy-i-akcesoriow-w-sklepie-internetowym-lapp-w-pazdzierniku/">Darmowa dostawa kabli, złączy i akcesoriów w sklepie internetowym LAPP w październiku</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">61946</post-id>	</item>
		<item>
		<title>Szczypce uniwersalne – narzędzie wszechstronne</title>
		<link>https://elektrykapradnietyka.com/59194/szczypce-uniwersalne-kombinerki-wszechstronne-narzedzie-nie-tylko-dla-elektryka/</link>
		
		<dc:creator><![CDATA[Knipex]]></dc:creator>
		<pubDate>Tue, 04 Mar 2025 16:17:01 +0000</pubDate>
				<category><![CDATA[Newsy]]></category>
		<category><![CDATA[Z życia elektryka]]></category>
		<category><![CDATA[1000 V]]></category>
		<category><![CDATA[ergonomia]]></category>
		<category><![CDATA[ESD]]></category>
		<category><![CDATA[Knipex]]></category>
		<category><![CDATA[kombinerki]]></category>
		<category><![CDATA[linki zabezpieczające]]></category>
		<category><![CDATA[narzędzia]]></category>
		<category><![CDATA[praca na wysokości]]></category>
		<category><![CDATA[rękojeść]]></category>
		<category><![CDATA[smycz]]></category>
		<category><![CDATA[szczypce izolowane]]></category>
		<category><![CDATA[VDE]]></category>
		<category><![CDATA[złącza]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=59194</guid>

					<description><![CDATA[<p>Można nimi przytrzymać nakrętkę bez odkształcania, mocno chwycić płaską powierzchnię, a także przeciąć drut. To narzędzie jest jak szwajcarski scyzoryk świata narzędzi – jeśli coś trzeba ścisnąć, przytrzymać lub przeciąć, kombinerki są gotowe do akcji! Szczypce uniwersalne, zwane potocznie kombinerkami, to jedno z najbardziej wszechstronnych narzędzi ręcznych.&#160; Ergonomia i bezpieczeństwo użytkowania Modele marki KNIPEX to [&#8230;]</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/59194/szczypce-uniwersalne-kombinerki-wszechstronne-narzedzie-nie-tylko-dla-elektryka/">Szczypce uniwersalne – narzędzie wszechstronne</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p><strong>Można nimi przytrzymać nakrętkę bez odkształcania, mocno chwycić płaską powierzchnię, a także przeciąć drut. To narzędzie jest jak szwajcarski scyzoryk świata narzędzi – jeśli coś trzeba ścisnąć, przytrzymać lub przeciąć, kombinerki są gotowe do akcji! Szczypce uniwersalne, zwane potocznie kombinerkami, to jedno z najbardziej wszechstronnych narzędzi ręcznych.&nbsp;</strong></p>



<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-1 is-layout-flex wp-block-gallery-is-layout-flex">
<figure class="wp-block-image size-full"><img decoding="async" width="886" height="886" data-id="59210" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-szczypce-do-kabli-0306180.jpg" alt="" class="wp-image-59210" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-szczypce-do-kabli-0306180.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-szczypce-do-kabli-0306180-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-szczypce-do-kabli-0306180-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-szczypce-do-kabli-0306180-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-szczypce-do-kabli-0306180-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-szczypce-do-kabli-0306180-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-szczypce-do-kabli-0306180-681x681.jpg 681w" sizes="(max-width: 886px) 100vw, 886px" /><figcaption class="wp-element-caption">Szczypce izolowane Knipex 03 06 180</figcaption></figure>



<figure class="wp-block-image size-full"><img decoding="async" width="1772" height="1772" data-id="59211" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania.jpg" alt="" class="wp-image-59211" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania.jpg 1772w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302200-do-chwytania-ciecia-zagniatania-681x681.jpg 681w" sizes="(max-width: 1772px) 100vw, 1772px" /><figcaption class="wp-element-caption">Szczypce uniwersalne Knipex 03 02 200</figcaption></figure>
</figure>



<h2 class="wp-block-heading"><strong>Ergonomia i bezpieczeństwo użytkowania</strong></h2>



<p>Modele marki KNIPEX to Rolls-Royce wśród kombinerek. Ich rękojeści pokrywa tworzywo wielokomponentowe, zapewniające pewny chwyt nawet wtedy, gdy twoje dłonie są śliskie od smaru lub potu po trzech kwadransach walki z upartą śrubą. Specjalne wersje dla elektryków mają żółto-czerwoną izolację zgodną z normą IEC 60900 i są <strong>testowane pod napięciem 1000 V</strong>. Czyli można ich używać pod napięciem – o ile ma się nerwy ze stali i przestrzega procedur! Modele z oznaczeniem ESD odprowadzają ładunki elektrostatyczne, więc cenne układy scalone nie skończą w krainie elektronicznej nicości.&nbsp;</p>



<h3 class="wp-block-heading"><strong>Rękojeści są bardzo ważne</strong></h3>



<p>Najlepsze szczypce uniwersalne marki KNIPEX, choć z pozoru takie same, różnią się okładzinami rękojeści. Aby to zobrazować, przyjrzyjmy się „rodzinie„ zwanej 03 xx xxx. Tak oznaczono szczypce uniwersalne, wszechstronne w użyciu &#8211; do materiałów o płaskim i okrągłym przekroju. Trzy ostatnie xxx w nazwie – wskazują na długość narzędzia w milimetrach.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="272" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0301180-00-3.jpg" alt="" class="wp-image-59196" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0301180-00-3.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0301180-00-3-500x153.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0301180-00-3-768x236.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0301180-00-3-640x196.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0301180-00-3-681x209.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<p>Startujemy od kombinerek <strong><a href="https://www.knipex.com/pl-pl/produkty/szczypce-uniwersalne-i-wielofunkcyjne/szczypce-uniwersalne/szczypce-uniwersalne/0301140" target="_blank" rel="noreferrer noopener">03 01 xxx</a> </strong>(o rozmiarach 140 mm, 160 mm, 180mm. 200mm i 250 mm) z rękojeściami powlekanymi tworzywem sztucznym. Czerwona, dość twarda okładzina wiele wytrzyma, długo przetrwa. Choć te szczypce wydają się najprostsze w rodzinie, wręcz &#8220;są w wersji podstawowej” to tną druty twarde o średnicy od Ø 2,8 mm, a kable miedziane wielożyłowe do 10,0 mm². Najmniejsze [03 01 140] ważą zaledwie 106 g, więc łatwo je zabrać „na robotę”.&nbsp;</p>



<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-2 is-layout-flex wp-block-gallery-is-layout-flex">
<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="261" data-id="59208" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302180.jpg" alt="" class="wp-image-59208" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302180.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302180-500x147.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302180-768x226.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302180-640x189.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kombinerki-knipex-0302180-681x201.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="261" data-id="59209" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0305180-01-3.jpg" alt="" class="wp-image-59209" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0305180-01-3.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0305180-01-3-500x147.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0305180-01-3-768x226.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0305180-01-3-640x189.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0305180-01-3-681x201.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>
</figure>



<p></p>



<p>Drugie <strong><a href="https://www.knipex.com/pl-pl/produkty/szczypce-uniwersalne-i-wielofunkcyjne/szczypce-uniwersalne/szczypce-uniwersalne/0302160" target="_blank" rel="noreferrer noopener">03 02 160</a> </strong>i trzecie <strong><a href="https://www.knipex.com/pl-pl/produkty/szczypce-uniwersalne-i-wielofunkcyjne/szczypce-uniwersalne/szczypce-uniwersalne/0305160">03 05 140</a> </strong>szczypce uniwersalne w tej rodzinie mają <a href="https://elektrykapradnietyka.com/57149/knipex-znowu-cos-pozmienial-comfort-rekojesci/">rękojeści typu Comfort</a> (dostępne na rynku od 2024 roku). To rodzeństwo o odmiennym makijażu. Model 03 02 xxx jest fosforanowany, lakierowany i czerniony, a model 03 05 xxx chromowany i cynkowany. Osłony rękojeści wykonano z trzech komponentów, czerwonego, niebieskiego i szarego. Czerwony ma zapewnić wysoką wytrzymałość osłon. Niebieski jest miękki i gwarantuje pewny, wygodny chwyt chroniąc w ten sposób dłoń. A nowy, szary też jest miękki, ale ma specjalną strukturę, która poprawia stabilność trzymania w dłoni i zapewnia lepszą kontrolę nad narzędziem.&nbsp;</p>



<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-3 is-layout-flex wp-block-gallery-is-layout-flex">
<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="886" height="886" data-id="59206" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/klipsy-do-szczypiec-knipex-0302180-01_006210TR-00_006110C.jpg" alt="" class="wp-image-59206" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/klipsy-do-szczypiec-knipex-0302180-01_006210TR-00_006110C.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/klipsy-do-szczypiec-knipex-0302180-01_006210TR-00_006110C-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/klipsy-do-szczypiec-knipex-0302180-01_006210TR-00_006110C-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/klipsy-do-szczypiec-knipex-0302180-01_006210TR-00_006110C-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/klipsy-do-szczypiec-knipex-0302180-01_006210TR-00_006110C-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/klipsy-do-szczypiec-knipex-0302180-01_006210TR-00_006110C-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/klipsy-do-szczypiec-knipex-0302180-01_006210TR-00_006110C-681x681.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="886" height="886" data-id="59207" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0302180-01_006210TR-00_006110Cxx-00-F-A-24_3K-Handle_and_clips.jpg" alt="" class="wp-image-59207" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0302180-01_006210TR-00_006110Cxx-00-F-A-24_3K-Handle_and_clips.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0302180-01_006210TR-00_006110Cxx-00-F-A-24_3K-Handle_and_clips-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0302180-01_006210TR-00_006110Cxx-00-F-A-24_3K-Handle_and_clips-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0302180-01_006210TR-00_006110Cxx-00-F-A-24_3K-Handle_and_clips-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0302180-01_006210TR-00_006110Cxx-00-F-A-24_3K-Handle_and_clips-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0302180-01_006210TR-00_006110Cxx-00-F-A-24_3K-Handle_and_clips-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0302180-01_006210TR-00_006110Cxx-00-F-A-24_3K-Handle_and_clips-681x681.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>
</figure>



