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wQAcc4J717LXmfhiPU11vQ5dQaAjypTDCbUpJAhitwFJ3feAKgkAdG9ePTKAKkn/IYtv+veX/0KOjUv+PVP+viH/wBGrRJ/yGLb/r3l/wDQo6NS/wCPVP8Ar4h/9GrQBbqpqv8AyB73/r3k/wDQTVuqmq/8ge9/695P/QTQBU1+5ENmV+yLcsEefY0fmECMZyq9WbO0AAjk9eKgsr5I9Hk8qzh5CNEiKUSbzcbSwwduWY7upHJ5qbxA9qtiBc25n2hpAAxXaqqdzEjJ24OCADndjBzVayutN/sC4YWpaFkVmjVvMM4dRs2E4yGyFXOMYxgAUAN8P3Ub3U0cdjDCA7weZHEIz+7IwuMklcNlTx3+UZGYbW9jF9FdjTbdY5PKlBWMB4xOxUNuBOWJxuGBgZ+ZuMu8PXWnS37JBbMsxi3pLud1KMQT8zAfOTgt1yV5JKnENhqOnSXcfl2si2gmVYw0rfIxK7SYyMBfnj2gEld4+VcHAAy+1e1j1SSVtOhcR+ZO5MO4kQsVLFwcB/kcoCCSE6rzt6ST/kMW3/XvL/6FHXM319pEWqSyS2MhhSR1lky46cuQuNuz5GLZZdxQ/KxIz00n/IYtv+veX/0KOgC3RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUActqUdzJ4nvUj3i1ewt47kpKoYK0kwBVWQ56tn5hx0BPXqa5u+u4rbX9U8wSkfYLViUhdwAJJ85Kg4rZ/tKD/nndf8AgLL/APE0AVNd0yx1dbGz1Kzgu7ZrjLQzxh0JEbkZB4p2leHNE0J5H0nSLKxeUASNbQLGWA6ZwOarat5GrPYWnnX9uWuCQ8SyQNxG5wGwPyqraW8mj+MLLT4729uLe7sLmeQXdw0pDRyQKu3J44lbPrx6UAdPRRRQBXvraG80+5tbjPkzRNHJg4O0gg/oa8E1S3knl8LSS6FaXv2kW8ETSXbI0zG2bETAEBRlg2RnkKM84Hvd/PFa6dc3FxKkUMUTPJI5wqqASST2AFeMvpMlxb+H5Z9S1PTzbwW8sMUcLcuLOflf3TYkBQZ3EDard8UAaV8fGMsCwWegPcad/Y89qxguogrPKkfO15FJ27MZ28bzgHu2wTxfFa241PSorbSpLO2ty32oOYhGZGDhAfvN5ig8fwj8Owi0jRtW0GG31vSoLue2ttyfbbMOyAou4oXXGfu5x3AzVc6Ho+neGIItE0iCCe6hiZja2So8gAzlyg68nqepOKAPM7O1ETa/KmjW1nPb3FxDL5dyZBEwsv8AVKdx3ZIkc5AwQRu7V7vpkMFvpNnDbFjbxwIkRbqVCgDPvivJ7vw8bMeIri21PVtRIuZmlilhb5c6ePmf90uZMsANpI2svfNeq6LLHPoWnyxOrxvbRsrKcgjaKAH6l/x6p/18Q/8Ao1at1j+J9Sj0jRDeyQzTKlzbjy4QC7FpkUYBIHUjvWxQBU03/j1f/r4m/wDRrVbqppv/AB6v/wBfE3/o1qt0AVI/+Qxc/wDXvF/6FJWEnh+8XUlk22/lrGkG4knMay7w54z5nH0BJbJ6Vux/8hi5/wCveL/0KSuPhtdSTVo2dbtrs32WkES/6vYmQXIz5W/ewGcbTtznatAHd0UUUAZeu6ZJqdrCkewtFN5mHOMjaynBwcEBsjjnGOM5Ffw7o8ulpO0ywo0mAEiXAxud8kdAcyEYGeAOTUviGOWS0twomMP2hTcLEu7cmDwy4JKltuQO3XjNV/DEN1Ct2syKkW87FjQrGG3vnYCBhdpjHAxkE8kkkAteGf8AkVNH/wCvGD/0AVq1leGf+RU0f/rxg/8AQBWrQAUUUUAFFFFABXP+Df8AkB3P/YV1L/0tmroK5/wb/wAgO5/7Cupf+ls1AHQVR1kOdC