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9yD67LsYOmwxjTnt722m5kLAGFz2AzkD61DLo9sWzFNcqPRrZz/AEFdJRXe8opSpxpzSfLpezv96aMvrElJtdTnItHtVbMsty49FtnX+hqXU4Y206O3srab5ZAxAhcdjzkj6VvUULKKUacqcElzaXs7/e2w+sSck30OJ+w3n/PrP/37NdXpk0U2mwGKRHCr5bFWBw6/Kyn3DAgjsQRVuuf8G/8AIDuf+wrqX/pbNVZdlUMDKUoybuKtXdVJNHQUUUV6pgFFFFABRRRQAUUUUAFc/wCMv+QHbf8AYV03/wBLYa6Cuf8AGX/IDtv+wrpv/pbDQB0FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFZ+sa3p2gWJvNTult4M7QSCSx9AByT9K841X44WEOV0zSp5zyN9xIIwPQ4G7I/EUAer0V8+P8avEzXIlVLAIvWFYTtb6ksT+te0eFPE9l4t0KLUrP5SflmhJyYnHVT/Q9xigDbooooAKKKKACiiigAooooAKKzNZ1/TtBhSS/n2bzhEVSzN9AK4nUvixEjFdO04uP+ek74/8dH+NAro9JorzXw/8TZrzUFh1SG3jgc48yIEeX7nJORXpQIIBByDQCdwooooGFFFFABRRRQAUVXvr620yxmvbyZYbaBC8kjdAB/P6V5TrPx1tIlZdH0mWVsHEt2wQA+u1ckj8RQB69RXzVcfGDxnd3TSwXscKKNxigtUKqB3+YMcfU16z4A+JNl4ttltbxorXV1+9DnCyj+8mf1HUUDsd5RRRQIKztW1uw0WDzLyYKSPljXl3+g/yK0a+ePjPeajpfie5u4ZnVcJsBPG3ao6fXP60Aega58Q5LiHydJieEMMNLLjePoAePr/KuEeV5HLyMS5OSSeSa4u18ZmGYx30YaPtIg5x7iumsNVstSjDWs6SD06EfhQQ7l0Hvmt/SPF+r6Uojjn8+IdIp8sB9D1H51grGW5HbrVyOJUGW60CPVPD3iy31t/s7xG3usZCFshh7H19q6KvHtGnNrrFpck7FSYE/TOD+hNew0Fp3CiiigYVz/g3/kB3P/YV1L/0tmroK5/wb/yA7n/sK6l/6WzUAdBRRRQAUUUUAFFFFABRRRQAVz/jL/kB23/YV03/ANLYa6Cuf8Zf8gO2/wCwrpv/AKWw0AdBRRRQAUUUdKACqGsazY6Dpst/qE4ihjH4sewUdzXHeL/inpehI9tpjR39/wBPlbMcZ/2iOp9h+Yrw3X/Euo+IL97zUbhpZT91RwqD0A7ClcD3HTfjF4Zvbrybj7TYgnCyToCh+pUnH48e9d7b3EF3Cs1vNHNE3KvGwZT9CK+NHdmPP5Vd0bxHrPhy7FxpV9NbNnJUHKt9VPB/GgD7CorxTw18dHd0t/EGn5GMG4tBz9Sh/ofwr1fRPEOleI7VrnSrxbiNDtfAKlT6EEAimBqUUVHPcQ2sDz3EqRRIMs7sFVR7k0ASVieIvFmk+F7YS6jcYkYfJBGN0j/Qf1OBXAeMfi6tu7WXhwpIw4e7dcgf7gPX6n8u9eNXuo3F5cSTzyvNNIcvJIxYk/U0AfRmifFDwzrMgha6NjOThUvMIG+jZK/mQa7MEEZByDXxkzFs5ya2tB8d+JPDK+Vp2pSC3/54S/vIx34B+7+GKAPrOivGfDHxq89DDrVqY5CRidASg9cjr/OvXbK/tdQsY7y1uIZoHGRJG4Zffn2oAs0UgIYAggg9CKWgAooooAK5vWPHvhzRN63OoxyTL1ig/eNn0OOB+JFeUfE34kJrRXS9HnmSxjciaZTgTntgddo569c9OBXm5e4REkZGMMmdjMOGx15oA7H4g+Nl8XXsLwRSQ21urLErMDkk8sfQkAcc9OtcDIXBO