<p></p>



<p>Po wewnętrznej stronie ich rękojeści znajduje się lekko zagłębione pole służące do personalizacji i wykorzystania <strong>złącza KNIPEXtend</strong>, do mocowania wyposażenia dodatkowego. Tu też mamy kilka rozmiarów narzędzi do wyboru, od 140 do 200 mm.&nbsp;</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="294" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0306180-01-3.jpg" alt="" class="wp-image-59199" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0306180-01-3.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0306180-01-3-500x166.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0306180-01-3-768x255.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0306180-01-3-640x212.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0306180-01-3-681x226.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<p>Oczywiście jest też coś dla profesjonalnych elektryków <strong><a href="https://www.knipex.com/pl-pl/produkty/szczypce-uniwersalne-i-wielofunkcyjne/szczypce-uniwersalne/szczypce-uniwersalne/0306160" target="_blank" rel="noreferrer noopener">03 06 160</a></strong>. Bezpieczne szczypce uniwersalne, dostępne w trzech rozmiarach (160 ml, 180 mm oraz 200 mm). Żółto-czerwone osłonki izolowane do prac przy instalacjach elektrycznych, często nazywane osłonkami VDE, nie mogą przewodzić prądu elektrycznego, gdy chwytane są elementy, które znajdują się pod napięciem. Szczypce wykonane zgodne z normami DIN EN/IEC 60900 podlegają znacznie ostrzejszym regulacjom i zasadom bezpieczeństwa niż inni kuzyni z tej rodziny.</p>



<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-4 is-layout-flex wp-block-gallery-is-layout-flex">
<figure class="wp-block-image size-large"><a href="https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX.jpg"><img loading="lazy" decoding="async" width="769" height="1024" data-id="45495" src="https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-769x1024.jpg" alt="" class="wp-image-45495" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-769x1024.jpg 769w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-225x300.jpg 225w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-768x1022.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-1154x1536.jpg 1154w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-1539x2048.jpg 1539w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-316x420.jpg 316w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-640x852.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-681x906.jpg 681w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Szczypce-na-smyczy-Tethered-Tools-KNIPEX-scaled.jpg 1924w" sizes="auto, (max-width: 769px) 100vw, 769px" /></a></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="683" data-id="45498" src="https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-1024x683.jpg" alt="" class="wp-image-45498" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-1024x683.jpg 1024w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-300x200.jpg 300w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-768x512.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-1536x1024.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-2048x1366.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-630x420.jpg 630w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-640x427.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/Smycz-na-narzedzia-Knipex-Tethered-Tools-681x454.jpg 681w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</figure>



<p></p>



<p>Bliźniak tego modelu, zwany <strong><a href="https://www.knipex.com/pl-pl/produkty/szczypce-uniwersalne-i-wielofunkcyjne/szczypce-uniwersalne/szczypce-uniwersalne/0306180T" target="_blank" rel="noreferrer noopener">03 06 180 T</a></strong>, różni się posiadaniem zintegrowanego zaczepu izolowanego do podpięcia zabezpieczenia przed upadkiem w trakcie pracy (<a href="https://elektrykapradnietyka.com/45490/szczypce-na-smyczy-system-tethered-tools-knipex/">TT system</a>).</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="2560" height="1311" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-scaled.jpg" alt="" class="wp-image-59198" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-scaled.jpg 2560w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-500x256.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-1200x614.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-768x393.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-1536x786.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-2048x1049.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-820x420.jpg 820w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-640x328.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/00500xTBK-01-F-46-1-681x349.jpg 681w" sizes="auto, (max-width: 2560px) 100vw, 2560px" /><figcaption class="wp-element-caption">Kombinerki Knipex 03 06 180 T na smyczy i lince zabezpieczającej</figcaption></figure>



<p>W rodzinie <strong>03 xx xxx</strong> jest jeszcze model <strong><a href="https://www.knipex.com/pl-pl/produkty/szczypce-uniwersalne-i-wielofunkcyjne/szczypce-uniwersalne/szczypce-uniwersalne/0307160" target="_blank" rel="noreferrer noopener">03 07 160</a></strong>. Jeszcze, ponieważ powoli odchodzi na emeryturę &#8211; jest wycofywany z produkcji. To kombinerki izolowane zanurzeniowo wg VDE do 1000 V z jednokomponentową, czerwoną okładziną. Jeśli je lubicie to warto pospieszyć się z zaopatrzeniem.&nbsp;</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="371" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0307160-00-3.jpg" alt="" class="wp-image-59195" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0307160-00-3.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0307160-00-3-500x209.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0307160-00-3-768x322.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0307160-00-3-640x268.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/0307160-00-3-681x285.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /><figcaption class="wp-element-caption">Szczypce izolowane zanurzeniowo wg normy VDE</figcaption></figure>



<h2 class="wp-block-heading"><strong>Po co wybierać dłuższe szczypce?</strong></h2>



<p>Kombinerki KNIPEX wykonane są ze stali narzędziowej. Składają się z dwóch precyzyjnie spasowanych odlewów połączonych solidnym nitem. Zewnętrzna strona główki jest spłaszczona i zwykle ma szorstką powierzchnię. Wewnątrz główki, na szczekach znajduje się kilka par zębów do lepszego chwytu obrabianego przedmiotu. </p>



<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-5 is-layout-flex wp-block-gallery-is-layout-flex">
<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="886" data-id="59213" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kmbinerki-do-chwytania-knipex-0302160.jpg" alt="" class="wp-image-59213" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kmbinerki-do-chwytania-knipex-0302160.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kmbinerki-do-chwytania-knipex-0302160-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kmbinerki-do-chwytania-knipex-0302160-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kmbinerki-do-chwytania-knipex-0302160-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kmbinerki-do-chwytania-knipex-0302160-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kmbinerki-do-chwytania-knipex-0302160-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/kmbinerki-do-chwytania-knipex-0302160-681x681.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="886" height="886" data-id="59214" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/sruba-kontra-kombinerki-knipex-0302160.jpg" alt="" class="wp-image-59214" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/sruba-kontra-kombinerki-knipex-0302160.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/sruba-kontra-kombinerki-knipex-0302160-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/sruba-kontra-kombinerki-knipex-0302160-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/sruba-kontra-kombinerki-knipex-0302160-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/sruba-kontra-kombinerki-knipex-0302160-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/sruba-kontra-kombinerki-knipex-0302160-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/sruba-kontra-kombinerki-knipex-0302160-681x681.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>
</figure>



<p></p>



<p>Odpowiednie proporcje długości ramion do szczęki zapewniają optymalną siłę nacisku. I do wielkości dłonie! W skrócie: im dłuższe rękojeści, tym łatwiej pokonać opór – a jeśli nie można czegoś przeciąć, to może po prostu używany model jest za mały? Dlatego kombinerki można wybierać z pośród kilku rozmiarów – zawsze najlepsze dla siebie. Najmniejsze mają zaledwie 110 mm długości, a najdłuższe 225 mm. W ofercie marki KNIPEX jest ponad 50 wariantów tego popularnego narzędzia.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="236" src="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/dlugie-kombinerki-knipex-0305200.jpg" alt="" class="wp-image-59212" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2025/03/dlugie-kombinerki-knipex-0305200.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/dlugie-kombinerki-knipex-0305200-500x133.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/dlugie-kombinerki-knipex-0305200-768x205.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/dlugie-kombinerki-knipex-0305200-640x170.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2025/03/dlugie-kombinerki-knipex-0305200-681x181.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /><figcaption class="wp-element-caption">Szczypce uniwersalne Knipex 03 05 200</figcaption></figure>



<p>Podsumowując &#8211; KNIPEX oferuje szeroki wybór kombinerek, które sprawdzą się w każdej sytuacji, od stołu elektronika po precyzyjne prace z fotowoltaiką. Potwierdzacie?</p>



<ul class="wp-block-list">
<li>LINK do opisu produktu: <a href="https://www.knipex.com/pl-pl/produkty/szczypce-uniwersalne-i-wielofunkcyjne/szczypce-uniwersalne" target="_blank" rel="noreferrer noopener">KNIPEX szczypce uniwersalne</a></li>



<li>www KNIPEX: <a href="https://www.knipex.com/pl-pl" target="_blank" rel="noreferrer noopener">https://www.knipex.com/pl-pl</a></li>



<li>Facebook KNIPEX: <a href="https://www.facebook.com/knipexpl" target="_blank" rel="noreferrer noopener">https://www.facebook.com/knipexpl</a></li>



<li>Instagram KNIPEX: <a href="https://www.instagram.com/knipex_polska/" target="_blank" rel="noreferrer noopener">https://www.instagram.com/knipex_polska/</a></li>



<li>Oficjalny przedstawiciel marki Knipex w Polsce: <a href="http://agentools.pl" target="_blank" rel="noreferrer noopener">http://agentools.pl</a></li>



<li>Sprawdź GDZIE KUPIĆ produkty KNIPEX? <a href="http://agentools.pl/gdzie-kupic" target="_blank" rel="noreferrer noopener">http://agentools.pl/gdzie-kupic</a></li>
</ul>
<p>Artykuł <a href="https://elektrykapradnietyka.com/59194/szczypce-uniwersalne-kombinerki-wszechstronne-narzedzie-nie-tylko-dla-elektryka/">Szczypce uniwersalne – narzędzie wszechstronne</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">59194</post-id>	</item>
		<item>
		<title>Uniwersalna zaciskarka do kabli Multicrimp Rennsteig 629 005 3 &#8211; kombinacja 5 narzędzi! </title>
		<link>https://elektrykapradnietyka.com/56204/uniwersalna-zaciskarka-do-kabli-multicrimp-rennsteig-629-005-3-kombinacja-5-narzedzi/</link>
		
		<dc:creator><![CDATA[Fastons]]></dc:creator>
		<pubDate>Thu, 01 Aug 2024 10:27:44 +0000</pubDate>
				<category><![CDATA[Newsy]]></category>
		<category><![CDATA[Z życia elektryka]]></category>
		<category><![CDATA[FASTONS]]></category>
		<category><![CDATA[kamienie do praski]]></category>
		<category><![CDATA[konserwacja i serwis]]></category>
		<category><![CDATA[matryca]]></category>
		<category><![CDATA[narzędzia]]></category>
		<category><![CDATA[praska]]></category>
		<category><![CDATA[RENNSTEIG]]></category>
		<category><![CDATA[szczęki]]></category>
		<category><![CDATA[tulejki zaciskowe]]></category>
		<category><![CDATA[tutorial]]></category>
		<category><![CDATA[zacisk owalny]]></category>
		<category><![CDATA[zacisk typu B]]></category>
		<category><![CDATA[zacisk typu W]]></category>
		<category><![CDATA[zacisk wgłęnikowy]]></category>
		<category><![CDATA[zaciskarka tulejek]]></category>
		<category><![CDATA[zaciski]]></category>
		<category><![CDATA[złącza]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=56204</guid>