1AR/f+zSbecc7Tjsf5Gr1UdakWHQtQlYMVS2kYhFLHAU9AOSfYc0ARaX5pur03LMZ0ZIiS6sCoG4Ywi/3z27Vp1yVr4u02PUb8ta62PMdHUf2He5xsAzjyuOQfyq7/AMJlpf8Az665/wCCK9/+M0AUPC2haReaXd3F1pVjPM+q6juklt0Zji8mAySM9BXXKoVQqgBQMADoK4Dw/oNjqPhy91RpdahkmvtQmRV1G8tQAbqYqfKDqEyMHG0HnnnNdjok0lzoGnTysWkltYnYk9SVBNAF+iiigDm/GWRa6UyFvN/tS1CDICsfMBwxweOO3OQPevNvDenWAmnjg0DRojBYQ+fLDHicJJAxHVQCzAjdg85HTrXpXi3c/wDYkMcckkh1W3fbHGzkKrZZjgcKB1J4FeXeFbK8totN3S6y19PdXGnTRXFxI0BWKO7ChQeCy+Sg6kDJwB2AK3iHw5oNtq+mxSJ4IsrmDUTLeWpu44wE8rKq4bnYSB8uOrD1ON0aDpqaGXi0Lw1Nau6Tu1sBJbyRrHcYfIHzMMvz2498dvq40271Tw3MNPt5vtGqSxGSaFldSttc5ODjJyhHzAjByBnBFfxDp0GrqYon1O2tYXVS+nB4nyizqVBUcrlgDxjkUAc54Wjt7XxBoawWNpZ2V4biW2WwXYkm63gcM6kZHyqDxzu68dfVK8zs9N/sbxL4aZW1ee0+13ANxfiSQxl7aJFVnYDaCw2jOATwK9MoAqSf8hi2/wCveX/0KOjUv+PVP+viH/0atUZdQI8Z2mm/Z5Pm0+acTfw8SRKV+vINXNVkSKzR5HVF+0QcscD/AFq0AXaqar/yB73/AK95P/QTVuqmq/8AIHvf+veT/wBBNAFbXIbSWzH2qeSHO5FMQJeTcp3IFAJbIB4HPGRgjIZptjYS6W8NtK7RnanK7Hh2gbVC4GzaACARkdepzS67pT6mlo0YjZre4jm2ScA7XV8g4OGyg59CRxnIZ4c0mbSbORJzEHkkLBIQQiDJIH15P0GBk43EAk0/QbfT71rpZZHkMYiAJAVQO+B3OPp1wBubMdv4ctreSPbNKYkkEgjIXnAUKCcZIXy48d/kGSec7NFAHL32m6RLqJinvLhVaX5lCny1Z85jL42jd5jcMd37whcZFbsn/IYtv+veX/0KOua1HwhLe3TbSkaGaWTzI5NpYSJKrFl28sBMQOedo5FdLJ/yGLb/AK95f/Qo6ALdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUNzcpaQNNIsrIuMiKJpG/BVBJ/Ks2XxLYQQvK8OpBEUsx/sy56Dn/nnQBz/ie+u7S+8UTW724is9AiuJo5YS5lXN0dqkONv3D1B6iut/srTv8Anwtf+/K/4V5r4i8RWGo2/jee3jvzHP4YiRC+nTpz/pnJ3IML8w+Y4HXng47mz8WaZfTyQwR6nvjYIwfS7lME+u6MY+poA1IbCzt5PMhtII5MY3JGFOPTI+lY95/yUPRv+wVf/wDo20roK5+8/wCSh6N/2Cr/AP8ARtpQB0FFFFAFXUrNdQ0q8snVGW4geIrIMqQykYI7jmuH1PwhIzaiYb27tVjswxVtWvp93+s/6bJgcdCCP1z3V1f2dihe8u4LdApYtNIEAA6nk9KwrnW9Ju49VkttUspkaxUBo7hGBP73uDQBzdz4H1nZ/osxvA8SBZJPEGoWpj5yy7d0u4MMdx06d6TSPAeuxxwQ31ybfyo3Xz4vEGoTl8sCq+WGiCgLxkMenTnI7Wy8QaNcR+XDq9hI8SqJFS5QlPqAeOh/Kr0N5a3LFYLmGVgMkRuGI/KgDlYvBUsTHztQvbpSOFTWNQgx+JuHz+QrU07SZ9P063s1srQrBGIwRcuowB6bOK3aKAMmSwkmTZLptm67g2GuXIyDkH7nYgH8KtCTUAMC1tf/AAJb/wCIq5RQBjeFtFPh7Q103EYVJ5pE8tiQFeRnA6Dpux+FbNFFAFNknj1CWdIhIjxIn38EFS5P/oQqTzrj/n1/8iCrFFAFfzrj/n1/8iCjzrj/AJ9f/IgqxRQBX864/wCfX/yIKPOuP+fX/wAiCrFFAFHRbSWw0LT7Obb5tvbRxPtORuVQDg+mRV6iigAooooAKKKKACuf8G/8gO5/7Cupf+ls1dBXP+Df+QHc/wDYV1L/ANLZqAOgqpqv/IHvf+veT/0E06W+iikKMlwSO628jD8wuKw9b8TWsEdxYNZaszSWrsJo9NnaIZDDBYLweO/FAElx4d0rWNXlfXNL0zUpo4IxG89mrbFLScDfuI596X/hBPB//QqaH/4Lof8A4mo77xLa6ZqkrvZarPvhiAFtps0hHzScnC8DnvW/DOlwpZBIADj95GyH/wAeAoAiuo0h0uaKJFSNIWVVUYCgLwAKr+Hf+RY0n/rzh/8AQBV25UNazKehRgfyqvoyLFoenxr91baNR9AooAu0UUUAZes6Ha62IlvLayuYow37q8tROhJxztJHIx19zXmth4P0NxoHmaPpDNL4j1KCTGnx4ZE+3bVOQcqNi4U5A2r6CvQLnxt4Us7l7e58S6PFPG5jeN72MMjDghhnggjHNcNZ+K/DkJ0ESa/paGHxLqc0oa8jBSNvt21zzwp3pg9DuX1FAGjqXwusJ201INK8P4SVhPImlqmFMUgDEBvn+YoNvrhv4a2IPh14dR52l0PQX8x9yqukxAINoGBnPcE/jW9b67pF3bpcW+qWcsMgyjpOpDD1HNXYpop4xJDIkiHoyMCPzFAHJTfDzR2QLb6V4ft2WaOQSR6OgbasivtJDDqFwfr0rQ/4RSx/6Buh/wDgrX/4qugooAw7bw7b2dylza2ejQXCAhJYtOCsueDghsjNJrug3Ov6WdPuru28lpoZWxbNz5ciyY+/324/Gt2igAGcDPXviormAXNrNbsxVZUZCR1AIxUtFAFfybj/AJ+v/IYo8m4/5+v/ACGKsUUAV/JuP+fr/wAhijybj/n6/wDIYqxRQBX8m4/5+v8AyGKRLVxdpcSTlykbIF2gD5ipJ/8AHRVmigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOetkWT4ga2jqGVtJsAVIyCPNvOK6GuX1HQ9fl8UXOp6Vq1nYQzWltAwltDO7mOSZj/EoUYlHPOeemOd3y9R/wCfq1/8Bm/+LoAt1z95/wAlD0b/ALBV/wD+jbStXy9R/wCfq1/8Bm/+LrB0vQvEEHiOz1HV9Xs9Qjt7K4tw0Vobdw0jwMMjcwYYiPPy444OeADqaKKKAI5reG4jaOeGOVGBVldQwIPUEGq0ej6bDE8UNhbxRunlskcYUFeeMD6mrtFAFS30rTrSSSS3sLaJ5ceY0cSqXx0yQOep61ZWNEOURVPsMU6igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArn/Bv/ACA7n/sK6l/6WzV0Fc/4N/5Adz/2FdS/9LZqAOgqpqv/ACB73/r3k/8AQTVuq9/A91p1zbxsEklidFZhkAkEAmgCxRWRpmn6za/aPt+ui93vmLFmkXlr/d4PP1q/5Nx/z9f+QxQBJP8A8e8v+4f5VBpX/IHsv+veP/0EVQ1TTNau5YDY68tnEgYTRmzWTzs4xySCuMHp6+1adlA1tYW8DkFoolQkdCQAKAJ6KKKAGvGkhUuisUO5SRnB9RUA06yURgWkAEUzzxjyx8sj7t7j0Y73ye+4+tWaKAGoiRIEjRURRgKowBTqKKACiiigAooooAKKKKACikV1cZVgwyRkHPIOCPzpaACikLKpUFgCxwAT1PX+hpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiig8jrigAormvDlxqes6Sbye9ubd/tVxEI3t0UhY5nRSQV6lVBPvV+9g1C2sLiePVJC8UTOoeFCCQCRnABx+IoA1qKzxY3uP+QtP/36j/8AiaX7Fe/9BWb/AL9R/wDxNAF+iqH2K9/6Cs3/AH6j/wDiaPsV7/0FZv8Av1H/APE0AX6KofYr3/oKzf8AfqP/AOJpNGuZrrTy9w4eRLieEsFxuCSugJHqQoz7+lAGhRRRQAUUU0OpkKBhvABI7gHOP5H8qAHUUVzt7quvHX57HStOsLiCBYGlkuLtomUOWzhRGwbhfUfjQB0VFVPM1H/n1tf/AAJb/wCIrF8Q6n4m060uLmx0zS5IIbaSV3mvnUqVBIwoiO7p0yM+ooA6WiiigAooooAKKKKACiiigAooooAK5/wb/wAgO5/7Cupf+ls1dBXP+Df+QHc/9hXUv/S2agDoKKKKACiiigCG5u4LOISXEqxIXVAzdCzHAH1JIH4037db/wDPT/x01k+MLIahoC2xmlhD31n88RAYYuYiCMg963qAKh1KzWVYjOokcEquDkgYycfiPzFP+3W//PT/AMdNUrj/AJGvT/8Arxuv/Q4K1aAK/wBut/8Anp/46aPt1v8A89P/AB01YooAr/brf/np/wCOmkN/arjdMq5IUFsgZJwB+ZqzVe+/485Pw/mKALFFFFABRRRQAUVS0rUF1O1kmXZ8lxNAQrZ/1cjJ+ZCg/jV2gDndO8MaMdSl1k2K/wBoNLOpm3t0MjZ4zjt6VtfYbf8A55/+PGsGWw1qeFJrHXvscUUtyZovsaSed+8OOScrjB6evtVxBfv4dgkGoETtBGfMMQJyQMmgCAeGtH0/xBb6pa2Sx3txcHzZd7Et+6cdCcDoOldDXPWlhq9ncWo1LW/7QL3hZD9kSHYnlN8vB55B59/auhoAKKKKACimrIjs6qwJQ7WHocA/yIp1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZXh7/kGzf9f15/6USVa1X/kD3v8A17yf+gmqvh7/AJBs3/X9ef8ApRJVrVf+QPe/9e8n/oJoAt0UUUAFFFFABWV4e/5Bs3/X9ef+lElatZXh7/kGzf8AX9ef+lElAGrRRRQAVz0V/cxeNNUinWY2S2VqYSlq7fOXm3DcAc4AX8/rXQ1l/wBoWUOt3Uct3bxuIIsq8gBHzSds0ANvPE2jabsOpahFYLJnY17mBWx1wXAHcfnXPWXjXwonijVpm8TaMInhtwjm/iwxHmZwd3OMj862J9T0/wD4SrT2+3W2BZXIJ85f78HvWTZeM/Cy+LtXVvEGno5ihT95OqqSu/IDE4JG4UAav/Cd+D/+hr0P/wAGMP8A8VWb4i8beE5/DOqxReJ9FkkezmVES/iJYlCAAN3Jrfk8RaHCbkS6zpyfZWC3G66QeSScAPz8pzxzWF4m8Y+G28Ia48Wt2NzssZSyWtwkr4K7RhVPqwHpzyRQBr2fi7w3qF0lrY+INLurhzhYre7jkY/gpP8AnFbNYF3rulX2m2F3bajbSQTTwyRv5gGV3jnB59fpitT+1dO/5/7X/v8AL/jQBbqs8jjU4Ig3yNDIxHqQUx/M/nTf7V07/n/tf+/y/wCNZP8AbIm8cWdjC9vJbPp88glSUFvMEkQ24Hsc/gaAOhooooAKKKKACiiigArn/Bv/ACA7n/sK6l/6WzV0Fc/4N/5Adz/2FdS/9LZqAOgooooAKKKKAMrxD/yDYf8Ar+s//SiOtWsrxD/yDYf+v6z/APSiOtWgDKuP+Rr0/wD68br/ANDgrVrKuP8Aka9P/wCvG6/9DgrVoAKK599duR+6WFRMdTW1BPTyt3L4+gZQf71WDqs9vcXSXiLFBZo0005Xh4znZsAOc8HPuvA+YEAGxVe+/wCPOT8P5iq+iXdze6aJrsRLOZZVZIjkIBIwVSc8kKACehOSKsX3/