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56uxOSTUIUFgN3146UID0e+8e2fiVxd67NcrOvyoiJ8qrycALjj3PNYFz4h0xxLEkF0UP3H34P1wT+lcs456jA4AojALZb7o5NRyK9x8zPW/hN43t9M8TCy1CS5YX6x21vwGCnd8u7ngc4/GvYNZ+I/hXw/qb6dqWpiK6jALqsTuFz0BKgjPtXyppGoS6ZqMOqxopkt5VaMEcbhgj8OKr319calfT3t3MZbm4kMkjnqzE5JqxH1LN8XPBaWryw6wk8gHyxKjqzH0+YAVyPijxPr/iS3ZdOl+xabgq6w5ZpPq+BxjsPxzXgO0kgdCae93MUWNZnESDCqGOPf86mSb2Y07HqWg+JL/wAK3EmqW97a3pfEc8Uz5cgdCDnOPofqOlev/DnxDc+IvD811dBFK3DLGqkcJgEDj3zXyVGgd8E4HVj6Cuw+HniIeGfEbaxK7LbxQygxA8SfIdq/99bRQk11Bu59bVS1PVbLR7J7q9nWKNATgnlsdgOpPsK+Pr3xVr1zfS3Umr3gnmcyuY52UAnnAAPAHpTE8Ua79oikbVLyeROE86Zn/DBNN36CPoHUPi6hgcadpU2/B2vP/D77QP61S0r4wJFYJHqsE5vkf5yFUJIhPbHQ45/rXjlz451KW3eDybTeRj7QI2357nlsfpWVJrWpX0iCe5DY4yY1GB+AqVz9Sny9D7TjdZI1dTlWAIPtTq8Q+GHxK1GWw1NdenWWw02yMsUpXEh2EDaT3OGA/KsWT4++I42H/Et0s5GcbX49B970qyT6IJAGSa4jXvijoOi3jWiF72ZeHNvgoh9C2f5ZryO6+Mmoa7KtvqkKwWTDDx2rMoJ55Jzkg55Gce1U9Q17wxZhjbRebKrYMSRFSPruGOP6VnKUlsikl1Z9D2vifS7lLEpewMbzAiCPnkjOD3Hpz3rZr5CTxLaJq1rc2UFxA0cqv8pBYEEcjtn9K+lPBfjrS/G1rO2nidZbXYJ1lTbgsD0wSCODVRbe4ml0OprgPHHhcYfV7GP3uI1H/j4/r+frXf0hAYEEAg8EHvU1aaqR5WOMnF3R434a16TQdSEvLW0mFmQdx6j3FexQzR3ECTQuHjkUMrDoQeleT+MPDp0XUPNgU/YpyTH/ALB7r/h7fStfwB4g8uT+x7l/kclrdieh7r+PUe+fWuLD1HSn7KZrUipLmR6JRRRXomAUUUUAFRt1qSmP1oAZRRRQAUqnBpKKAJqKYh7U+gAooooAKKKKACiiigAooooAKKKKAAjIqIrg1LRjNAENFPKelMoAKKKKACiiigAopcE04J60AIq561JRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSFgKaH5oAfRRRQAUUUUAFFFFABRQTimFqAHFgKYWzTaKACiinBSaAG0u3jJqQKBTXNACBsUBiTTacg5oAkooooAKMUE4phf0oAU4FMOO1ITmigBwXIpyjFNU4NSUAIRkVEeDU1Mcd6AGUoODSUUASg5FLTENPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoLu1S8tXgk6MOD6HsanopNX0YHATQy2ly0b5WSNuo/mK6/SdRGoWoLECZOHH9ag1zTPtkPnxL+/jHQfxD0rmbO7lsrlZojyOCOxHoa5FejPyNvjR3tFQWl3Fe26zRHIPUdwfQ1PXWnfVGIV578X7eA+E4pzDGZhdIok2jcAQ3GfSvQq4H4vjPgke11Gf0amB4OUFIbcEU4ZArZ8LwQ3XirTYLmNJIXeTerj5SPKc8/z/AAqiDn3tAwxgH2NVJdLgfhoAPoMV7JqfhHw+JIALS6t4LiTyku4mJj8w/dU7s9ecEDGcDPIrz3U7OOw1W7tEYssMrRhm6kA4zU3AyrKPazKOm0ACti2UeQvHdv5mqsYAOQRV23XNupz3b+ZqgGTLkDA/iFQyOiMFdgpPY1cZNxCggEnGScfrT9W0C603SLa+uSF+0SP5aYHKDaAfx3H8MUgKqL2NP2DP05xUdrzGKtrGdu48A9zwKQEOzpwKjyv3UBY9K6DR/CWq+IZgLSJ1ts4aaQbVH49/oK9W8N+AdK0EJM6C6ux/y1ccL/ur0/HrQOx5z4c+HWq63snuh9ism5LuPncf7K/44/GvWdB8LaT4dh2WFsokIw878yP9T6e3StqigoKKKKACiiigArO1jURYWpCH9+/CD096s3l5FY27TSngdB3Y+grirq5lvblppTlmPAHYegrGtU5VZblwjfUS3gku7lYo+Xc9T/M13FrbJaWyQR/dQYz6n1qhommfYoPNlH7+Qc/7I9K1aVGnyq73HOV3YKjnmjtreSeVgscal2Y9gOTUlcR8Q9XMFpFpcTYef95Lg/wA8D8T/Krq1FTg5MmMeZ2OH1vVZNZ1aa8kyAxxGp/hQdB/nvmvSPBWg/2TpYuJkxd3IDNkcovZf6n/AOtXE+DNFGr60rSrm2tsSSZHDH+FfxP6A167XJhKbk3Vka1ZW91BRRRXeYBRRRQBS1bVLXRdKudSvZBHbW8Zd2PoOw9z0FfIvivxHc+KNfutYu2KtOcRRdfKjHCr+X58nvXpHxt8bC+1BfDFlMPstswe8ZTnfJ2T/gPf3PtXjso53bkPsD0pAQkZqMbzJuIITHyk/wAXPUflTpDwEUgFu/pQqhQEUcDpTAVcscZA+tEreWuzPucetPVTH8zgjAyoIxk1CoMsvrj+dAFkSSvCkZ3FY/ugdAT1P+faoc4PSnOQTheg4powOWOAKAJI52jLbXIbbg/Meh4x+VRltw703BQt0zn5ipyCalgY+ZyVxj5iVB4/HvQA0sEhK926n2qeSeJ7a2ijRlCIS+4/eYnP5dP1qrMxlmxgAE846AVNJiICMxqXxlsk8HsOvagCLqxJYE9aehCnODx3Bpijc2AM5pdqqSxO4NyMdh6UABA7U8Hy4WP8TcD6f5/rTV2McfMM9OM0Mu+TYjDgHBJxnH1oA2DcG1sY7GKb93PErThSDxnfj8wpx7VllmnnLEgEkn2FCgqu4SBD0A5yRTCzZ+8DQBNAgEpYlSIwWwTjPp196gbdklup75p5kOCuBxxuxjPr/hTAHfgKW9gKYh0Z2q8nGQMD6n/Jr374DwGzi1G2dCkpjjlcMMH5uR+hFeAy71VYimDnO3HOT/kV9B/BwSxapfQ3BJmjtIo3YnJYqF/oQPwpDPYqKKKAKOr6ZDq+mTWUw4cfK2OVbsRXi1xBcaXqDwyZiuLeTGQeQQeCD+oNe6lq4D4haPuSPV4V5XEc+PT+Fv6fiK48XS5o863RrSlZ2Z1nh3WF1vR4rrgSj5JVHZx1/Pr+NateT+BdYOna2trI2Le7+Q5PAf8AhP8AT8a9YrXD1PaQu9yZx5WFFFFbkBTX6U6kbpQBFRRRQAUUp6CkoAUHBqQHIqKnoe1AD6KKKACiiigAooooAKKKTcKAFopAQaWgAooooAKTANLRQA0pSbKfRQAzZS7BTqKADFFFFABRRRQAUUjHFRliaAHF/SlU5qOlBwaAJaKAc0UAFFGcUwv6UAOJxTC/pSE5pKACiiigCRTkU6olODUtABRRRQAUUUUAIwyKiqao3GKAG0UUUASKo606mIe1PoAQnAqI05jzim0AFSKMCmAc08kAUAOppbHSmFiaSgBSSaSinBc0ANoqUKBTGGDQA2pFORUdKpwaAJaKKKAIiMGkqRhkVHQAVKpyKipyHBoAkooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuc13SMFry3XjrIg/mP610dFROCmrMcZWdzh9O1CXT7jenKHh09RXZWt1DeQCaFtyn8wfQ1gaxohTdc2i5Tq8YHT3Ht7Vk2V9NYTeZE3B+8p6MK5ozlSfLLY1aU1dHd1yfxF0a913wq1pp8PnTiZH2bgMgZz1+tdBYalBqEW6M4cfeQ9R/wDWq5XWmmroxa6M+Xr7w3r2mPIL/R7qGJBnztpKdcdcU3QdTttH8R6df3gf7PDI2/Yu44Mbr0+pFfUeBWXceHNFu7r7TcaXaSTlSpdogSQeuaq4rHEXPiO08RzW9vbanpq2AZX8kvsfcpBGEYZJyARXl3iMZ8Sanj/n6k/9CNezar8K/DGpAmO2ksn/AL1s+B+RyK4XU/hLrdnM401oby3H3CXCPj3B4z+NGhNmcCK0rMZtE/4F/wChGn6h4a1vS13XumXMKf3ymV/McVDDMlvaR7ycnOFA5PJpgSyDaAevNWPFniO58RXFs8yJGkSqoRBhc9z+J/pSaNp2peIbkwWdsXYHkL0X6mvT9H+FWnxW27V5GuJ2H3YztVPoe5pXHY8u0XSb3VHWCzgeVz/dHA+tep+Hfhna2gSfVyJ5RyIVOEH19a7TS9IsdGtFtrG3WKMenJP1Per1IdhkUMcESxRRqiKMBVGAKfRRQMKKKKACiiigAqC7u4bKAyzNhR0Hcn0FQ6hqcGnx5c7pCPljHU/4CuQvL2a+m8yZv91R0Ue1Y1aqhoty4wuPv7+XULjzJOFHCIOiitjQtIxtvLheesaH+Z/pTdH0Qkrc3a8dUjPf3P8AhXR1FKk2+eZU5W0QUUUV0mQjMqIWYgKoySewrxDW9SbVtYub052yP8gPZRwB+Vem+N9R+weG5kU4kuT5K/Q/e/QEfjXnPhrTf7V1+1tmXdEG3ycZG1eSD9en415+Lk5SVNG9JWTkz0vwfpP9laBCHXE8/wC9kz1BPQfgMfjmt6iiu6EVGKijFu7uFFFFUIK474j+MY/B/haa4RwNQuAYrRO+8j72PRev5DvXY180/HPWbXU/GcVraymQ2EHkzYPyrISSQPfBGfcY7UgPNZ5zNK8kjM8rsWdyclieSTUSgMcc009aUfIu7HJ6UwHuoyFVs9yMd6b5QxneMY71HRnGPU0wGyPgYHJqSNCkeR17mnSxIGWRMhSOFJzg0zJ7UgHEOf4f/HaRkYKpORnnGOtKuS3U4HJpGkLYyBgdKAGY55FPLhIyAMbuv0pVmI+lMmRwwV+/OQc8UAEJCuHdcjOcH0oc7nLE5J5JxQsm3Oeh7Yp4dO6g0AJGzIdwyB0OPQims24k+tWJXi8pYxEEcMSxDHn2OfTmmrHER94g/UUWAbFiMM564wvPQ/5zTY13uFHXOBmklZRkDJxxn1NPjXI+ZgCB37mgAlHznAIA4HFMHHOCfYVJ5OTgMCfSnGBhCxIBzwM/nQBE7swUMTlRiiNQ7gNnb/Fj070eW+fumnMGReRjI9KANbw1YnU/EMRYZjiPmv8Ah0H54r3j4a+avi/UAyIImtAUYHkncucj8q8w8C6d5GmyXrj552+X/dHA/XNep/Dw48Ty+9q3/oS0AepE4qMsTUhGRURGDQAVDd2sd7ZzWswzHKhRvoamooauB4ZeWs2nX8ttJlZYXK5HHI7j+deyeH9U/tXRba7J+dlxJ7MOD+vNcP8AEPTfJ1CDUEX5Z12OQP4l6fmP5VP8OdQIlu9OZuGAmjHuOG/9l/KvPo/uqzh3N5+9C56N1oqMNing5r0DAWg9KKKAIT1opW60lADwMrTKclDDBoAbQOKKKAJVORS1GpwakoAKKKKACiikbpQAxmyabRRQAZqRWzxUdKOtAEtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIRkVGRipaY470AMooooAeh7UpYCo6KAFLE0lFFABRRTgvrQA2insvFMoAKkQ9qjpQcGgCWikByKWgAooooAKQjIpaKAIiMGkp7jvTKAAcVJu+Wo6cpoAbRTyvcU3HNACZxRSkYpKAClAJoHWpR0oAaFAp1FITigBaa+MUhf0plABRRSgE0AOQ9qfTVXFBYCgB1RHrQWzSUAFKvWkqRVxQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsPVdBW4LT2oCynlk6Bv8DW5RUygpKzGm1scADNaT5G6KVD9CK