					<description><![CDATA[<p>Uniwersalna zaciskarka do kabli Multicrimp marki Rennsteig jest narzędziem przygotowanym do pracy stricte serwisowej. Świetnie sprawdzi się we wprawionych dłoniach serwisantów maszyn i urządzeń, serwisantów szaf sterowniczych, jak również instalatorów. Jesteś którymś z nich? Świetnie! Ten artykuł jest właśnie dla Ciebie! Jako serwisant lub instalator nie siedzisz w jednym miejscu. Z tego względu ważne jest [&#8230;]</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/56204/uniwersalna-zaciskarka-do-kabli-multicrimp-rennsteig-629-005-3-kombinacja-5-narzedzi/">Uniwersalna zaciskarka do kabli Multicrimp Rennsteig 629 005 3 &#8211; kombinacja 5 narzędzi! </a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p><strong>Uniwersalna zaciskarka do kabli Multicrimp marki Rennsteig</strong> jest narzędziem przygotowanym do pracy stricte serwisowej. Świetnie sprawdzi się we wprawionych dłoniach serwisantów maszyn i urządzeń, serwisantów szaf sterowniczych, jak również instalatorów. Jesteś którymś z nich? Świetnie! Ten artykuł jest właśnie dla Ciebie!</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="1500" height="916" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Multicrimp-Rennsteig-629-005-3.jpg" alt="" class="wp-image-56206" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Multicrimp-Rennsteig-629-005-3.jpg 1500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Multicrimp-Rennsteig-629-005-3-500x305.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Multicrimp-Rennsteig-629-005-3-1200x733.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Multicrimp-Rennsteig-629-005-3-768x469.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Multicrimp-Rennsteig-629-005-3-688x420.jpg 688w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Multicrimp-Rennsteig-629-005-3-640x391.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Multicrimp-Rennsteig-629-005-3-681x416.jpg 681w" sizes="auto, (max-width: 1500px) 100vw, 1500px" /></figure>



<p>Jako serwisant lub instalator nie siedzisz w jednym miejscu. Z tego względu ważne jest dla Ciebie, żeby Twoja walizka z narzędziami nie była zbyt ciężka. Tyle tylko, że trudno skreślić cokolwiek z listy do zabrania, bo wszystko może się przydać. Na pomoc przybywa<strong> praska ręczna</strong> <strong>Multicrimp Rennsteig 629 005 3</strong>, która pomoże Ci zrzucić zbędne kilogramy&#8230; z Twojej skrzynki narzędziowej. Wspomniana<strong> zaciskarka uniwersalna do kabli </strong>wyposażona została w system wymiennych szczęk. W ten oto sposób łączy w sobie aż 5 różnych narzędzi zaciskających!</p>



<p>Z pomocą dołączonych do <strong>zaciskarki matryc </strong>wykonasz połączenia o profilu typu B, owalne, w trapez, typu W oraz wgłębnikowe (trzpieniowe).&nbsp; To zwiększa możliwości zastosowania <strong>szczypiec do zaciskania Multicrimp</strong>. Dodatkowo w poniższej tabeli zobaczysz wyszczególnione rodzaje złączy i obsługiwane przez poszczególne matryce zakresy. Zauważ, że są to najważniejsze formy zacisków, jakie wykonujesz w swojej pracy, będąc serwisantem lub instalatorem.&nbsp;</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><td><strong>Nr artykułu</strong></td><td><strong>Zakres pracy</strong></td><td><strong>Profil</strong></td><td><strong>Złącze</strong></td><td><strong>Matryca</strong></td></tr><tr><td>629 050 3 0 1</td><td>0,5 – 1,0 mm² 1,5 – 2,5 mm² 4,0 – 6,0 mm², Szerokość złącza 4,8 + 6,3 mm</td><td><img decoding="async" src="data:image/png;base64,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" 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" alt=""></td></tr><tr><td>629 060 3 0 1</td><td>0,5 – 1,0 mm² 1,5 – 2,5 mm² 4,0 – 6,0 mm²</td><td><img decoding="async" 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" 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" alt=""></td></tr><tr><td>629 090 3 0 1</td><td>0,25 – 0,75 mm² 1,0 – 1,5 mm² 2,5 mm² 4,0 mm² 6,0 mm²</td><td><img decoding="async" src="data:image/png;base64,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" alt=""></td><td>&nbsp; <img decoding="async" 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" 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" alt=""></td></tr><tr><td>629 091 3 0 1</td><td>10,0 mm² 16,0 mm² 25,0 mm²</td><td><img decoding="async" 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" alt=""></td><td><img decoding="async" 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" 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" alt=""></td></tr><tr><td>629 1071 3 0 1</td><td>0,5 – 1,5 mm² 1,5 – 2,5 mm² 4,0 – 6,0 mm² 6,0 – 10,0 mm²</td><td><img decoding="async" src="data:image/png;base64,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" alt=""></td><td><img decoding="async" 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" 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" alt=""></td></tr></tbody></table><figcaption class="wp-element-caption"><strong><a href="https://bit.ly/3A19FRN">Najlepsze konektory znajdziesz w Wire Solutions — sprawdź!</a></strong></figcaption></figure>



<h2 class="wp-block-heading"><strong>Szybka wymiana matryc w zaciskarce do przewodów elektrycznych</strong></h2>



<p>Być może pomyślałeś: „<em>No tak, ale ja nie mam czasu bawić się w wymianę matryc. Poza tym&#8230; wszystkie zaraz zgubię!</em>”. Aby uniknąć wspomnianych wyzwań, <strong>uniwersalna zaciskarka do kabli</strong> zawiera magazynek na matryce. To praktyczne rozwiązanie, które pozwoli Ci ochronić dodatki zaciskające przed zgubieniem. Dodatkowo dołączony krążek z tyłu zawiera klips, dzięki czemu możesz całość nosić na pasku spodni roboczych.</p>



<p>Projekt <strong>uniwersalnej zaciskarki do kabli Rennsteig </strong>uwzględnia szybkie przezbrojenie. Do tego zadania nie potrzebujesz kluczy imbusowych ani innych narzędzi. Zobacz w poniższej instrukcji, jak prosto i szybko przebiega wymiana matryc w <strong>szczypcach do zaciskania MultiCrimp marki Rennsteig:</strong></p>



<p><strong>1. KROK: </strong>Umieść głowicę <strong>szczypiec do zaciskania</strong> w otworze z wybranymi przez Ciebie matrycami.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="1134" height="1124" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/zaciskarka-do-kabli-Multicrimp-Rennsteig-629-005-3-.jpeg" alt="" class="wp-image-56207" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/zaciskarka-do-kabli-Multicrimp-Rennsteig-629-005-3-.jpeg 1134w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/zaciskarka-do-kabli-Multicrimp-Rennsteig-629-005-3--500x496.jpeg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/zaciskarka-do-kabli-Multicrimp-Rennsteig-629-005-3--768x761.jpeg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/zaciskarka-do-kabli-Multicrimp-Rennsteig-629-005-3--424x420.jpeg 424w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/zaciskarka-do-kabli-Multicrimp-Rennsteig-629-005-3--640x634.jpeg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/zaciskarka-do-kabli-Multicrimp-Rennsteig-629-005-3--681x675.jpeg 681w" sizes="auto, (max-width: 1134px) 100vw, 1134px" /></figure>



<p><strong>2. KROK: </strong>Umieść otwór w pokrętle na wysokości blokady z wybranymi przez Ciebie matrycami.&nbsp;</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="1200" height="628" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-zaciskarki-MultiCrimp.png" alt="" class="wp-image-56208" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-zaciskarki-MultiCrimp.png 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-zaciskarki-MultiCrimp-500x262.png 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-zaciskarki-MultiCrimp-768x402.png 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-zaciskarki-MultiCrimp-803x420.png 803w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-zaciskarki-MultiCrimp-640x335.png 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-zaciskarki-MultiCrimp-681x356.png 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>



<p><strong>3. KROK:</strong> Wsuń blokadę do otworu.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="1134" height="854" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp.jpeg" alt="" class="wp-image-56209" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp.jpeg 1134w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-500x377.jpeg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-768x578.jpeg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-558x420.jpeg 558w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-80x60.jpeg 80w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-100x75.jpeg 100w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-180x135.jpeg 180w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-238x178.jpeg 238w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-640x482.jpeg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matrycy-MultiCrimp-681x513.jpeg 681w" sizes="auto, (max-width: 1134px) 100vw, 1134px" /></figure>



<p><strong>3. KROK: </strong>Matryce zostaną umieszczone w <strong>uniwersalnej zaciskarce do kabli Multicrimp 629 005 3.</strong> Wystarczy, że wysuniesz ją z magazynku i możesz rozpocząć pracę.</p>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="936" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--1200x936.jpeg" alt="" class="wp-image-56210" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--1200x936.jpeg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--500x390.jpeg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--768x599.jpeg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--1536x1198.jpeg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--539x420.jpeg 539w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--511x400.jpeg 511w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--640x499.jpeg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp--681x531.jpeg 681w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/wymiana-matryc-w-szczypcach-do-zaciskania-MultiCrimp-.jpeg 2039w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>



<p><strong>Uniwersalna zaciskarka do kabli elektrycznych Rennsteig 629 005 3 </strong>jest komfortowa w użyciu również dzięki swojej budowie. Ma ona optymalne przełożenie, przez co nie wymaga nadmiernego użycia siły. Nacisk możesz wyregulować, co w połączeniu ze zwalnianą blokadą rękojeści sprawia, że połączenia zaciskane są wykonane precyzyjnie.&nbsp;</p>



<figure class="wp-block-image size-full"><a href="https://bit.ly/3zZo2WE" target="_blank" rel="noreferrer noopener"><img loading="lazy" decoding="async" width="800" height="632" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/fastons.png" alt="" class="wp-image-56211" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/fastons.png 800w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/fastons-500x395.png 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/fastons-768x607.png 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/fastons-532x420.png 532w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/fastons-640x506.png 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/fastons-681x538.png 681w" sizes="auto, (max-width: 800px) 100vw, 800px" /></a></figure>



<p><a href="https://bit.ly/3zZo2WE"></a></p>



<h3 class="wp-block-heading">To musisz wiedzieć!</h3>



<p><strong>Rennsteig należy do grupy Knipex Werk.</strong> Mamy tutaj do czynienia z sytuacją, w której jedna firma oferuje<strong>&nbsp;narzędzia ręczne</strong> w dwóch wersjach kolorystycznych: zielonej i czerwonej. Równocześnie należy podkreślić, że obie marki posiadają oddzielne linie wytwórcze. Podział produkcyjny jest następujący: narzędzia ręczne do obróbki zarówno w czerwonej, jak i zielonej rękojeści produkuje Rennsteig. Natomiast Knipex w dalszym ciągu skupia się na produkcji szczypiec tnących i kluczy. To Rennsteig produkuje narzędzia do obróbki kabli dla Knipexa, a nie na odwrót. Obaj reprezentują najlepszą jakość i funkcjonalność — możesz im zaufać.</p>



<p>Już teraz zapoznaj się z<strong> <a href="https://wiresolutions.pl/wp-content/uploads/2024/03/Rennsteig-narzedzia-do-obrobki-kabli.pdf" target="_blank" rel="noreferrer noopener">pełnym katalogiem produktów marki Rennsteig!</a></strong></p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/56204/uniwersalna-zaciskarka-do-kabli-multicrimp-rennsteig-629-005-3-kombinacja-5-narzedzi/">Uniwersalna zaciskarka do kabli Multicrimp Rennsteig 629 005 3 &#8211; kombinacja 5 narzędzi! </a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">56204</post-id>	</item>
		<item>
		<title>Akcesoria do plecaka KNIPEX Modular X18</title>
		<link>https://elektrykapradnietyka.com/56226/akcesoria-do-plecaka-knipex-modular-x18/</link>
		
		<dc:creator><![CDATA[Knipex]]></dc:creator>
		<pubDate>Tue, 30 Jul 2024 11:40:52 +0000</pubDate>
				<category><![CDATA[Newsy]]></category>
		<category><![CDATA[Z życia elektryka]]></category>
		<category><![CDATA[adapter]]></category>
		<category><![CDATA[akcesoria]]></category>
		<category><![CDATA[Elektryka]]></category>
		<category><![CDATA[karabińczyk]]></category>
		<category><![CDATA[kieszeń]]></category>
		<category><![CDATA[Knipex]]></category>
		<category><![CDATA[narzędzia]]></category>
		<category><![CDATA[narzędzia ręczne]]></category>
		<category><![CDATA[pasek]]></category>
		<category><![CDATA[plecak]]></category>
		<category><![CDATA[torba narzędziowa]]></category>
		<category><![CDATA[uchwyt]]></category>
		<category><![CDATA[walizka]]></category>
		<category><![CDATA[warsztat]]></category>
		<category><![CDATA[wodoszczelność]]></category>
		<category><![CDATA[złącza]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=56226</guid>

					<description><![CDATA[<p>Może już ktoś zna ten plecak, ale – jak to bywa z konstruktorami, żeby było lepiej, sprawniej – w 2024 roku wprowadzono pewne interesujące modyfikacje. W plecaku MODULAR X 18 można nosić aż 15 kg narzędzi. Sam plecak waży zaledwie 2,9 kg. Jest niezwykły, bo przeznaczony do bytowania w trudnych warunkach placu budowy, awaryjnych sytuacjach itp. Wyróżnia [&#8230;]</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/56226/akcesoria-do-plecaka-knipex-modular-x18/">Akcesoria do plecaka KNIPEX Modular X18</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<h2 class="wp-block-heading">Może już ktoś zna <a href="https://elektrykapradnietyka.com/50575/plecak-na-narzedzia-knipex-modular-x18/" target="_blank" rel="noreferrer noopener">ten plecak</a>, ale – jak to bywa z konstruktorami, żeby było lepiej, sprawniej – w 2024 roku wprowadzono pewne interesujące modyfikacje.</h2>



<p><strong>W plecaku MODULAR X 18 można nosić aż 15 kg narzędzi</strong>. Sam plecak waży zaledwie 2,9 kg. Jest niezwykły, bo przeznaczony do bytowania w trudnych warunkach placu budowy, awaryjnych sytuacjach itp. Wyróżnia się materiałem, z którego go wykonano. Tkanina z włókien syntetycznych, pochodzących z recyklingu, jest odporna na działanie wody rozpryskowej i łatwa do czyszczenia. Gdy postawimy plecak w przypadkowym miejscu, przed zamoczeniem uchroni go wodoodporna wkładka dolna o wysokości 6 cm. Jest wykonana z odpornego na uderzenia tworzywa sztucznego, a konstrukcyjnie ma za zadanie zapewnić plecakowi <strong>stabilną podstawę w pozycji otwartej oraz zamkniętej</strong>.</p>



<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-6 is-layout-flex wp-block-gallery-is-layout-flex">
<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="560" height="886" data-id="56229" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-narzedziowy-KNIPEX-MODULAR-X-18-002150LE.jpg" alt="" class="wp-image-56229" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-narzedziowy-KNIPEX-MODULAR-X-18-002150LE.jpg 560w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-narzedziowy-KNIPEX-MODULAR-X-18-002150LE-316x500.jpg 316w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-narzedziowy-KNIPEX-MODULAR-X-18-002150LE-265x420.jpg 265w" sizes="auto, (max-width: 560px) 100vw, 560px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="513" height="886" data-id="56228" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-KNIPEX-MODULAR-X-18-002150LE.jpg" alt="" class="wp-image-56228" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-KNIPEX-MODULAR-X-18-002150LE.jpg 513w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-KNIPEX-MODULAR-X-18-002150LE-290x500.jpg 290w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-KNIPEX-MODULAR-X-18-002150LE-243x420.jpg 243w" sizes="auto, (max-width: 513px) 100vw, 513px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="563" height="886" data-id="56230" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-na-narzedzia-KNIPEX-MODULAR-X-18-002150LE.jpg" alt="" class="wp-image-56230" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-na-narzedzia-KNIPEX-MODULAR-X-18-002150LE.jpg 563w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-na-narzedzia-KNIPEX-MODULAR-X-18-002150LE-318x500.jpg 318w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Plecak-na-narzedzia-KNIPEX-MODULAR-X-18-002150LE-267x420.jpg 267w" sizes="auto, (max-width: 563px) 100vw, 563px" /></figure>
</figure>



<p>Niektóre plecaki zsuwają się z ramion, ale nie ten. Przedni pas ze złączem FIDLOCK® skutecznie go przytrzymuje, a mechaniczno-magnetyczne zapięcie pozwala na szybkie rozłączenie.&nbsp;Plecy nie cierpią podczas noszenia, bo przyjazna dla nich, ergonomiczne ukształtowana tylna ściana plecaka zapobiega uczuciu dyskomfortu&nbsp;i skutecznie podpiera plecy w odpowiednich miejscach.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="886" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Akcesoria-do-plecaka-KNIPEX-Modular-X18-002150LE.jpg" alt="" class="wp-image-56227" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Akcesoria-do-plecaka-KNIPEX-Modular-X18-002150LE.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Akcesoria-do-plecaka-KNIPEX-Modular-X18-002150LE-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Akcesoria-do-plecaka-KNIPEX-Modular-X18-002150LE-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Akcesoria-do-plecaka-KNIPEX-Modular-X18-002150LE-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Akcesoria-do-plecaka-KNIPEX-Modular-X18-002150LE-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Akcesoria-do-plecaka-KNIPEX-Modular-X18-002150LE-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/Akcesoria-do-plecaka-KNIPEX-Modular-X18-002150LE-681x681.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<p>MODULAR 18 X ma w sumie 37 kieszeni &#8211; część z zamkami błyskawicznymi. Nowością jest <a href="https://tiny.pl/d1vn7" target="_blank" rel="noreferrer noopener">dodatkowa kieszeń</a> o wymiarach wys. x szer. x gł.: 190 x 135 x 40 mm oraz <a href="https://tiny.pl/d1vk2" target="_blank" rel="noreferrer noopener">adapter modułowy [00 21 50 V01] do pasków MOLLE</a>.</p>



<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-7 is-layout-flex wp-block-gallery-is-layout-flex">
<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="886" height="878" data-id="56232" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowy-knipex.jpg" alt="" class="wp-image-56232" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowy-knipex.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowy-knipex-500x495.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowy-knipex-768x761.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowy-knipex-424x420.jpg 424w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowy-knipex-640x634.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowy-knipex-681x675.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="852" height="886" data-id="56231" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowa-knipex.jpg" alt="" class="wp-image-56231" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowa-knipex.jpg 852w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowa-knipex-481x500.jpg 481w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowa-knipex-768x799.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowa-knipex-404x420.jpg 404w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowa-knipex-640x666.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/torba-modulowa-knipex-681x708.jpg 681w" sizes="auto, (max-width: 852px) 100vw, 852px" /></figure>
</figure>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="886" height="502" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/adapter-modulowy-knipex-00-21-50-V01-do-paskow-MOLLE-002150V01.jpg" alt="" class="wp-image-56233" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/adapter-modulowy-knipex-00-21-50-V01-do-paskow-MOLLE-002150V01.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/adapter-modulowy-knipex-00-21-50-V01-do-paskow-MOLLE-002150V01-500x283.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/adapter-modulowy-knipex-00-21-50-V01-do-paskow-MOLLE-002150V01-768x435.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/adapter-modulowy-knipex-00-21-50-V01-do-paskow-MOLLE-002150V01-741x420.jpg 741w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/adapter-modulowy-knipex-00-21-50-V01-do-paskow-MOLLE-002150V01-640x363.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/adapter-modulowy-knipex-00-21-50-V01-do-paskow-MOLLE-002150V01-681x386.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<p>Te dodatki jeszcze bardziej zwiększają pojemność plecaka. Nowa kieszeń jest podzielona na komorę główną i oddzielną przestrzeń wewnętrzną na tylnej ściance. Może być mocowania na pasku, ale przede wszystkim na plecaku do taśm MOLLE wewnątrz lub na klapie. Służą do tego dwa wytrzymałe paski tekstylne. Jest idealna na materiały eksploatacyjne (tulejki kablowe, śruby itp.).</p>



<p></p>



<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-8 is-layout-flex wp-block-gallery-is-layout-flex">
<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="886" height="886" data-id="56241" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-do-plecaka-narzedziowy-KNIPEX-MODULAR-X-18-001950LE.jpg" alt="" class="wp-image-56241" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-do-plecaka-narzedziowy-KNIPEX-MODULAR-X-18-001950LE.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-do-plecaka-narzedziowy-KNIPEX-MODULAR-X-18-001950LE-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-do-plecaka-narzedziowy-KNIPEX-MODULAR-X-18-001950LE-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-do-plecaka-narzedziowy-KNIPEX-MODULAR-X-18-001950LE-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-do-plecaka-narzedziowy-KNIPEX-MODULAR-X-18-001950LE-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-do-plecaka-narzedziowy-KNIPEX-MODULAR-X-18-001950LE-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-do-plecaka-narzedziowy-KNIPEX-MODULAR-X-18-001950LE-681x681.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="886" height="886" data-id="56242" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-w-plecaku-KNIPEX-MODULAR-X-18-001950LE-00-F-A-02.jpg" alt="" class="wp-image-56242" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-w-plecaku-KNIPEX-MODULAR-X-18-001950LE-00-F-A-02.jpg 886w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-w-plecaku-KNIPEX-MODULAR-X-18-001950LE-00-F-A-02-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-w-plecaku-KNIPEX-MODULAR-X-18-001950LE-00-F-A-02-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-w-plecaku-KNIPEX-MODULAR-X-18-001950LE-00-F-A-02-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-w-plecaku-KNIPEX-MODULAR-X-18-001950LE-00-F-A-02-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-w-plecaku-KNIPEX-MODULAR-X-18-001950LE-00-F-A-02-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/07/dodatkowa-kieszen-w-plecaku-KNIPEX-MODULAR-X-18-001950LE-00-F-A-02-681x681.jpg 681w" sizes="auto, (max-width: 886px) 100vw, 886px" /></figure>
</figure>



