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yJitzoJ9PDGnkdSSf3vGB143fjit7VlFwukXGMsup2X4H7TH2HTnP5igZ0vheGK31PU4beEQRYVvLUbRu86dSdo4HCgcdlFE2o6h/wsy00xQBYDS5Z2IJwzGRByM4JXaMH0c+tc23iCXSvFrWY1fSdMiuLaaR7jUo9y7o7lwsagSIAcSN0J+79al0fxDr+oXy6oy6VeW0b3FsslpZXY85FkKhlkUSJglA3G7g4+gaU2le/Zno1c34w1ltKttMiRbjzL3UraBHhOMfvVZlJyOGVWHvnB4qSHX7+UzBtJYbIHlDBbgDKjhTugB5/2QzeimuU8SeIL+/tLFp9E2G21G1njbZe/eEqgD5rUDnJHXPPAJwCmzTDUnOadro9LrlvAOo3WpaHdy3dvPC66jchRMjKSDIW7jsWK+xUjtXU1n6PYy6fZSQysjM11czAoSRtkmeRfxwwz75pmUZJU2uun6mhRRRQZmN4n/wCQTB/2EbH/ANKoq2az9YsZdQso4YmRWW6tpiXJA2xzJI344U498VoUFtrkS83+gVz/AIgwLxZMZMem3Uq8Z+ZWhYfqBXQVk3ipL4ksoXGVksLoEeo3wA/zoIOEjja2t/JUEzQQuWA6mef5QPqFGc47GrcYWHUoQDuV7hLfcTx5NvsLH8SpP4VWtJCgimnAMhc6lMD6LxGMe7N6d6Hhkit1ijDG4EaWSE5/1ku55DwB03bSaBmV4Xj8v4m3I53Ne2DtnrubTbot+pNdZpP/ACLvw4/7Y/8ApvmrlPDcnm/FnVZB919ZgZP902V5t/TFdJa3trp3hP4d3V7cw21unkb5p5AiLmwmAyTwOSB+NAD9XOLTxMQcH/hINP5/4DZVk3ifY71pFO1AfMBHGB3yx9sdP7nWrOq31rf+HvFN5Y3EV3btrtkUkt5FdXwtkDgg4PII69adej7VYxXSDfInPHJ/M8DPP/fdAGjYIE/sYE/N5ZYAcgA3Cnv07dOvfoK7auKsdxTQDtyDaxsXPPJljPGenf7uc8Zxhc9rQIK5Xwqmor4j8WNeCMQG/QRbWyf9UnX/AIAYvxz6V1VUbCxe0vdUnZ1YXl0s6gfwgQxx4P4xk/jQaQlaMl3X6ovUUUUGYViaXDbSeEdLe6JWOKzik3hyhTEYyQwII4z07EituuWhkd/DOhWkTFWltoWzjPQIB+TMrY7hCOlAD4YRct50ytBaQuVijRiWLkkEZzy553N1BYqDwxa3hsra7HXao2WNm2xYl7F3GMfQEdwA2M0nyoyfZQCsbC0sg2WUNg75OvOAGHPPyMM/NWtbW0drCI48nnLMerserH3NAGBrOkahPpkcVhBYwOb60meOOPdkJPG7MWyucBScYycYHJq9JZyQu0n2RPmbc01kxikJJ6lOjY68k59D0q5qOoRaZbJPKrsrzwwAJjO6WRY1P0BcE+1W6AMCUQ3ccf2t0kjkHkw3gTBBJwY5VIwMkAEHgnghTtyy0R0vXs7maaIthT5cp+bg4yTlsEAkMCDwVJyozf1GCOAvdlAYJBsvI8DDxnjcfde5/u5GD8uM67im88289wsrwBNkyId6ozYBfJI3Kyo+7jO1sADNAGvLFHA+nRRIqRpLtVFGAoEb4AFXazxOblNMmZNjPJlkzna3lvkfgcitCgArG1r/AJC3hz/sIv8A+ktxWzWfqFjLd3ukzRsgWzummkDE5KmGWPj3zIPwzQXTaT17P8jQooooICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKpS35j1u107y8ie2mn35+75bRLjHv5n6e9XaBtNFHUdWttL8v7RHeP5mdv2aymuMYx18tW29e+M/hXGT6/YXug6rZyQ6qF+2szN/ZV1hU8xXOT5fGATwea9BriBqkMT67pDwzme8upERlQbR5ihFJOfVW7dqBHNW3iC1luInNvfL5s/nFfsM4HlRL+7GdmMbsgnoMc4qLxFM1r4a1KWYs3k6W8ecEkyzqS3GT0WQ59MVpxhLtmhhG2CWaKxiOMfugSzt/I9O9Z/iP8A0vw5fyyhkjezu7x89iyska/mo/OgYeBtQhmbw/aolyJBqED5e1kRMLo4Q/OVC5yOBnJGGGQQa7jWdO0S0vZLy5TXFmvG3yf2bLfFWZVVMssB2qdoUZIGcd8GuR8F/wDHr4e/7Cdt/wCmRa7iXxFN/aF7aWmg6ne/Y5Vhllha3VN5jSTA3yqT8rr2oEeUW+q2x/sthHf74vDunx8WM+CymTPROVzjDD5TzgmtS01m2mS2sUivFP8AaNiYy9lLGgH2qLuVwBjjJI5HuKm0Rh9t0eNs4fwrp44/7a9/pmnTJ9mvII276hZKNq8H/S4jyT7hv++hQM6rRbuOxvNWuJVmaNFXIggeV/8Aj5uBwkYJPvtGOp9ai1GWzh+KujR/2fEbiWyn3XPkjcCcbcvjOQI3A56MR3rKjuZYPEuoK2oa1YxmFSv9m6f9pDn7Rc53EQyBTjb0wMk9TnGvomoeIpdN3TQajOfPmWOWe0hid4xK4jZlZ4yCUC9UX6UF058jb7pr7zTn1HxBbRh5tM0eNC6oC2qSfeZgqj/j37kgfjWb4s1W7sbHQjd2kIlm1WBZ44nMyIgYncGKqTjCnoMH6Zpusz6xLb2ouLdorYX1mXMyRgk/aocBdkjfqK7GkaRnGNp8vV9/66hRRVWwvo9Rt3niVlVZpYSG65jkaMn6ZU49qZhZ2uWqKKKBBRVW/vo9Ot0nlVmVpooQF65kkWMH6ZYZ9qtUDs7XILyeS2tXmhtJrt1xiGEoHbnHBdlXjryR0rlp9a1A+KtPkPhfVgwsrlRGZbXcwLwcj9/jAwOpzyMZ5x2Fcf4v1K50nW9HurVYmfybpW83O3GIz291FAjkrm8u2vryObQdQUXU5XZ5lvkW8RJZf9b1+Ue3y9aupds9qNRktnhmAkvfLcAlZZXCoDtyPuru4PSprwXFxqV3LKyfaJithGqAhfMOBKQMnjJb/vqgtC+ZdoaDe0oBPWOBNkefqxIoGc34Zu51+J0qHS7tGW+sYpELRZiZLC4jO7D4P8TcZ4U/xYU+l+F55Lb4daDNDaTXbrplriGAoHb92o4Lsq8deSOlec+EFlX4lXbTf6yTUbSVv+B6fdt/WvQ/CZkfwh4YgSZ4lbSYXLIFJ4jjAHIP940Ac/4u1fUJvD2op/wjupwlr+0YPK9sVUiSDAIWYnnA6ccjJHOMrTdWumDWn9g6i+8ZRQ9vlQc4+XzRj/7Gup8Rhv7C1SKV2lC6tYrlsAkGS2PYD1rEtV+x61ApHyiZf9kEM35nn6ffoA1tNIa28NsFaPNlFiNgMr+8j/LHQ7fbP8NdFZ6te3N0kM3h7U7RGzmaeS2KLxnkJKzc9OAetYNquz+wEI5FrGN30kj6Z/8AZfbd/DXZ0CCiiqtrfR3dxewIrBrOYQuW6EmNJMj2xIPxBoGk2WqKKKBGVeate2108MPh7U7tFxiaGS2CNxngPKrcdOQOlcrpWrX4h0cL4b1V9lpbhSr2vzfupRkZm75zzjpz79/XHwXNvpeleHb+5IWNoLWHeQPvkCNBn/tsx/4CaAJtE1K8lu9ItZtBvbVFtHBkdoBGpATkKsrMB26Z+Yds439Qu57OBZINOub5i20x2zRhgMHk+Y6jHbrnnpVBXNrNudj/AKLO6SE/88pTuUgegO0Z7BGraoAx5oZvEGmLHPZ3OmNHeQTBLjy3ZhFKkv8Ayzdhg7dvXI649X3mrXttdPDD4e1O7RcYmhktgjcZ4Dyq3HTkDpTtdvptO0+KeDbva8tYDuGRtkuI42/HaxrToAwZNZv5onik8I6wyOpVgZbPkHr/AMt6y7XVr2/tZvtGhX8H2jTF8y4me3ZFwrkEhZS2CSQPlz6gc46fUZnis2SFiLiY+VCQM4c9Dj0HLH2BrMvADZagLdAVkRLCJSw28ZBbvwu9s/7hoAinvLixSy8jSry93XtwSLdoV28ydd7r1yen9057Z2dPu5ryBpJ9OubFg20RXDRliMDn927DHOOueOlUNPieKx0vzHZnlneZi4wcusjkEdsbsVs0AFYmsajqlpqumwWNsJoJnAnzGxKrvUEgjgYUsefT8K26rXV9FaXFlDIrlryYwxlQMBhG8nPtiM/jigaTexZooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBjXP8AyOml/wDYOvP/AEZbVs1w2qSaHa/FGz1K81Wwglg06SJ1luUQo+5SuQTwSsjEeoFdB/wl3hr/AKGHSf8AwNj/APiqR0TpS5Y8qb07ebNmvPNTleDXrmRcbI4pZ26/fVplj/8AHnFdV/wl3hr/AKGHSf8AwNj/APiq5zWJIItVghldUMl4TMG4zGjNJj8Qc/h7UzFwlH4lYy2Rrb7TbxKP9Di+zJjq08jANj8N3bsKo+KoN3hnV4rcEL5cyhsceVbxFR26EsfxqaPUreLM5uoSlqj3l1JvAAnYfID7hmUfUmqfiOaOLw5q9ijIbqPTRF5e4bgrK00rYx2YYoEaHgv/AI9fD3/YTtv/AEyLXcaF/wAhjxP/ANhNP/SS3rh/Bf8Ax6+Hv+wnbf8ApkWu40L/AJDHif8A7Caf+klvQI80tJDFf+H5FPzL4Y089M8Zk/Drg/ga2dZjD3Ok3Me3B1GyBJ5IH2iLjPboP++TUGieH117+zQLuS3mh8L6b5ZCh0bd54w6n7y+wIPvXQjwNeS/Z47rxBM8EFylwojtkR9yNuTk5HBCk5BB+bgZG0GaHh3/AJDGp4bcNi4P/be4/D8uK6SsOHw4bbz2t9Y1CKadgzzKsBbALttwYyuC0jE8Zz3xxVbSLS/1XRbDUf8AhI9Wi+128c/l7LVtu5Q2M+QM4z1oLjC6vf8AP/I0tdtJ73T4ordN7reWspGQPlS4jdjz6KpP4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FFABRRRQAUUUUAY3if/AJBMH/YRsf8A0qirZqtf2MWoW6Qys6qs0UwKEA7o5FkX8MqM+2as0FtrkS9f0CuR8U8DWH25MdpZuOM9Jpf6Zrrq5/U133OvKBknSosD3zPigg423hF1ZQG6bAmlilkOMbYkYQjt/tt+VJa/6TewXNxvE1/NLBGq5wiOoGfp+9zUNvvudJnlk2+bKjQx/LjCR/v27eu386mmlihvpNSZWeG2uo1tVUZBVdw3DAP/ADyFAzE1XE/hKw+zAIJDf+XnoM6va4rpPAULz2vi9YzuE0yhGzkEm3U/1FYep262mh6fbFvkhnv4yx44GsWozXWfC6LytL1cbtx/tAc47fZoCB+GcUAO01mf4j2cgYGJtHuSo758+HJ/lWdYwB11goB5j6hMBn1N3KP6VZ8Nlz4t0gvjP9i3Q49p4R/Sq+nyMP7VQn5v7TmCAdQBdysT+v60COf8SKi6QiKgLPeW+1AD8zGZTjA9ea9CsfE+g2CTW99r2mQXCzOWSa8jVuTkEgkdQc9O9ed+KIw9tcxOpkhhvLZF2jLE+cuSPqGA/Ouxj8OarqGna/BaaxZQ2esSy+aJLJpnXdGsRKuJVB4QEfL1NAGzpegfYPGOu6vxtv47fbx0KqQ354U10FcZbeH9IutYv9NSX99ZLE0n+hWn8YJH/LH/AGavTeCdNmsnti5AeVZGb7LbN90MANjRFB948hd3vjig1k3KS53bRfdbT8CHUdNeX4m6JfCaQKlhc5j3nadrIOnTrKP++R6CrXjqxtr/AMD6ylzHvWK0lmQbiMOillPHoQDjpXOx+EtJ0/x7pNvHOPMW2luQv2K0TLJJFt+7CP8Aa5+8McEZOe61Gxi1PS7vT5mdYrqF4XKEBgrKVOM55waRvOShKm072+XVk6IscaogwqgAD0Ap1FFM4zG8Xf8AIl67/wBg64/9FtWzVbUbGLU9Lu9PmZ1iuoXhcoQGCspU4znnBqzQW2uRL1/QK53xFGj3kZkXcsdhcSlfXZJA2P8Ax2uirI1GBbrW7e3f7kun3SN9C0IoIOC095LyzW3AZEaW2tM4x8pQiQ/jsBJ/nVi6uxstdXdcLF+9ijPH7xpXxn6JGv5CqltezS294YoymyJmjAXpI846e+2Qjp+NX79ENlMXB+zWUs0Ua84YqsUafqWP50DKlrFHbzXFvEMJD4juIh/wHS3Gf0rc8NRSJ4th3KQE8NWKsCOjeZL/AIGsaDDO0oxmfXHnOPV9HLn9WNdVoYH/AAk90cc/2Np//odzQI5LXlVZtDRD8sPiC3gA9Njwr/jVrWlzquuPkhU1LDsCBhWtLXv26Z4/u1T8RQmPWdPzITt8UR5UHj5nt2GfcA/rWpKPtHiLxNbYBP2yNl49bWAfh0A/GgCusnn6K+4HfCy5CjAzvA79erfpXVeFP+PBvm3cR/N6/u16e3pjj04xXH2AJS9iJ/5Y5J6nKsh5PTJG39a7DwoCLBgVCnbH8o6L+7Xgev1HB7cYoA36xPGMaSeCddWRFYCwnbDDPIQkH8CAa26q6lYx6npd3p8zMsV1C8LsnUBlKkjPfmgunLlmm+jLEcaQxrHEipGg2qqjAA9AKdRRQQY2pTG21u1mVA7pY3OxM43Nvgwufc4FZdlclbBtSaRQUhWytZGwdqqoaZx75V8jv5K1oaqok8TaRCw4eKY9em14XH6pWVpsL2vhPQhJlilnHNPuH3ndo2dj9QZc/wC8aALun28lvB5kSqJ3k+z26n5liIyrt77Qu3nqIxyC5q9bWUV1G0WGOnqSuxuty2fmdz/ECeMd+c5BFQIksEU6eYRdW1mscBOMDePvEdcl05z/AHRjqa24YY7eCOGJAkcahEUdAAMAUAOVQqhVAAAwAO1Z2h38upWEs8wQOl5dQDYMDbHPJGv44QZ960qgtLOCxhaG2j2I0skxGSfndy7Hn1ZifxoArXViEMtxaRr5j8zQ4G24GMEEHjcRxu9hnI4qhMBJbRxhS8MjB7SZxkITkeW+eQD93p0fHUZrfrHmjEQmjO3y1vYpEToMOy5z6neWb64oAzbB5ltJIo0maS1Iu7QP991wC0fJ6kMVJP8AExx90VYtZ4LpreWF93l6lIAynqGVj+IIYH8vShES38SxCJCCZZEd8H7pXzMfTfL+g9KzfD8TWxW13IUj1CTYB1CiW4jXP/AY1H4UAdpRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAyWaKBA8siRqWVAXYAFmIVR9SSAPUkVQv9DtNSnE082oI4XaBb6hPAuMk/djdQTz1xn8qg8T/APIJg/7CNj/6VRVs0FOPuqX9dDD/AOET07/n51n/AMHV5/8AHazV8NaYuvXqS3WqrGLSA5bWLodWmzk+bkjjoenPqa66uG8T21r/AMJfFcXEKzN9hyoPYRl5GB9Q2AMUEnH6XoMcxcTy36uHW1iH2+cYeX5Sfv8ATCnPrjBpr6JYTQPM737W0NrHtX7fOQ0h2bv4jjmRvar+nSXNtNLNcFttov2ja3dwQE7ju4qxJaojLZud0FmLjzj6yAyYH4iNKBnN32m2tx4f0+6L3p897xmV76dhj+1LZcYL+jHPqcMcsAR0/gPSNJeDU4Lm+vYZVvURETV7iLd/o8PGFkG45yPXoOgAGJMPM8LaMEGNzXmBn/