6HT/ESSYjvMI3TzB0P19K0r7Tbe/TEq4cdHXqK5e/0e5scsV8yL/noo/n6VyuM6TutjW8Z7nZqyuoZWDKeQQcg0tcLaajdWLfuZDt7oeVP4V0Fp4jt5cLcKYX9eq//AFq2hXjLfQh02jaopsckcqB43V1PQqcinVsQGKiltoLiPy5oY5E/uuoI/I1LRQBBa2VpYxmO0tobdCclYowoJ9cCp6KKACiiigAooooAKKZJLHCheV1RR3Y4FY954jt4srbKZn/vHhf/AK9TKcY7saTextM6opZ2CqOSScAVg6h4iVcx2XzN0MhHA+g71iXmoXN82ZpCV7IOFH4VPYaNc32Gx5cP99h1+g71zSrSm7QNVBLWRT/fXc/8csrn6k10ulaEtttnugHm6heoX/E1fsdOt7BMRL8x+87dTVurp0EtZbkynfRBRRRXQZhRRRQB5n8Rr7ztWt7JT8sEe5uf4m/+sB+dX/htYYjvNQYDJIhQ/Tlv/ZfyrkPEN39u8Q39xnIMzKp9VHA/QCvUvCVp9i8MWKfxOnmn/gXzfyIrzqP7zEOXY6J+7BI2qKKK9E5wooooADXxf4giceI9TjdwWS7mU56nDmvtCvjvxyscXjnXRFIrxm+mZSpyOWz/AFoW4MwTCR0wSOpBBqSaLc6jCgkA/L9K0PD5/wBJcq5DkABQcZ/H/PWu38S6IdHRbe6ube6uJLcSPG8fz27HHy5HDcevr7VVupLZ5n5BDYIpYrGe7uhFbW8kj8Dao3En8BUZPPH5VteGfEN14d1hLy22Z6NuG4Yx/wDXosh3MmeCWBzHKrK6sUKspBBHUYqLHGcj9a0NW1STV9Vu9SlREkuZmlZAMgFuaZYW/wBuufKO1cgngZ/TIpWuFys8bxxjDKQ4ycNUHPpXWS+GxtiV5XQlMpvh2BlySSpLfN36Z6YrmHKqWXbjBx1osFyCbfFGCyMu7oSOtTysuEHcDkfgK0dBs9Lv9atoNXuja2jEBpQM45A56Y4zzV7xjaaZp2vTWmian9s07YjLIrZGSORwfX+dFgOb4qSIYJkI+VP59qVF3MEUhyTgDBJP6VqjR7w6eWa0lUBsqfJ6+ufSiwXMbqc9zQMA59KstblTtIUMOCOM06K0N1GttDAZLmaQJEVYjnjjHfOaLBchjVJIAz44JIx3pA7p9x2XPXBxmtrXPCer+F0tI9WtngFwpeM8HJGM/lkfnWLtHHJ9+KAHCWUnAdmJ7daJnPMYYFQRnA6kd/1NS20YDmTzxG0Y3KSD17HioBGTnDA9+9ADVkdehqxDbvfTxxoVDu6xgfU4zUCqTk5UYHdhW3ZWb2OsWCujLukjOSOCd3P68fhQB6no2nxoltZoMRooyOnA/wA/rXYeEoEtvGjqi7Ue1YgfiP8ACsjRYcQvMRyx2jjsP/r/AMq3dA+XxjbH+9bSL/WkM9CpjjvT6KAIaKUjBpKAMLxhYC/8NXQAy8I85Pbb1/TNeaeHb3+z/EFlcE4USBX5/hbg/oa9ndFkRkYZVhgj1FeGXlsbO+uLZjkwyNGT64OK4MWuWUZo3papo90pQcGqWk3f27SLO6Jy0sKs31xz+uauV3J3VzAlBzS1CDipFbNMBrjmm1I/So6AFXrT2GRUY61N2oAhopzDFNoAKkU5FR0qnBoAloo60UAFB6UUUAREYNJUjLmmYNACUqjJoCk1Iq4oAWiiigAooooAKKKKACiiigAooooAKKKKACkOMUhf0phJNACHrRRRQAUUUUAFOCk0qAU+gBAoFLRRQAVEwwakLAVGTmgBKKKKAHoe1PqHpUqnIoAWiiigAooooADzUTDBqWmsMigCOiiigCRTkUuBnNRqcGpaAGsMio6mqNhg0ANp6mmUUASFvSmEk0lFABR1pwUmngAUANCetPAxRRQAjAmojU1NZc0AR0oGacE9afjFADQuKdRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGXe6DaXWWQeTIe6Dg/UVgXWiXtrk+X