<p>W wersji wyposażonej w narzędzia dla elektryków [nr art. <a href="https://tiny.pl/cqp8n" target="_blank" rel="noreferrer noopener"><strong>00 21 50 E (E jak dla Elektryka)</strong></a>] w plecaku MODULAR X18 mieszczą się 22 narzędzia i jeszcze jest sporo miejsca na indywidualne, ulubione sprzęty. Ilość przegródek, schowków, kieszeni jest imponująca. 50 opcji umocowania zawartości, zadowoli każdego. W tym 21 uchwytów przytrzymujących, a nawet oddzielną <strong>kieszeń na laptopa do 15&#8221;</strong>.</p>



<p>Plecak Modular X18 jest dla każdego ceniącego komfort i łatwość znalezienia w bagażu nawet drobnego przedmiotu.&nbsp;Projektanci pomyśleli nie tylko o transporcie narzędzi, ale i wygodzie podczas pracy. Przewidziano możliwość mocowania częściej używanych przedmiotów na zewnętrznej klapie i wyjmowania środkowego panelu narzędziowego. W ten sposób tworzy się bardzo wygodny „stół” z podręcznymi narzędziami. Jedna taśma MOLLE od wewnątrz i cztery od zewnątrz służą do mocowania dowolnych adapterów, karabińczyków czy akcesoriów w zależności od potrzeb. Złącza FIDLOCK® umożliwiają błyskawiczne mocowanie lub odłączanie akcesoriów.</p>



<p>Po otwarciu klapa powoli opada, ale jest przytrzymywana paskami &#8211; tak, że każdy może regulować szerokość otwarcia. Boczna kieszeń – tak jak w plecakach turystycznych pomieści, bidon czy butelkę, lub większe narzędzia.</p>



<p>Plecak został zaopatrzony w odpowiednie zabezpieczenia, chroniące zawartość przed niepowołanym zaglądaniem i szperaniem. I jak to bywa w nowoczesnych walizkach, czy właśnie plecakach – ten od Knipexa ma również z tyłu mocowania, w których można umieścić uchwyt teleskopowy walizek narzędziowych – aby można go było ciągnąć za sobą, gdy akurat nie chce się nam nosić na plecach.</p>



<ul class="wp-block-list">
<li>LINK do opisu produktu: <a href="https://tiny.pl/cqpsg" target="_blank" rel="noreferrer noopener"><strong>00 21 50 LE wersja podstawowa</strong></a></li>



<li>Torba modułowa : <a href="https://tiny.pl/d1vn7" target="_blank" rel="noreferrer noopener">001950 LE</a></li>



<li>www KNIPEX: <a href="https://www.knipex.com/pl-pl" target="_blank" rel="noreferrer noopener">https://www.knipex.com/pl-pl</a></li>



<li>Facebook KNIPEX: <a href="https://www.facebook.com/knipexpl" target="_blank" rel="noreferrer noopener">https://www.facebook.com/knipexpl</a></li>



<li>Instagram KNIPEX: <a href="https://www.instagram.com/knipex_polska/" target="_blank" rel="noreferrer noopener">https://www.instagram.com/knipex_polska/</a></li>



<li>Oficjalny przedstawiciel marki Knipex w Polsce: <a href="http://agentools.pl/" target="_blank" rel="noreferrer noopener">http://agentools.pl</a></li>



<li>Sprawdź GDZIE KUPIĆ produkty KNIPEX? <a href="http://agentools.pl/gdzie-kupic/" target="_blank" rel="noreferrer noopener">http://agentools.pl/gdzie-kupic/</a></li>
</ul>
<p>Artykuł <a href="https://elektrykapradnietyka.com/56226/akcesoria-do-plecaka-knipex-modular-x18/">Akcesoria do plecaka KNIPEX Modular X18</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">56226</post-id>	</item>
		<item>
		<title>Nowości WERA 2024</title>
		<link>https://elektrykapradnietyka.com/54922/nowosci-wera-2024/</link>
		
		<dc:creator><![CDATA[Wera Tools]]></dc:creator>
		<pubDate>Tue, 23 Apr 2024 07:48:39 +0000</pubDate>
				<category><![CDATA[Newsy]]></category>
		<category><![CDATA[fotowoltaika]]></category>
		<category><![CDATA[grzechotka]]></category>
		<category><![CDATA[instalacje elektryczne]]></category>
		<category><![CDATA[klimatyzacja]]></category>
		<category><![CDATA[klucz do szaf elektrycznych]]></category>
		<category><![CDATA[klucz dynamometryczny]]></category>
		<category><![CDATA[klucz Joker]]></category>
		<category><![CDATA[klucz płaski]]></category>
		<category><![CDATA[klucz samonastawny]]></category>
		<category><![CDATA[narzędzia]]></category>
		<category><![CDATA[narzędzia ręczne]]></category>
		<category><![CDATA[pompy ciepła]]></category>
		<category><![CDATA[technika montażowa]]></category>
		<category><![CDATA[VDE]]></category>
		<category><![CDATA[WERA]]></category>
		<category><![CDATA[Wera Tool Rebels]]></category>
		<category><![CDATA[wkrętak dynamometryczny]]></category>
		<category><![CDATA[wkrętak z grzechotką]]></category>
		<category><![CDATA[wkrętaki izolowane]]></category>
		<category><![CDATA[wymienne trzpienie]]></category>
		<category><![CDATA[zestaw narzędziowy]]></category>
		<category><![CDATA[złącza]]></category>
		<category><![CDATA[złącze MC4]]></category>
		<category><![CDATA[Zyklop]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=54922</guid>

					<description><![CDATA[<p>„Narzędzi wkrętakowych jest wiele (…). Nieustannie poszukujemy nowych pomysłów”. „W przeciwieństwie do innych nie sądzimy jednak, aby kiedykolwiek udało się zakończyć rozwój narzędzi. Nieustannie poszukujemy nowych pomysłów. Myślimy inaczej. Poddajemy w wątpliwość. A przy tym tworzymy narzędzia wkrętakowe takie jak grzechotka Zyklop czy klucz płaski Joker, które wywracają do góry nogami stary porządek.” &#8211; twierdzą [&#8230;]</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/54922/nowosci-wera-2024/">Nowości WERA 2024</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<h2 class="wp-block-heading">„Narzędzi wkrętakowych jest wiele (…). Nieustannie poszukujemy nowych pomysłów”.</h2>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="900" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-1200x900.jpg" alt="" class="wp-image-54923" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-1200x900.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-500x375.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-768x576.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-1536x1152.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-2048x1536.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-560x420.jpg 560w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-80x60.jpg 80w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-100x75.jpg 100w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-180x135.jpg 180w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-238x178.jpg 238w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-265x198.jpg 265w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-640x480.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_7515_7_safe_torque_speed_bicycle_191223_10160-681x511.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>



<p>„W przeciwieństwie do innych nie sądzimy jednak, aby kiedykolwiek udało się zakończyć rozwój narzędzi. Nieustannie poszukujemy nowych pomysłów. Myślimy inaczej. Poddajemy w wątpliwość. A przy tym tworzymy narzędzia wkrętakowe takie jak grzechotka Zyklop czy klucz płaski Joker, które wywracają do góry nogami stary porządek.” &#8211; twierdzą konstruktorzy marki WERA.</p>



<p>W 2024 roku WERA wprowadza na rynek około 30 nowych lub udoskonalonych produktów. A oto kilka z nich.<a href="https://tiny.pl/d7r9h"></a></p>



<h2 class="wp-block-heading"><strong>Grzechotka 3/8&#8243; Zyklop Comfort</strong></h2>



<div class="wp-block-columns is-layout-flex wp-container-core-columns-is-layout-9d6595d7 wp-block-columns-is-layout-flex">
<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow" style="flex-basis:33.33%">
<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="900" height="1200" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-900x1200.jpg" alt="" class="wp-image-54924" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-900x1200.jpg 900w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-375x500.jpg 375w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-768x1024.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-1152x1536.jpg 1152w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-1536x2048.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-315x420.jpg 315w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-640x853.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-681x908.jpg 681w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_8010_b_zyklop_comfort_19122023_0183-scaled.jpg 1920w" sizes="auto, (max-width: 900px) 100vw, 900px" /></figure>
</div>



<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow" style="flex-basis:66.66%">
<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="836" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-1200x836.jpg" alt="" class="wp-image-54925" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-1200x836.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-500x348.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-768x535.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-1536x1070.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-2048x1426.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-603x420.jpg 603w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-640x446.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Grzechotka-3-8-Zyklop-Comfort-8100_sb_13-681x474.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
</div>
</div>



<p>Znamy już grzechotki Zyklop Speed, Hybryd, Metal, Mini. Nowy <a href="https://tiny.pl/d7r9h" target="_blank" rel="noreferrer noopener"><strong>Zyklop Comfort</strong></a> zapewnia komfortową pracę dzięki drobnemu uzębieniu z 80 zębami. Ma niewielki kąt powrotu zapadki &#8211; zaledwie 4,5°. Zatrzask kulowy gwarantuje pewne osadzenie kluczy nasadowych oraz osprzętu, a tym samym bezpieczeństwo podczas prac montażowych. Niezwykle smukła konstrukcja ułatwia pracę nawet w bardzo wąskich przestrzeniach. Osłona z tworzywa sztucznego umożliwia wygodną i bezpieczną pracę także przy niskich temperaturach. Zyklop Comfort jest dostępny również w zestawach z kluczami nasadowymi.</p>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" data-id="54930" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-1200x1200.jpg" alt="" class="wp-image-54930" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_kugelverrieglung_8010_b-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" data-id="54931" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-1200x1200.jpg" alt="" class="wp-image-54931" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_schlanke_form_8010_b-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" data-id="54932" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-1200x1200.jpg" alt="" class="wp-image-54932" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_8010_b_kunststoffummantelt-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<p></p>



<p></p>



<h2 class="wp-block-heading"><a href="https://tiny.pl/d7rwm" target="_blank" rel="noreferrer noopener"><strong>Rękojeść 817 VDE</strong></a> z uchwytem do trzpieni wymiennych Kraftform 837 i RA z funkcją grzechotki</h2>