qL2tdD4CtLW2/4SSZraNlt7hJISy7ihFuhJXPTqPzoAq+HvD1jN4m0kNNqI83R7l2KalcKcrcRgYYOCB8x4zgnnGarWGgWrX2osLjUGX7XMiAahcD/AJeWXJIfkkEde4yeTXQ6AjReNNOhYgmPS75ePT7XHj9MVj2Vw8MmpBsKxvZvKI6kCfOfzz+lAjF8W6DawQjypb8gzW6+W17NJuLSR9mfr1/PPGBXUwS+GbKC9F3eeIj9klf7RLb3WpSxRjG/JkjO37pBJ9Dk1ieNkDhg+4RRXFoVkQZO7zVVuO+B/Oulv9B06XSbq7kS5Zr/AFCKG5jj1G4WKVZJo4WyqOob5DjJHOBmgqKcmkjQsdI0bT9V1HUIrvVWkv4UglVzKcKihVIfbv3YH3ixPfOahS00y48T22mW95qhVrKa4lRtUvFdSrxKhwZAcHc/1x7V1f2OD/nn+prIktoIPG+nPFEqu+nXYZgOWxJbYyfbJ/OkawqTctX0/JaE/wDwjWnHXLPWCs7Xlpb/AGeJ2ndvkwR82T8x+Y8nJ71qTTRW8Ek00iRRRqXd3YKqqBkkk9ABT65/xxe29l4I1lrmURrLZywoSDy7IQo/EnFMiPNVnGLd+h0FFNR1kRXQ5VgCD6inUGYyaaK3gkmmkSKKNS7u7BVVQMkknoAKqajoulav5f8AaemWd75WfL+0wLJszjONwOM4H5VU8Xf8iXrv/YOuP/RbVs0FOPuqX9dDD/4Qvwr/ANC1o3/gBF/8TWfN4e8MaX4k06f+x9HtFWGZkk+zRR4lDRFSDgfMAGI7jmusrkfGsEdxeaNFIiyCWSWAKwyNzptU49iQfwoJOVZrW9ury1WGC505fPdQVWSOULFiM9weYgR71NZaJpmnxtPHplpB9jWB5ZI4VRn/AHbyMpIAJ+dowR7D0FR2N0s+swW9rFts/tES8f8APNXYnPPpJz+FX7GBrmzMFySEe2Nxck98zKT/AOOREj8aBmHZWdpqtoh1Cyt7ho9blgxPEr4C6V05z3jQ49VHoK6HTfDvhWLX7hbzRtGSH+yrF1E1rEF3s9wGIyMZO1cnqcD0rJ0zeUkkkUK03iGebA/29Ldh/wChV0enW8Nz44MVxDHLEdAtDtkQMN3mTY69+tAHJ6vpGkWms6dNZaZZW0q+JoY1aG3WMqoeEADA6dT6ck96v6jHbTeNPEMN3FFPbyXcSyRSrvU/6NCR8p47E5PdRRrYU3dqwH/M02jBs54cxPwfTkflSaujDxVr8vQG9jQEnAz9mtyM9zzgY/2jQIfFo2m6Vq7yWljaWxmgkUmKNUP3SccDGMgn8BXRaHouk6vpyf2jplneiJU8v7VbrJtzGucbgeuByODgEcYrOhl8+wjlCnKq6nPy7QY2Ocfgv610HhTP9nsTjJWI8f8AXNe/Q/UcHqAM4oA0dO0XStI8z+zNMs7LzceZ9mgWPfjOM7QM4yfzNXHdIo2kkZURQWZmOAAOpJp1UNb/AOQBqP8A16y/+gmpk7JsqEeaSj3L9UdR0XStX8v+09Msr3ys+X9pgWTZnGcbgcZwPyq9RVEnE6n4U8M2/iDTD/wj+krAIpjKgsowGy0SLkbecF6oaToGhy+H9Euhoemx3DWkTzzi0TdHLG8YkJYAcjL5P+ya6/Vl86cW6MBM1pO8RYZAZWjIP4HbWatukC3GnGLdGn+m28SgjfE4KzKMcswLOcf9NEoAnubePV7GSO4tY7gXtgrCCeMOm+M5wwI67nXr/dNXdK0TQrAre6TpOn2rSx4EttbJGzIcHGVAOOAce1ZGl3M8j3Fi0itdQT+faSlvlm3LuYZGQA25iOuAxxnYa1bW6W2V5AH+xvIdwYfNbOSSwb/Zyc55xk87cYAJdQ8P6Lq06z6jpFheTKuwSXFskjBck4ywJxknj3rnPDPhLw3caVO83h7SZGGoXyBnsoyQq3UqqOR0AAAHYACuzVldA6MGVhkEHIIrE8J/8ge4/wCwnf8A/pXNQBJD4S8N208c8Hh7SYpomDxyR2UasjA5BBAyCD3qO+t7fVI5ra6hguLe6vEjVJYw6MseGYMCPVHHPtV25vPM8yC1kClQfNuONkA78njdjPHOOp4xmg0y2lt9pQCJFi8iyEhPypwWlfOOOATk/dXrlsUAZOk6bYWfidzpWmW1jAZmWTyIRGZMAgcAY2hojg+rHpn5qlhpGl620F7qGl2F55l3J5ck0CyHy2muZFX5h/dZD9TWrZxu8bvCJFlm/wBFgck70BA3sT6qqAnP8Ycd6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)
Receptacles ACT
6
â– Square flange - TYPE 90
â– Single hole mounting - TYPE 94
P/N PCB contacts, page 11
P/N PCB contacts, page 11
C1
C2
P
PP
31,50 max.
DE
Ø R Ø S
G
E
B
G
5
13,50
±0,1
12,95 max.
FF
12,95 max.
31,50 max.
With PCB contacts
GG FF
EE
Ø R Ø S
32,50 max.32,50 max.
12,95 max.12,95 max.
22,60 max.22,60 max.
B
M
Ø A
5
12,06 ±0,6
Size B C1 C2 DEFGPPP Mass
..
± 0,3 max. max. ± 0,1 ± 0,1 ± 0,2 ± 0,2 max.
A23,80 18,26 15,09 19,50 3,65 15,75 11,90 3,25 5,49 8,00
B 26,20 20,62 18,26 19,50 3,65 18,90 14,90 3,25 4,93 11,00
C 28,60 23,01 20,62 19,50 3,65 22,10 17,90 3,25 4,93 14,00
D 31,00 24,61 23,01 19,50 3,65 25,25 21,90 3,25 4,93 18,00
E 33,30 26,97 24,61 19,50 3,65 29,95 24,90 3,25 4,93 23,00
F 36,50 29,36 26,97 19,50 3,65 31,55 27,90 3,25 4,93 26,00
G 39,70 31,75 29,36 18,70 4,35 34,70 30,90 3,25 4,93 31,00
H 42,90 34,93 31,75 18,70 4,35 37,90 33,90 3,91 6,15 36,00
J 46,00 38,10 34,93 18,70 4,35 41,10 36,90 3,91 6,15 43,00
Size ABEFGMMass
+ 0,1..
± 0,3 ± 0,4 - 0,7 ± 0,1 ± 0,1 max.
A 30,20 27,00 3,00 15,75 11,90 21,82 11,00
B 34,90 31,80 3,00 18,90 14,90 24,99 14,00
C 38,10 34,90 3,00 22,10 17,90 29,77 18,00
D 41,30 38,10 3,00 25,25 21,90 32,91 23,00
E 44,50 41,30 3,00 29,95 24,90 36,12 29,00
F 49,20 46,00 3,70 31,55 27,90 39,25 35,00
G 52,40 49,20 3,70 34,70 30,90 42,47 38,00
H 55,60 52,40 3,70 37,90 33,90 45,61 46,00
J 58,70 55,60 3,70 41,10 36,90 49,25 55,00
Contact RS
Size + 0..
- 0,05 ± 0,05
22 1 0,50
20 1,5 0,70.
16 2,6 1,15
Contact RS
Size + 0..
- 0,05 ± 0,05
22 1 0,50
20 1,5 0,70.
16 2,6 1,15
With PCB contacts