6r6tHINvQjqrCo5oABngfjSEZ6llbNb/hnxHd+GtXj1KyZsj5ZYg20SKex/z1rEZBng0qkxkPwQOo9aAPqHS/HNpe2ltOHE6XCloxGpMhA6/KM9O/pXWo2+NWwV3AHB6ivBvhElw15qMUTgRMikBucZOPxOB6172OBihDCiiimAUUVzfjnXBofha8uElCXHlny1DYY+uP8APegDbutQtLJC9zcxRD/aYCucvviBpNqdsKy3B9QNo/Xn9K8Rs/Fj3MZlvIyw43zRgkZPTOfXBrZimgugXtpo3/vYIP50EtsueJ9SbxBqcl/h41ICpGxztAHY/XJ/GuVmt5Qxw2fY8VvMuR93GPTkVTmiIPQj+tMgz59SlaK0V4wJ7cFTLtALpxtB9cAYz6Yr0jwT44mWGGxuMyxfdj3HlP8AZz6en5V5/JB5hwYwR70W8EljOk0bsI9wDY6r7/nQO59EWmq2t3hVfZJ/cbg1dry3QwdWnZbq6uGICiNFkCIxyRkBfmPTnJxz0r1IDAAHakWgooooGFVb/U7HSrc3F/dw20X96VwuT6D1PsK4z4peNLzwjpdnHp21by9dlWVlDCNVAyQDxnLLjII614HqHiHUdTvHuNTuJbt2/jc8/T2HtQB6V8SfiJpviDTP7G0r7Q8fmh5Jh8ofGcLt64yQecdBXjM+8MQ3IB4yeR+Vaq3EbJtibaD/AA7cfkRUMquxXg/pSGitp2oTabcGeBvmKNGytyrKylSD6jmoIJ5rWVJY3ZGRtyuhwVPqCKc6bScrtHQ545quCVPymgZ9AeBviK2p2CQTXDfb4hh4ghYSD+8oH6gdPpXp2l3s99btJcW3kEHABYEn3wM4/OvkzwvdzW3iCzEJI8yVFI7YLYP14J/OvrPSlZbQ7mLEtySOvAoRJerx745aUJ7S1uwCd8bQt6DHI/8AQj+Vew1x/wATbD7b4LuG7wOsmMdc/L/7Nn8KYmfIV3KZLSBz97ZtP/ATgfoBVKG4mt5A8MrxsO6tg1p3NpIZbi2UfckLj/dPSsl0KOVOMj0oA9Q8BeKJtQ8ywv5fNmUZiY9SB1B9f/rV3iALyw5PQV4N4buzY6/ZzgkAOAfoa995YAqcZFMTQgMhmUDGD19q9msJ/tWnW056yRK5+pFeI2nmtdO7q0arwoz1/wAa9c8JyNJ4btd2fl3KCe43GkETaooooKCuf8G/8gO5/wCwrqX/AKWzV0Fc/wCDf+QHc/8AYV1L/wBLZqAOgooooAKKKKACiiigAooooAK5/wAZf8gO2/7Cum/+lsNdBXP+Mv8AkB23/YV03/0thoA6CiiigArkvibcS23w81WSGRo3KxoWU4O1pFDD8QSPxrpru8trC1kuryeOCCMZeSRgqr+Jrwz4k/E5NdsLjRNKixZM433L9ZQpBG0dhkA568dqAPMnmQ5G4ZqbS7JdRv4rYzLEjH5nI3YHc4HJ9azo7PLb5GKjPTualUmGfem9TyFA6gkYFS9tARv614dj0i3huIr6O5jldo+EKMCM9j24/lWIYw3UcVLbJfaleR2sMM93cvwkcal3PfgDmmXcM8UjQyxyRTIcPE6lWB9CD0pRTS1B26ERkSIbUFe3fAUs2ma0zZ5mjx+TV4tDaAYZ+vpXuPwQ403V/wDrrH/I1SA9Wry/43XTweH9PiDssbzszqP4tq8fzrute8SaV4asxc6ndCINny0Ay8hHZR36j25r56+Ivjy58YSxRrAtvZQMxiTq5z3Y/h0H60wOSknjlA2v71oaPpkGou/n3EkMaqSDFF5hyATg8jGcda5sghhzVuJ5IwyoW3nByD25/wDrVMr20KVr6m1q2lx6ZdrFFcidGQMG27SPYjnBrPaJNuXxioorvLYbqKVonnl+Q7gf0oimlqJg05+5GuOwxXb/AA31C/sdWe1a6dLGZGeWJnITIGd3pnjGa5a3tEh