<p>Coś specjalnie z myślą o elektrykach. Drobnozębny mechanizm zapadkowy w rękojeści (40 zębów) i kąt powrotu zapadki 9° umożliwiają łatwiejsze i szybsze dokręcanie, bez konieczności ponownego nasadzania. Mechanizm zapadkowy umożliwia również szybkie &#8220;pokręcanie&#8221;.</p>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-1200x1200.jpg" alt="" class="wp-image-54957" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/Rekojesc-Kraftform-837-RA-funkcja-grzechotki-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<p>Uwaga: <strong><a href="https://tiny.pl/d7rwm" target="_blank" rel="noreferrer noopener">Rękojeść 817 VDE</a> przeznaczona jest wyłącznie do trzpieni wymiennych firmy Wera.</strong></p>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" data-id="54936" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-1200x1200.jpg" alt="" class="wp-image-54936" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_einsetzen_der_klinge_837_i_ra_tie-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" data-id="54935" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-1200x1200.jpg" alt="" class="wp-image-54935" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_zwirbeln_837_i_RA2-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<p>Obudowa zapewnia przyjemną i ergonomiczną pracę chroniąc dłoń przed powstawaniem pęcherzy i odcisków. Twarde strefy chwytu umożliwiają szybką pracę, miękkie strefy zapewniają przenoszenie wysokich momentów obrotowych.</p>



<p><strong><a href="https://tiny.pl/d7rch"></a></strong></p>



<h2 class="wp-block-heading">Wkrętak dynamometryczny <strong><a href="https://tiny.pl/d7rch" target="_blank" rel="noreferrer noopener">Safe-Torque Speed</a></strong></h2>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" data-id="54938" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-1200x1200.jpg" alt="" class="wp-image-54938" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/tipp_safe_torque_speed_7515_einfache_einstellung-2-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" data-id="54939" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-1200x1200.jpg" alt="" class="wp-image-54939" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/safe_torque_speed_7510_ueberrasten-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<p>Na pewno warto go mieć w skrzynce. Pięć momentów dokręcania i jedna pozycja stała (<em>Torque Lock</em>) zapewnia wiele możliwości wyboru momentów luzowania i dokręcania. Ustawianie „na słuch” = wyraźnie słyszalne i wyczuwalne przeskakiwanie zapadek, a także zwolnienie po osiągnięciu żądanego momentu obrotowego. Dokładność ustawionego momentu obrotowego ± 10 %. Mechanizm poślizgowy blokuje narzędzie zapobiegając niepożądanemu przekroczeniu ustawionego momentu obrotowego.</p>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="2560" height="1920" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-scaled.jpg" alt="" class="wp-image-54941" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-scaled.jpg 2560w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-500x375.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-1200x900.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-768x576.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-1536x1152.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-2048x1536.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-560x420.jpg 560w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-80x60.jpg 80w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-100x75.jpg 100w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-180x135.jpg 180w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-238x178.jpg 238w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-265x198.jpg 265w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-640x480.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera_safe_torque_speed_bicycle_191223_10118-1-681x511.jpg 681w" sizes="auto, (max-width: 2560px) 100vw, 2560px" /></figure>



<p><a href="https://tiny.pl/d7rch" target="_blank" rel="noreferrer noopener">Safe-Torque Speed</a> jest dostępny również w zestawach z bitami.</p>



<p></p>



<h2 class="wp-block-heading"><strong>Kraftform Kompakt VDE z systemem wyszukiwania narzędzi <em>Take it easy</em></strong></h2>



<p>Tu WERA proponuje dwa zestawy do wyboru:</p>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="948" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-1200x948.jpg" alt="" class="wp-image-54943" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-1200x948.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-500x395.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-768x606.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-1536x1213.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-2048x1617.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-532x420.jpg 532w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-640x505.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_big_pack_1-681x538.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="841" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-1200x841.jpg" alt="" class="wp-image-54942" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-1200x841.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-500x350.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-768x538.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-1536x1076.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-2048x1435.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-599x420.jpg 599w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-640x449.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_17_universal_1_tool_finder-681x477.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<p>Zestaw <a href="https://tiny.pl/d7rck" target="_blank" rel="noreferrer noopener">26-częściowy <strong>Big Pac 1</strong></a> (od lewej) składa się z:</p>



<ul class="wp-block-list">
<li>2 rękojeści 817 VDE z uchwytem do trzpieni wymiennych Wera,</li>



<li>24 trzpieni wymiennych VDE (każdy o długości 157 mm) z systemem wyszukiwania narzędzi <em>Take it easy</em>. Wybranym kolorem oznaczono profil trzpienia, a laserowo wypalono rozmiar.</li>
</ul>



<p>Zestaw 17-częściowy <a href="https://tiny.pl/d7rdq" target="_blank" rel="noreferrer noopener"><strong>Universal 1 Tool Finder</strong></a><strong> </strong>(od prawej) składa się z:</p>



<ul class="wp-block-list">
<li>2 rękojeści 817 VDE z uchwytem do trzpieni wymiennych Wera,</li>



<li>15 trzpieni wymiennych VDE (każdy o długości 157 mm) z systemem wyszukiwania narzędzi <em>Take it easy</em>. Wybranym kolorem oznaczono profil trzpienia, a laserowo wypalono rozmiar.</li>
</ul>



<p>Oba zestawy są umieszczone w wytrzymały, składanym, tekstylnym etui.<strong><a href="https://tiny.pl/d7rdj"></a></strong></p>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="900" height="1200" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-900x1200.jpg" alt="" class="wp-image-54946" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-900x1200.jpg 900w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-375x500.jpg 375w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-768x1024.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-1152x1536.jpg 1152w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-1536x2048.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-315x420.jpg 315w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-640x853.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-681x908.jpg 681w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/kraftform_kompakt_vde_tie_big_pack_motiv_11_10409-scaled.jpg 1920w" sizes="auto, (max-width: 900px) 100vw, 900px" /></figure>
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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-1200x1200.jpg" alt="" class="wp-image-54947" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/typy-bitow-wera-kolory-vorteil_kk_vde_tie-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<h2 class="wp-block-heading"><strong>Zestaw 9524 &#8211; narzędzia do instalacji fotowoltaicznych</strong></h2>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="900" height="1200" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-900x1200.jpg" alt="" class="wp-image-54948" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-900x1200.jpg 900w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-375x500.jpg 375w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-768x1024.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-1152x1536.jpg 1152w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-1536x2048.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-315x420.jpg 315w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-640x853.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-681x908.jpg 681w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/9524_photovoltaikset_191223_10035-scaled.jpg 1920w" sizes="auto, (max-width: 900px) 100vw, 900px" /></figure>
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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="898" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-1200x898.jpg" alt="" class="wp-image-54949" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-1200x898.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-500x374.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-768x575.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-1536x1150.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-2048x1533.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-561x420.jpg 561w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-80x60.jpg 80w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-100x75.jpg 100w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-180x135.jpg 180w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-238x178.jpg 238w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-265x198.jpg 265w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-640x479.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-pv-wera-9524-681x510.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<p>Bardzo pomocny podczas instalacji systemów solarnych. W tym <a href="https://tiny.pl/d7rdj" target="_blank" rel="noreferrer noopener"><strong>7-częściowym zestawie</strong></a> znajduje się:</p>



<ul class="wp-block-list">
<li>wkrętak dynamometryczny 7442 (rękojeść pistoletowa) dla zakresu pomiarowego 3,0-6,0 Nm, z ręcznym ustawianiem żądanego momentu obrotowego,</li>



<li>uchwyt do bitów Rapidaptor 889/4/1 F z mechanizmem swobodnego powrotu do pozycji wyjściowej bez uciążliwego przerywania podczas dociągania w prawo,</li>



<li>klucz płasko-oczkowy 6003 Joker,</li>



<li>dwa klucze montażowe do złączy solarnych MC4 (Multi-Contact), przeznaczone zwłaszcza do dokręcania i luzowania połączeń kablowych oraz do zwalniania blokady złącza,</li>



<li>klucz nasadowy 1/2&#8243; (z wycięciem) rozmiar 17 do montażu złączy do zabudowy. Nadaje się zwłaszcza do montażu czujników temperatury z okablowaniem od góry lub z boku, termoprzełączników i innych komponentów,</li>



<li>adapter (z 1/4&#8243; na 1/2&#8243;) do ręcznych kluczy nasadowych.<strong><a href="https://tiny.pl/d7rfp"></a></strong></li>
</ul>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="1200" data-id="54953" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-1200x1200.jpg" alt="" class="wp-image-54953" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-1200x1200.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-500x500.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-250x250.jpg 250w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-768x768.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-1536x1536.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-2048x2048.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-420x420.jpg 420w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-640x640.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-narzedzi-do-montazu-zlaczy-mc4_pv_tipp_9524_steckschluessel_geschlitzt-681x681.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<p></p>



<h2 class="wp-block-heading"><strong>Zestaw 9530 do pomp ciepła oraz systemów klimatyzacji</strong></h2>



<p><a href="https://tiny.pl/d7rfp" target="_blank" rel="noreferrer noopener">4-częściowy zestaw</a> może być używany do dokręcania połączeń śrubowych stosowanych w przewodach klimatyzacyjnych systemów chłodniczych i klimatyzacyjnych oraz pompach ciepła.</p>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1200" height="900" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-1200x900.jpg" alt="" class="wp-image-54950" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-1200x900.jpg 1200w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-500x375.jpg 500w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-768x576.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-1536x1152.jpg 1536w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-2048x1536.jpg 2048w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-560x420.jpg 560w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-80x60.jpg 80w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-100x75.jpg 100w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-180x135.jpg 180w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-238x178.jpg 238w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-265x198.jpg 265w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-640x480.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/zestaw-wera-9530-do-montazu-pomp-ciepla-klimatyzacji-anw_click_torque_x_7_7880-_2_10291-681x511.jpg 681w" sizes="auto, (max-width: 1200px) 100vw, 1200px" /></figure>
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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1027" height="1200" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-1027x1200.jpg" alt="" class="wp-image-54951" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-1027x1200.jpg 1027w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-428x500.jpg 428w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-768x897.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-1315x1536.jpg 1315w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-1753x2048.jpg 1753w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-360x420.jpg 360w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-300x350.jpg 300w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-640x747.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/wera-9530-zestaw-do-pomp-ciepla-klimatyzacji-681x795.jpg 681w" sizes="auto, (max-width: 1027px) 100vw, 1027px" /></figure>
</div>
</div>
</div></div>



<p><strong>Zestaw 9530 składa się z:</strong></p>



<ul class="wp-block-list">
<li>klucza dynamometrycznego Click-Torque X 7 z uchwytem 14&#215;18 mm do narzędzi wtykowych,</li>



<li>trzech samonastawnych wtykowych kluczy płaskich Joker 7880 z funkcją grzechotki.</li>
</ul>



<p>Zakres pomiaru klucza dynamometrycznego zawiera się między 10 a 100 Nm, z dokładnością ± 4%. Ustawianie i zabezpieczanie żądanej wartości momentu obrotowego jest łatwe, ze słyszalnym i wyczuwalnym kliknięciem po osiągnięciu żądanej wartości.</p>



<p><a href="https://tiny.pl/d7rfp" target="_blank" rel="noreferrer noopener">Zestaw </a>umieszczony jest w kompaktowym i wytrzymałym etui tekstylnym niepowodującym zarysowań powierzchni.</p>



<h3 class="wp-block-heading">Sprawdź wszystkie nowości WERA na rok 2024</h3>



<figure class="wp-block-image size-full"><a href="https://bit.ly/Nowosci_WERA2024" target="_blank" rel="noreferrer noopener"><img loading="lazy" decoding="async" width="700" height="977" src="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/WERA-nowosci-2024.jpg" alt="" class="wp-image-54945" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2024/04/WERA-nowosci-2024.jpg 700w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/WERA-nowosci-2024-358x500.jpg 358w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/WERA-nowosci-2024-301x420.jpg 301w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/WERA-nowosci-2024-640x893.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2024/04/WERA-nowosci-2024-681x950.jpg 681w" sizes="auto, (max-width: 700px) 100vw, 700px" /></a><figcaption class="wp-element-caption">Link do folderu w PDF: <a href="https://bit.ly/Nowosci_WERA2024" target="_blank" rel="noreferrer noopener">https://bit.ly/Nowosci_WERA2024</a></figcaption></figure>



<p>LINK do Nowości 2024 WERA: <a href="https://bit.ly/nowosci_WERA_2024" target="_blank" rel="noreferrer noopener">https://bit.ly/nowosci_WERA_2024</a></p>



<ul class="wp-block-list">
<li>Facebook Wera Polska: <a href="https://pl-pl.facebook.com/WeraToolRebelsPolska/" target="_blank" rel="noreferrer noopener">https://pl-pl.facebook.com/WeraToolRebelsPolska/</a></li>



<li>Instagram Wera Polska: <a href="https://www.instagram.com/weratoolrebelspl/" target="_blank" rel="noreferrer noopener">https://www.instagram.com/weratoolrebelspl/</a></li>



<li>Oficjalny agent handlowy marki Wera w Polsce: <a href="http://agentools.pl/" target="_blank" rel="noreferrer noopener">http://agentools.pl</a></li>



<li><strong>Gdzie kupić?</strong> <a href="http://agentools.pl/gdzie-kupic/" target="_blank" rel="noreferrer noopener">http://agentools.pl/gdzie-kupic/</a></li>
</ul>
<p>Artykuł <a href="https://elektrykapradnietyka.com/54922/nowosci-wera-2024/">Nowości WERA 2024</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">54922</post-id>	</item>
		<item>
		<title>Tymczasowe zasilanie imprez masowych w Holandii</title>
		<link>https://elektrykapradnietyka.com/52164/studnia-kablowa-do-zasilania-imprez-masowych/</link>
		
		<dc:creator><![CDATA[Elektryka prąd nie tyka]]></dc:creator>
		<pubDate>Mon, 02 Oct 2023 17:14:40 +0000</pubDate>
				<category><![CDATA[Z życia elektryka]]></category>
		<category><![CDATA[Zdjęcia]]></category>
		<category><![CDATA[erbetka]]></category>
		<category><![CDATA[pod ziemią]]></category>
		<category><![CDATA[powerlock]]></category>
		<category><![CDATA[studnia kablowa]]></category>
		<category><![CDATA[wesołe miasteczko]]></category>
		<category><![CDATA[zasilanie]]></category>
		<category><![CDATA[złącza]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=52164</guid>

					<description><![CDATA[<p>Zasilanie przygotowane do obsługi wszelkich imprez, szczególnie popularnych w Holandii tzw. kermisów.</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/52164/studnia-kablowa-do-zasilania-imprez-masowych/">Tymczasowe zasilanie imprez masowych w Holandii</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="768" height="1024" src="https://elektrykapradnietyka.com/wp-content/uploads/2023/10/tymczasowe-zasilanie-imprez-masowych-768x1024.jpg" alt="" class="wp-image-52167" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2023/10/tymczasowe-zasilanie-imprez-masowych-768x1024.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2023/10/tymczasowe-zasilanie-imprez-masowych-225x300.jpg 225w, https://elektrykapradnietyka.com/wp-content/uploads/2023/10/tymczasowe-zasilanie-imprez-masowych-1152x1536.jpg 1152w, https://elektrykapradnietyka.com/wp-content/uploads/2023/10/tymczasowe-zasilanie-imprez-masowych-315x420.jpg 315w, https://elektrykapradnietyka.com/wp-content/uploads/2023/10/tymczasowe-zasilanie-imprez-masowych-640x853.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2023/10/tymczasowe-zasilanie-imprez-masowych-681x908.jpg 681w, https://elektrykapradnietyka.com/wp-content/uploads/2023/10/tymczasowe-zasilanie-imprez-masowych.jpg 1500w" sizes="auto, (max-width: 768px) 100vw, 768px" /><figcaption class="wp-element-caption">Studnia kablowa do zasilania imprez masowych w mieście Utrech, Holandia</figcaption></figure>



<p>Zasilanie przygotowane do obsługi wszelkich imprez, szczególnie popularnych w Holandii tzw. kermisów.</p>



<p></p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/52164/studnia-kablowa-do-zasilania-imprez-masowych/">Tymczasowe zasilanie imprez masowych w Holandii</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">52164</post-id>	</item>
		<item>
		<title>Wydajna komunikacja w czasie rzeczywistym zgodnie ze standardem PROFINET</title>
		<link>https://elektrykapradnietyka.com/48341/wydajna-komunikacja-w-czasie-rzeczywistym-zgodnie-ze-standardem-profinet/</link>
		
		<dc:creator><![CDATA[LAPP POL]]></dc:creator>
		<pubDate>Wed, 04 Jan 2023 12:57:05 +0000</pubDate>
				<category><![CDATA[Newsy]]></category>
		<category><![CDATA[Z życia elektryka]]></category>
		<category><![CDATA[Ethernet]]></category>
		<category><![CDATA[komunikacja przemysłowa]]></category>
		<category><![CDATA[LAPP KABEL]]></category>
		<category><![CDATA[profinet]]></category>
		<category><![CDATA[przewody]]></category>
		<category><![CDATA[sieć]]></category>
		<category><![CDATA[złącza]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=48341</guid>

					<description><![CDATA[<p>W komunikacji przemysłowej wszystkie podzespoły muszą być ze sobą kompatybilne i idealnie dopasowane. Integrując je z procesami automatyzacji naszych klientów, jesteśmy nieustannie stawiani przed wyzwaniem opracowania innowacyjnych rozwiązań. Z naszymi produktami PROFINET oferujemy rozwiązania dla wydajnych, bezpiecznych i elastycznych sieci przeznaczonych dla prawie każdej branży i aplikacji. PROFINET jest wiodącym otwartym standardem Ethernetu przemysłowego w [&#8230;]</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/48341/wydajna-komunikacja-w-czasie-rzeczywistym-zgodnie-ze-standardem-profinet/">Wydajna komunikacja w czasie rzeczywistym zgodnie ze standardem PROFINET</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p><strong>W komunikacji przemysłowej wszystkie podzespoły muszą być ze sobą kompatybilne i idealnie dopasowane. Integrując je z procesami automatyzacji naszych klientów, jesteśmy nieustannie stawiani przed wyzwaniem opracowania innowacyjnych rozwiązań. Z naszymi produktami PROFINET oferujemy rozwiązania dla wydajnych, bezpiecznych i elastycznych sieci przeznaczonych dla prawie każdej branży i aplikacji.</strong></p>



<p>PROFINET jest wiodącym otwartym standardem Ethernetu przemysłowego w Europie dla wszystkich obszarów technologii automatyki przemysłowej. Ten rodzaj systemu komunikacji umożliwia wymianę danych w czasie rzeczywistym pomiędzy urządzeniami kontrolującymi, a urządzeniami pracującymi na obiekcie i wykorzystującymi przemysłowy Ethernet. PROFINET jest następcą PROFIBUS, protokołu fieldbus, standaryzowanego przez organizację użytkowników PROFIBUS &amp; PROFINET International (PI). Firma LAPP aktywnie uczestniczy w pracach nad rozwojem PROFINET.</p>



<p>Wariant RT (Real Time) PROFINET umożliwia urządzeniom kontrolującym i urządzeniom pracującym na obiekcie komunikację w czasie rzeczywistym. Aby tego dokonać, nie trzeba tworzyć dodatkowych elementów sieci. Czasy cyklu wymiany danych bez synchronizacji zegara wynoszą ok. 10 milisekund. Wariant RT jest wykorzystywany na przykład w zdalnych systemach I/O.</p>



<p>W przypadku specjalnych aplikacji wymagających synchronizacji zegara, np. podczas synchronizacji serwonapędów, niezbędne jest zastosowanie izochronicznej komunikacji pomiędzy urządzeniem kontrolującym, a urządzeniem pracującym na obiekcie. Musi być ona&nbsp; zgodna z wariantem IRT (Isochronous Real Time) PROFINET. Sieci IRT nakładają dodatkowe wymagania na sprzęt, a standardowe przełączniki Ethernet nie są już dozwolone. Czasy cyklu wymiany danych są mniejsze niż 1 milisekunda.</p>



<p>Więcej o naszych produktach można dowiedzieć się tutaj: <a href="https://cutt.ly/aMCv5gF" target="_blank" rel="noreferrer noopener">https://cutt.ly/aMCv5gF</a></p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/48341/wydajna-komunikacja-w-czasie-rzeczywistym-zgodnie-ze-standardem-profinet/">Wydajna komunikacja w czasie rzeczywistym zgodnie ze standardem PROFINET</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">48341</post-id>	</item>
		<item>
		<title>Zabudowa szeregowa</title>
		<link>https://elektrykapradnietyka.com/45249/zabudowa-szeregowa/</link>
		
		<dc:creator><![CDATA[Elektryka prąd nie tyka]]></dc:creator>
		<pubDate>Tue, 10 May 2022 15:37:29 +0000</pubDate>
				<category><![CDATA[Z życia elektryka]]></category>
		<category><![CDATA[Zdjęcia]]></category>
		<category><![CDATA[deweloperka]]></category>
		<category><![CDATA[płot]]></category>
		<category><![CDATA[szeregówka]]></category>
		<category><![CDATA[złącza]]></category>
		<category><![CDATA[złącze kablowe]]></category>
		<guid isPermaLink="false">https://elektrykapradnietyka.com/?p=45249</guid>

					<description><![CDATA[<p>Artykuł <a href="https://elektrykapradnietyka.com/45249/zabudowa-szeregowa/">Zabudowa szeregowa</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<figure class="wp-block-image size-large"><img decoding="async" src="https://elektrykapradnietyka.com/wp-content/uploads/2022/05/zk_zabudowa_szeregowa.jpg" alt="" class="wp-image-45250"/></figure>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="960" height="720" src="https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii.jpg" alt="" class="wp-image-45253" srcset="https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii.jpg 960w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-300x225.jpg 300w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-768x576.jpg 768w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-560x420.jpg 560w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-80x60.jpg 80w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-100x75.jpg 100w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-180x135.jpg 180w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-238x178.jpg 238w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-640x480.jpg 640w, https://elektrykapradnietyka.com/wp-content/uploads/2022/05/mur_energii-681x511.jpg 681w" sizes="auto, (max-width: 960px) 100vw, 960px" /></figure>
<p>Artykuł <a href="https://elektrykapradnietyka.com/45249/zabudowa-szeregowa/">Zabudowa szeregowa</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">45249</post-id>	</item>
		<item>
		<title>MUST-HAVE dla technologii połączeń</title>
		<link>https://elektrykapradnietyka.com/45064/must-have-dla-technologii-polaczen/</link>
		