5qf3o+f0612dFZToxkWptHn8U0tu+6KR427lTitODxFexYEmyUf7Qwf0rpbixtbrPnQI5P8WMH8+tZk/hm2fJhlkjPofmFY+xqR+Fl88XuNi8TwMP3sEiH/ZIb/Craa7pz4/flT6MprHl8NXak+XJE4+pBqo+i6gnW2Y/7pB/kaPaVY7oOWDOqGp2LDIu4fxcCnf2hZf8AP3b/APfwf41xhsLxTzaT/wDfs0n2G7/59Z/+/Zp+3n2F7NdzsjqdioybuH8HBqB9e05M/vyxHZUNcsNPvGPFpP8A9+zUyaLqD9LZh/vED+tL21R7IfJHqzYl8TwAfureRj/tEL/jWdP4ivZciMpEP9kZP61JF4au2I8ySJB9STV+Dw1bJgzSvKfQfKP8/jR++l5B7iOaklluJN0jvI54BY5NXrTQ725wSnlJ/ek4/TrXV29lbWo/cwIh6ZA5/PrU9VHD9ZMTqdjLstCtLTDOPOkH8TjgfQVqUUV0RioqyM229wooopiCiiigAqC9uBaWFzcnpDE0n5Amp6xvFk/2fwtqD+sWz/vohf61M3aLY0rux47DE1xcRxJy8jBR9ScV7zHGsUSRoMKihQPYV4t4bh8/xLpyf9N1b8jn+le11xYFaNmtZ6pBRRRXeYhRRRQBgeNtUj0bwbq17Jc/ZmW2dYpB1EhBCAe+4ivkJ3EmSTuJOeeTn619G/HmFpPh9HIvSG+jc/Qq6/zYV8z800JmjayiB8hAGP8AEMg/4VqX+syPFB5pkmk2HLySkscE4Hpjj0rnFkZTmrV04Fy/7rC5+VQegxxT1EQlVdywjcZPQN/9apBbqU6AHnIZuf5VGJIsndHIR2w+P6U6CSMSktv2YJ2n5vz6UAH2UfMA23B4zyPzH+FWtL3Wd/FcMV2g89/0qrJdEuSGB5/u4pFnySdwz70DZ6lrvjK11jSrCCOxFtHaRNGo37kLHqRxn3xXllxCzXMhRSV3HBHcVcluVigijOxiw8zIPTPH9B+dVxMm/wD1YI9A9DElYjFpJiJmwuOcsQB34qCQnc5P8/etFCzqwit5eAWY5BwBye3pVVZAuPmZfXaOtAyKyYpeRP6ODXsyeFrL/hDl1hLt4ryOcRsqAfiHB5H6dfpXkC7S4ZDyP9mtSLUrlopWaUg8EckDv2H+eKasJkWv7v7ZmYuW4X5ick/KKz1nkgt1mhYpLHJuVh1B4x/Krk8zXDF5truRjOen602KKORdhwDnOQMnP4mgCzrHiXWNfFumqXsl19nDeTvAyoOM9PoKykceYuUBAPIPerxhBkaRgrMSQcDBH4VC1rh87iR9Mf40gOo03w3/AGjaySwWFzOoQl2iO7aMfextzgde/wBDXPalaDT2jCqGDA/e7dO/Hr6V3PhPxcdB06/sVhEjXMO0TbyPKCg5PAOeK4vXLhb2SN0fLZJORjGcf4Gm0CMkMHJyoB9vrXaSPa3OpWEe5jNEI2THr5mWB/DJrjYoWJccZ256+4rqfDdkbvWftG8lkX7hHIY/KB+pqRo9otYxDawx5yQoz9Tyf1zV7R22+MNOH96OUf8AjtZ0TBrp8HKr0H8v61b0iTd4p0eT+95v/oJoYz0miiikA1hkVHU1RsMGgBteR+NLf7P4pusABZNsg/FRn9Qa9crzb4jQ7dXtZv78G38mP+NcuMV6dzWk/eOm8CTi48LRIDkwSPGfz3f+zV0dcX8NZ82N9Bn7kqv/AN9DH/stdwy56Vph3elEma95kdAOKKK2IH5ytMoooAKlXpUVSJ0oAVhkVFU1Mcd6AGUUUUAPQ9qfUQODUgORQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSEgUwuTQA4sBTCxNJRQAUUUUAFFOCmnFeKAI6KDRQAqnBqWoacGIFADyQKYXppOaKACiiigAopwQmmmgApynBptFAE1FNU5FOoAKKKKACiii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| IAL/CEL/LEL SERIES