56t6mu1+HNhb6h4tjS5iWWOKJpQrcjIxjI79aYj1fwzqNzeamFt4ZW04ISblmxG57BB/F9enua62eaO2gknmcJFGpd3boqgZJNVLQDzxj0ql4ykEXgvWmJxmzlXr6qR/WmB4prXxi8RHXpZtNuI4rJXIit2hUgpnjcTzk/X6V69da+9x8MJNdkUQTTaZ520dFdk4x7ZIxXy1cL++Y47113iL4jX2ueHNO0SOL7La2sCRyqjf65lAAJ9BwDt9fwwCOOkfePrJ+gq/qMj/2fpibiFWEsBk8Esc/yFZBbaw9q1rTUVfTprGeWRohGTChAbY4IPGemcEcetJjRVS44CyKGX171avLR4ZRFIRuCq33geGAI5+hFaHh3wlq/iNJprOCPyo8gGUkBmGPlB9eQecVS16M22r3tpuDGCUWwI6HZ8v9KSBiRWSABmOagvkChEUYy1LBHIuB5xC56Z6066PmXcK++aYj2P4M2MwF9cNbS+S5jVZsDblc5GT16jpmvYq5H4ZW5t/h/puRhpPMc8+rtj9MV11MYVxes+MJbHx5o2ixFfJunZJgQCfRcenOfyrs3O1CfQV4NqDEfEu21TUS5tor5G3f3FVhg/TPJ/GgTZ7w7rGjOxwqjJr5++J/il9TvNRt4nAgtwsWOeWJGfyAI+ua6fxF8RZdXujYaC8qxEFDJswC3c568D0+vPSvNPFdvZ2lhFBbjfIko+0zFiTK/J6Z6DOKXUTZn28ktt4DnKZAur1I247Im7r9WrLtNRltpFcMVZTwynmuj8KXVrqMaeH9SihezkdpIm3mNo5Npwc9D2HPrXMCIJeG1aJpJd/l7YxuJbOMD1qW2mUrHYaf4kadM3RVUAwZ1XGD/tDp/KtnyndjnJrmbaza28PbFeQQXuoQx4ddv3A24Y9twrqPtqxssZx2q07oiSsSJanvxUN8ipCFHVmUfqKuxSLKm5GDY4OD0qBoTeaxp9mDgzTqo/z+VMk9M8I2+2wsEx6ufzJrtKztJ0ePSYfLSeaXgLmQjAA7AAD/ABrRpGiMnVPENlpF/Y2dwxMt7MsMaqRnLHAOPT1rVZgqlmOABkmvCfH2pS3XxX0yOFsNbTQrHngbvMB/oK7Hx18QYrB30bSx599Iu3crAhSf8P8A63rQM8l+LHiVfEHih1iIMFoTEjA5ye/68fhnvWNepHB4U0+RYE8+W4mJlx8xUBRjPpkmqevW0FvqQhimMwUYkc9C/fHtmug0CTT9e0638P30MscyNK1tcRzKo3kFsMG7HaB/hUlHJiVWPzLg+oq0I7gWhmj3+SW2b9p27uuM9M1XMYS7+ymF5Jd/llY+W3ZxgevNdLcLNY+Ahass0aTarvCyjaQUjAIx/wACFCY2cqlrLMxJPGepq5FZRxcnlvU0tpLLNdLbRxs5PChRk1tajoWoabZwXV1CFhmJClXDbW9Gx0Psf6VQir4Wt5Lnxjp8cMDzOs6sI0HLbWyR+Qr6wsozHaorIUbGWUkHB/CvnH4P2/n/ABJtZOcQxyue/wDAy/8As1fStBLCobu1ivbSa1nXdFMhRx7EYqaigD5Z8efDvU9B1d5IvuOCI5R9yZPQ+h9R2/I151c2fkki6ieB88MPmU/j2r7R8VaOda0Ka2jGZl/eRDA5YA8c+ua+cr2wvEuDaX+mOZm3ExlNjoBzyD16igWx5xFbtA6yr8yZyrDkcV7zpNwLvS7acHO6Mc+9eZ3PhZShnsWaEtyQp6ezL0ruPCbSxaEkU25pEYgHGMjjmhCbPQfDHhz+1na5uGxaxttIB5duuPYcj/PT0WKKOCJIokCRoMKo6AV4ffeO9a0W0j06xkigiXJDrGC5ycnOc+voK2/CXj/UodXbTfELSAnAbzk2vET37cc8g/h7gJo9YooooKCuf8G/8gO5/wCwrqX/AKWzV0Fc/wCDf+QHc/8AYV1L/wBLZqAOgooooAKKKKACiiigAooooAK5/wAZf8gO2/7Cum/+lsNdBXP+Mv8AkB23/YV03/0thoA6CiiigDhfi1pF7q3gp/se0i0l+1TqX25jVHzj1xkHHtXziYy64ya+r/Fx2+DNcP8A04Tj/wAcNfK1JgVy0qHJUP796RCrThwx3Hqprf0Dwtq/im+FvptuWUEeZK3Ecf8AvN2+nU9hXp83wJsn0lEj1eYaiAS0jRgxMfQL1H1yfp2oA6DQ4vDHw88I2ep3qQWV1cWsZnkJ3yyvsBZV6k89hxXjfjrxsnjXXra4isFtYrcNGjFtzyLnI3dh9O2Tyaxde0i/0vWbjS7ybzZrVzGWDll+oz2qmRFaJuOC/bNAFrOK+hvhTptvZ+BrS6ii2z3haSZ8534dgv0+UCvm6FXuT5kpKxDoPWvpH4Wa5aat4PgtbddklgBDKmc89Q3TvzQgOX+OdjcG20zUgoNtFvhY7uQ7YI49wp/KuN1b4Va7DpkF7Z4v4pI1cpEuJEyM429/wr0j43f8iRbj1vk/9FyVzHjTxrrmg+IY7bTLoKsNpFuhYBkYkZyQe/PbHalKSirspJvQ8je3lsbsrPCQ8ZKsjryp9we9dDZ+INPuLYwarpEdycbVmhby5V9845P6VkxmWS5Wa53zrvBly2CwzyAecH3rV17wvLYLFewW1ydLuY0lguHQYG5QdrFeMjJHOM46VCkpPQpppGJcPbW1032VX8l+V81lZvx29PpT9Pbe8rbcdOPSoksGaT5jhB1PepJbiO1HlQgE9DitSGXmkVPr/Kvc/B2maTo2mSTR25jmUqklzKMvIWRWwvHTLYwOpHrXgkEJiX7RdtyOVT0r6I8NR23ibw/De2l/I5C+StxtAMRAAYIv8Jx3PPPekI6DTJ5bmQSiLy4ssAH++cccjt/P6Vl/EmTyvh7q7eqIv5yKP610VhYwadZx21uGCIOrNkk9SSfqTXLfFMsPh7qO0ZG6Ld9PMX/61MD5sLpI5HGQa2fCvhKbxTr8On2+VQ/PNLjiNB1P9B7muamUxSHcDknrXZ+AfiNP4KaeJ9Pju7W5ZWc52SLjjhscjnof0yaBFj4peAJPDOrC702zl/saSJAJFywjcAKQx7EnByeu446V52iF5FUdScV9b+HfGvh/xdblbC7RpCCHtZwFkxjn5T1HuMiuJ+Jnw98P2mh3XiCwthZXVuUJjhGI5NzKv3egPOeMe+aAPI9G1G+0WVJ7G7lhdT0DfK31HQ1nXU7Xt9LcuAXeV5HIHUk//Xq0B8tRRW2xyS2VzkCiwhBATOjHlQOR70zBbUx/siu40n4b+J9WhhuIbFIbeZAyS3EqqMHocDLfpXZ+HPgtHa3SXWuXyTlTk29uDtb6scHHsAPrQx2PQ/C1ubXwnpEDKVdbOLcp6g7QT+ta9AAAAAwB2ooGMl/1L/7prhbvSLa7cmVFYZyQR1rupgTC4HXaa84j1zZLOkg4jZhx1OKaJkXx4S/tJlWGGGwssYby1+Zh3x0x+HGeeteX/FnQ4tF1WK2tI/KtTGjLk5ycEZ/MGvb/AAvr1vreloyDy5ospJEx5GOAfcEYqXxB4a0zxNZC11KDeq5KOpwyE+n+ByPypBbQ+OixRvlJH0r0j4TaY95qt1qJt7dkgRUBlj3fOSGBX0I29fetLxb8FtSsS91orfboM58oDEij6d/wrrfhxokmi+FIUuIzHPMzSup68nj/AMdC0JBc4zxlrsWu+IrSySAwf2bcS+byCHYcZ/8AHR19a1/DGntbQLrd3ZNdm4kEcEA4KoTy2T64/KsJvD19q3xA1WaGyl+ztcOnmkYUHdgnP0Br1S18lI1tI4z9ngQDzOgBHGAfagGjA1q1hs7fbHJMyyTF0SV93ljH3V9B0rJ8LW4vPiBpyHlYsy/iASP5VY8RarBPeHa4EcY2qM8n1OK0fhjYy3Ou