		<dc:creator><![CDATA[LAPP POL]]></dc:creator>
		<pubDate>Tue, 26 Apr 2022 07:51:31 +0000</pubDate>
				<category><![CDATA[Newsy]]></category>
		<category><![CDATA[Z życia elektryka]]></category>
		<category><![CDATA[dławnice kablowe]]></category>
		<category><![CDATA[ETHERLINE ACCESS]]></category>
		<category><![CDATA[Ethernet]]></category>
		<category><![CDATA[fotowoltaika]]></category>
		<category><![CDATA[kable]]></category>
		<category><![CDATA[kolej]]></category>
		<category><![CDATA[komunikacja przemysłowa]]></category>
		<category><![CDATA[LAPP KABEL]]></category>
		<category><![CDATA[ÖLFLEX]]></category>
		<category><![CDATA[przemysł spożywczy]]></category>
		<category><![CDATA[przewody]]></category>
		<category><![CDATA[przewody bezhalogenowe]]></category>
		<category><![CDATA[przewody DC]]></category>
		<category><![CDATA[przewody solarne]]></category>
		<category><![CDATA[złącza]]></category>
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					<description><![CDATA[<p>Co firma LAPP może zrobić, aby usprawnić technikę połączeniową u naszych klientów? Uzupełnić portfolio produktów! Wymagania klientów zmieniają się, podobnie jak nasza oferta. Wiosną 2022 roku przygotowaliśmy nowe rozwiązania połączeniowe dla inżynierii mechanicznej, instalacji oraz dla komunikacji przemysłowej. Produkty LAPP zapewniają pewne zaopatrzenie Twojej fabryki lub budynku biurowego w energię oraz bezpieczną transmisję danych. Wykorzystaj [&#8230;]</p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/45064/must-have-dla-technologii-polaczen/">MUST-HAVE dla technologii połączeń</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
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<p><strong>Co firma LAPP może zrobić, aby usprawnić technikę połączeniową u naszych klientów? Uzupełnić portfolio produktów! Wymagania klientów zmieniają się, podobnie jak nasza oferta. Wiosną 2022 roku przygotowaliśmy nowe rozwiązania połączeniowe dla inżynierii mechanicznej, instalacji oraz dla komunikacji przemysłowej.</strong></p>



<p>Produkty LAPP zapewniają pewne zaopatrzenie Twojej fabryki lub budynku biurowego w energię oraz bezpieczną transmisję danych. Wykorzystaj najnowszą technologię połączeń: bezołowiowe dławnice kablowe, złącza lub zajmujące mało miejsca obudowy dla złącz prostokątnych, przewody DC, przewody bezhalogenowe, wkłady uszczelniające i wiele innych niezbędnych elementów.</p>



<h2 class="wp-block-heading">Nowości produktowe w #LAPP:</h2>



<h3 class="wp-block-heading"><strong>Inżynieria mechaniczna i zakładowa</strong></h3>



<p>Niezawodne rozwiązania połączeniowe dla wymagających zastosowań przemysłowych:</p>



<ul class="wp-block-list"><li><strong>SKINDICHT<sup>®</sup> seria bezołowiowa</strong></li><li><strong>EPIC<sup>®</sup> POWER M12L</strong></li><li><strong>ÖLFLEX<sup>®</sup> DC GRID</strong></li><li><strong>ÖLFLEX<sup>®</sup> 127 HSLH</strong></li><li><strong>EPIC<sup>®</sup> ULTRA H-A 3</strong></li><li><strong>EPIC<sup>®</sup> H-A 3</strong></li></ul>



<h3 class="wp-block-heading"><strong>Transmisja danych w przemyśle</strong></h3>



<p>Innowacyjne rozwiązania dla fabryk, maszyn i zakładów:</p>



<ul class="wp-block-list"><li><strong>ETHERLINE<sup>®</sup> Cat. 6A FD FC</strong></li><li><strong>Kolorowe klipsy dla ETHERLINE® Patchcords</strong></li><li><strong>SKINTOP<sup>®</sup> DIX-M AUTOMATION</strong></li></ul>



<p><strong>Więcej nowości LAPP:</strong></p>



<ul class="wp-block-list"><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/technologia-swiatlowodowa/swiatlowod-szklany-gof/swiatlowody-gof-do-aplikacji-profinet/hitronic-gof-duplex-pnb.html?tx_dgpsolr%5bq%5d=28052006" target="_blank" rel="noreferrer noopener">HITRONIC<sup>®</sup> GOF DUPLEX PNB</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/technologia-swiatlowodowa/swiatlowod-szklany-gof/swiatlowody-gof-do-aplikacji-profinet/hitronic-gof-duplex-pnc.html?tx_dgpsolr%5bq%5d=28052010" target="_blank" rel="noreferrer noopener">HITRONIC<sup>®</sup> GOF DUPLEX PNC</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/industrial-ethernet-cat5-5e/kable-krosowe-do-zastosowan-o-wysokiej-elastycznosci/etherline-ec-fd-cat5e-m8.html?tx_dgpsolr%5bq%5d=2171719" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> EC FD Cat.5e Patchcords</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/profinet-cat6a/typ-c-przewody-do-instalacji-bardzo-gietkich/etherline-fd-cat6a.html?tx_dgpsolr%5bq%5d=2170485" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> FD Cat.6 Patchcord</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/industrial-ethernet-cat6a/kabel-krosowy-do-zastosowan-gietkich/kabel-krosowy-etherline-cat6a-flex.html?tx_dgpsolr%5bq%5d=2172362" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> FLEX Cat.6A Patchcords</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/profinet-cat6a/cabinet-cords/etherline-pn-cabinet-cat6a.html?tx_dgpsolr%5bq%5d=2170571" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> CABINET Cat.6A Patchcord</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/industrial-ethernet/przewody-do-zastosowan-specjalnych/etherline-t1-flex.html?tx_dgpsolr%5bq%5d=2170922" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> T1 Y FLEX</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/profinet-cat6a/typ-c-kable-krosowe-do-zastosowan-o-wysokiej-elastycznosci/etherline-torsion-cat6a-m12.html?tx_dgpsolr%5bq%5d=2172263" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> TORSION CAT.6A Patchcords</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/profinet-cat5/typ-r-przewody-do-zastosowania-w-robotach/etherline-robot-pn.html?tx_dgpsolr%5bq%5d=2170940" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> ROBOT PN Cat.5e</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/strukturalne-okablowanie-budynku-cat6a/patch-cable-rj45/etherline-lan-rj45-cat6a.html?tx_dgpsolr%5bq%5d=24441205" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> LAN Cat.6A Patchcords</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/industrial-ethernet/aktywne-komponenty-sieciowe/etherline-access-nf.html?tx_dgpsolr%5bq%5d=21700141" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> ACCESS NF</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/systemy-transmisji-danych-w-technologii-ethernet/industrial-ethernet/aktywne-komponenty-sieciowe/etherline-guard.html?tx_dgpsolr%5bq%5d=21700150" target="_blank" rel="noreferrer noopener">ETHERLINE<sup>®</sup> GUARD</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/technologia-swiatlowodowa/gof-akcesoria-swiatlowodowe/obudowy-i-rozdzielnice/epic-data-ts.html?tx_dgpsolr%5bq%5d=29500761" target="_blank" rel="noreferrer noopener">EPIC<sup>®</sup> DATA TS GOF</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/zlacza-przemyslowe/zlacza-prostokatne/epic-styki-inarzedzia/epic-signal-d-sub-styki.html?tx_dgpsolr%5bq%5d=44423357" target="_blank" rel="noreferrer noopener">EPIC<sup>®</sup>SIGNAL D-SUB Styki</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/dlawnice-kablowe/skintop-akcesoria-do-dlawnic-metrycznych/wielokrotne-wklady-uszczelniajace-ochrona-przeciwpylowa/skintop-dix-m-automation.html?tx_dgpsolr%5bq%5d=53611001" target="_blank" rel="noreferrer noopener">SKINTOP<sup>®</sup> DIX-M AUTOMATION</a></li><li><a href="https://lapppoland.lappgroup.com/produkty/katalog/dlawnice-kablowe/skintop-dlawnice-kablowe-z-tworzywa-sztucznego-metryczne/swiatlowody/skintop-fiber.html?tx_dgpsolr%5bq%5d=54113180" target="_blank" rel="noreferrer noopener">SKINTOP<sup>®</sup> FIBER</a></li></ul>



<h3 class="wp-block-heading"><strong>Energia słoneczna</strong></h3>



<p>Przewody do systemów fotowoltaicznych:</p>



<ul class="wp-block-list"><li><strong>H1Z2Z2-K, wersja zoptymalizowana</strong></li></ul>



<h3 class="wp-block-heading"><strong>Składowanie, transport, przetwarzanie</strong></h3>



<p>Nasze inteligentne rozwiązania transportowe i logistyczne:</p>



<ul class="wp-block-list"><li><strong>TRONIC SINGLE CORE-CART S12</strong></li><li><strong>SpinOff </strong>(Szybki transport ciężkiego bębna kablowego)</li><li><strong>DRUM CART</strong></li></ul>



<h3 class="wp-block-heading"><strong>Przemysł kolejowy</strong></h3>



<p>Nasza oferta produktów dla nieograniczonego bezpieczeństwa w pojazdach szynowych:</p>



<ul class="wp-block-list"><li><strong>ÖLFLEX<sup>®</sup> TRAIN 4 GKW-C</strong></li><li><strong>ÖLFLEX<sup>®</sup> TRAIN 331 600V</strong></li></ul>



<h3 class="wp-block-heading"><strong>Przemysł spożywczy</strong></h3>



<p>Produkty spełniające surowe normy jakości.</p>



<p>Po więcej szczegółów zapraszamy na naszą stronę internetową: <a href="https://cutt.ly/DGkgBsj" target="_blank" rel="noreferrer noopener">https://cutt.ly/DGkgBsj</a></p>
<p>Artykuł <a href="https://elektrykapradnietyka.com/45064/must-have-dla-technologii-polaczen/">MUST-HAVE dla technologii połączeń</a> pochodzi z serwisu <a href="https://elektrykapradnietyka.com">Elektryka Prąd Nie Tyka - instalacje elektryczne w praktyce</a>.</p>
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