HYDRAULIC MAGNETIC CIRCUIT PROTECTORS
Introduction
IAL/IUL/IEL/LEL magnetic circuit protectors provide low-cost power switching, reliable circuit protection and accurate circuit control for equipment in
the international marketplace.
IAL models are for those applications where the unit’s inherent attributes are desired, but compliance with the various standards is not required.
IUL models have been tested and approved in accordance with UL 1077
requirements for UL recognition.
IEL/LEL models are TUV approved to IEC 60947-2. They meet IEC spacing
requirements, mandatory for equipment which must comply with IEC
specifications. In addition, the IEL models are UL recognized to UL 1077
as supplementary protectors and the LEL models are UL listed under the
conditions of UL 489. Both are CSA certified and CCC Approved. The IEL
is CSA certified as a supplementary protector per CSA C22.2–No. 235.
The CEL model has achieved two new enhancements, including a single
pole, 125 amp rating with TÜV approval, and a parallel 4-pole version
with 400 amp rating.
Airpax™ IAL/CEL/LEL circuit protectors are available in a wide variety
of configurations, including series, series with auxiliary switch, shunt
and relay with choice of delays and ratings in DC and/or 50/60Hz or
400Hz versions. Single or multi-pole versions are available with a
variety of pole arrangements to meet your specifications. Please see
the appropriate product specification table for ratings and limitations.
SINGLE POLE, STANDARD STUD TERMINAL
(SEE TABLE)
(SEE TABLE)
[3.56]
.140
[3.61]
.142
[47.22]
1.859
[17.53]
.690
ON
OFF
[7.14]
.281
[49.28]
1.940
STUD TERMINAL TYPES
Screw Stud Thread Dimension “A” Dimension “B”
M6 .510 ± .045
[12.95 ± 1.14]
.652 ± .035
[16.56 ± 0.89]
1/4 -20 .545 ± .045
[13.84 ± 1.14]
.687 ± .035
[17.45 ± 0.89]
M5 .510 ± .045
[12.95 ± 1.14]
.652 ± .035
[16.56 ± 0.89]
10-32 .545 ± .045
[13.84 ± 1.14]
.687 ± .035
[17.45 ± 0.89]
Tolerance ± .015 [.39] unless noted.
Dimensions in brackets [ ] are millimeters.