3eptGfIji8tXI/iOOB+Gfz96Bbs9WooooLPI/FHgOPXdRl1GO6eK6PqMjI6VkWngWaS/a005Z3lfma/uE27s9dq/wj6//WrtbzxBZQazeafIzJJB8zsRhQMA8n8a6PwtqVjq2ji6sXVhvZJDjncCev4YI9jTYk2fPvxU8LQeE9V0y2tRI0UlpueZ/wDlpJvbd+m3j6Vwe5kOUavrvxV4P0nxjp6WmqRNmMloZoziSInrg+hwMg8cD0FeK6/8Ddd04PLpFxFqUKjOz/Vy+/yng/gcn0qSrnK/D8XE/jOyW3t4nck7zIm5VTqWx68cH1rrvi7du99pmnTY3wxtcbwAA284Ax7bKf8ACTRbqy1vVWvrWW3ngjjjKSoVYbiT0PP8Nanjvwpf+JfGdh9niHkJaAPK2Qo+d+p/EcdeadtBX1M34eeH57Hw/PrPlIbq7ZFhDjhI9wBb8ck/QCr3xQnsrLTrbTbW2hheWY3DiJQuAAQM49cnn/Zrr7WSO0SOztpVW00+PFy4HBwOFH5V53rHh/xX411ma7ttDu0ibCxtcr5IWMdMbiM+px60B1HfAyMP43u3P8Ni7D/vuMf1r6Erg/ht4Ak8HW9zcX0sct/cgKRESVjQc4BIGSeM/QfU95QAUUUUAFcB4k8XeEJpXjnt/wC0LiH5RLCNpQ+gkBBH4cGuo8S6qmj6DdXRK79hVAxxljwP518t2IbVLvVX8yOBLOGS5aZmK5Csoxn1JYgfSgTN2TxHHJdgSiNULsVk2/Mo/ukjr9etdBp1/FeWgliT95nGwEED3J7VwUdzDdhGmQTKR/rEG1/r6H9K2tLS2jlD2jlmHJU8EfhQiWdHe6faXeGkTDjkOpwayLjTttybgXMrMqgL6gAADnvwKuFppOpxTo7ZmPOTVWEdZ4J8bzLAttcT5RenmtwuB056D0r0jTdag1JzHGkgYLu3bTsIzjhsYNeHW0LW2t25hG15RgjpyMYNe0eHbWS3hIlYM6IqcEnH4nr9akpM3K5/wb/yA7n/ALCupf8ApbNXQVz/AIN/5Adz/wBhXUv/AEtmoKOgooooAKKKKACiiigAooooAK5/xl/yA7b/ALCum/8ApbDXQVz/AIy/5Adt/wBhXTf/AEthoA6CiiigDzr4xDWv+EXiOm5Nl5h+3Kg+YrxtJ/2cg5/CvJ/Auk6FreufZ9f1MWMa4KRMdnnnP3d54Hb3Pavp0gEYIyK4fxH8K/DuvB5Yof7Pujz5luAFJ/2k6flg+9IDrtP06z0qyjs7C2jt7eMfLHGMD6+596tV4jLpHxH8AZbTLqTUtNQ/cUGZdvuh+Zffbx710Xh74yaVfyQ2mtW76bdMQrS53QbunXqv4jjuaYHlHjKQy+ONcdiSReyrz6BiP6VyzxBbjfMcp1ra8TTvf+M9VSwU3DXOoTGLyhuL7pDt2465r0vwP8GseXqPiobz95LANke3mEf+gj8e4pAcb4O8Aat40lSUA2ekKcNdOv38dkH8R9+g/SvoPw94a0vwvpi2Ol24ij6u55eVv7zN3P6DtgVpxRRwRJFDGscaAKqIMBQOgA7Cn0wPHPjp9tI0oRiQ2uJM9du/jHtnGf1rhtY1ceLLsXsklraXiQrGbeRtglxnkMfl/Ake2a+mLi3gu4HguYY5oXGHjkUMrD3B615x4k+Dmkakry6RIbCY5PlNl4mP81/DI9qmUU1ZjTseMGXyJPs13bSW0gHcEcevrXR+Hb6aza6ijnd7aa0nDxh8IT5TEEr0JBGaqa14b8SeFEW31GwW50+Nj5ZkBeEZP8LjBTPpkZ9KqWeqaRaPdSpHcqZraWFbeUZ8t2QgMHH3gCe4HXvXP7DlknFm3tbxszIZSYSA2CR19KpRGK1YtIoaQGtHSNI1bxRqK6fpFq8r9WboqD1ZugFe6+CfhRpnhto7/Udl/qq4IdhmOI/7IPU+5/DFdRgcD4P+FOqeJHj1DXjLp+mk5WHGJpR7A/dHueT2HOa900rSbDRNPjsdNtY7a2j+6iDv6k9Sfc81dooAKjmhiuYJIJ40likUq6OoKsD1BB6ipKp6rqdto2lXOo3jFbe3Qu+Bkn2HuTxQB4l8VvCOheHEtZ9NYxTXTkG0ZtyhQOWXPIGeOT346V5U8A/h/Kt7xNr1x4k1661O4LDzXPloWz5aD7qj6D9ayKBFRWlglV0Zo5FOVZTgg+oNdcfiF4g1Hw7J4f1G4W7tn24mlBMo2sGHzZ56d8n3qz4U+HWq+MbS5ubWWG2hh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z1xGrftB+LLDWLy0i0/RTHBM8aloZckA45/eUUVu1+7g/IKLbg2/L8j0/xT481TQ/EEthbW9m8SRBwZUYtnco7MPWuE8TfHHxNo0di1tY6QxnQs3mQyHHyqeMSD+8aKKmP8NPzf6Fx+Ber/ADZseHvi5r+reHLDUbiz01Zri/ltnWOOQKFUQkEZc8/vG/IVqap8StZsp40jtrAhrcSndG/Uuq/3umDRRRU0mkvL8iLv2sV6/kyTS/iNrF8+oCW2sR9mvJLdNqPyq4wT83XmiiivNqTkpPUwlKV9z//Z)
04
06
Han
09 45 225 1560
09 45 215 1560
09 45 215 1561
09 45 215 1562
09 45 200 1560
09 45 515 0024
Technical characteristicsAdvantages
Identication Partnumber Drawing Dimensionsinmm
• Compactandrobustdesign
• 360°shielding
• Easymounting
• Transmissioncategory6,performance
class EA, suitable for 1/10 Gigabit Ethernet
• RJ45matingcompatible
• Coding(4variants)possible
Number of ports 2 / 1x Han® 3 A RJ45 (IP65 / IP67)
1x RJ45 (IP20)
Transmission
performance Category 6 / class EA acc. to ISO/IEC
11 801:2002, EN 50 173-1
Transmission rate 10/100 Mbit/s and 1/10 Gbit/s
Shielding Fully shielded, 360° shielding contact
Mounting Screwable to cover plates
Degree of protection IP65 / IP67
Mating cycles min. 500
Temperature range -40 °C ... + 70 °C
Housing material
Plastic version Polycarbonate, black, UL 94 V0
Metal version Zinc die-cast, powder-coated
Han® 3 A RJ45 10G Cat. 6 – panel feed-throughs
Panel feed-through set,
8-poles
Plastic version, black
Metal version Standard, grey
Metal version M, black
Metal version Standard, grey,
with self-closing protective cap
Han® 3 A RJ45
Han® 3 A RJ45 10G insert
Cat. 6
(for Han® 3 A housings)
Han® 3 A RJ45
HIFF adapter
to mount HIFF inserts (e.g.
HARTING RJ Industrial® 10G RJ45
bulkhead or Ha-VIS preLink® RJ45)
in Han® 3 A housings