HnJ+H8xQBYooooAKKKKAOa8L2N1aaXcrBPaqH1G9kbNueWNzJn+P/IxViZfEdzczLZanpUCQuEIm02SUsdqtnInXH3sY56VX8L311daXctBBbMqajextm4bhhcyZ/g/yMVbil1VW1NoLOzeYS5RXumALeUmAT5fTpzQBmW1p4t/s+fGt6IF8yfIOkSk/fbP/Lz/AJ96jhtPFn9gW5GtaL5fkR4X+yJcgYGOftP9KyvDus+Nbnwlqdxc6Xppljur1Y3+1MG+WZwRsCEEKwZc7gSFHBPWW81bxfD4D025g0vThO6xiYm5bKLvwuE8sg7l2Z6YLH5eMgA17q08XfabHdreiE+eduNHlGD5b9f9J54zWhYT6xbatHY6rd2N358Ek0b2to9vs2MgIIaV92fMHpjHfPHO+INW8XW134RVNOsIpLq+ZLpEuDIM+S5CAlQRkBySAcFQMkHneunvh4ssdtvbkfY7rbmdhkeZByfk4PSgDeoqp5mo/wDPra/+BLf/ABFHmaj/AM+tr/4Et/8AEUAFn/x9ah/18D/0UlW6wfD1hcWmp+IJp9n+lXyyqFlZ9n7iIFeQOMgn/gXtW9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGV4e/5Bs3/AF/Xn/pRJVrVf+QPe/8AXvJ/6Caq+Hv+QbN/1/Xn/pRJVrVf+QPe/wDXvJ/6CaALdFFFABRRRQAVleHv+QbN/wBf15/6USVq1leHv+QbN/1/Xn/pRJQBq0UUUAFY9tYSxeMNS1BrjdHPZW0SxbMbdjzHOc8/fPb0rYooAyrj/ka9P/68br/0OCuW03xFpsfjfWFj0q+M4RVbyrR2aPBO7cAPlDkhhj7wGTzXU3H/ACNen/8AXjdf+hwVl2fi7RJPE2q2javZL5SRAbnVQSN27DHG7BIB5ODxxzQBsSaxHH9pzaX7fZ2Cnbaud+Tj5OPmH0rl/HOt2d34A8QRTWF+kZsZAWns3RVJG0Nkj+EkN68V1r6tpsfnb9QtF8ghZd0yjyyeAG54/Guf8YeJdLi8Ea/Na6nYTTR6dOUUOkwLFCFynII3EDBBHPNAEravby6JpcsNjdRRSSQOqLAxAG8d8c+o9cg962P7Wj/59b7/AMBX/wAKo32s6Zc2FlPDf27RyzwuhMgGV3jnB5H/ANatFtV08Kdt9aE44BmX/GgBn9rRf8+t9/4Cv/hVRdWt5vEdnaiO4SZ7WZwJIWXgNHk5I9x+dReCLpr3wLoVw6KjPYw5VW3bfkHGfX1HarUunWx8W2up7G+1Cxmg3bzjZvjbG3OOvfrQBq0UUUAFFFFABRRRQAVz/g3/AJAdz/2FdS/9LZq6Cuf8G/8AIDuf+wrqX/pbNQB0FFFFABRRRQBleIf+QbD/ANf1n/6UR1q1leIf+QbD/wBf1n/6UR1q0AZVx/yNen/9eN1/6HBWrWVcf8jXp/8A143X/ocFatAGZ/YVn9uF5mTzsbc7uCPN83GP979DV1rWJ5ZZHXf5qLGysAVIBY9P+BGpqKAK1lY22nwtFbRJGjO0hCqByxJPT60t9/x5yfh/MVYqvff8ecn4fzFAFiiiigAooooAo6Vp66baSQjZ89xNOSi4/wBZIzj8QGA/CmLHLL/ascE5glaXCShQ2w+UmDg8Gr0U0c6F4nV1DMhKnPKkgj8CCPwqirzp/ar20SSziXMcbvsDHykwCcHH5UAch4f0LWo/CWpQf8JCjM93ebdgBRP3zhlLlQ2chstjqSeT1lu9C1iTwLp9qNfQPGIzI33ElUtlVDgbhgFQDjnaOBniDw1ceJF8G6oHsNPMn22+KSC4bBLXDsx2YPCszjBYN8uMZ6y3dx4ib4f6cFsrBZSIlldp2Kqqv8jBQvIYKnfI3dOKAJ/EOjavLc+FFOvxebBet5jSoEaZzC+CgUfeADnbwCCwJrbuYpz4ssMXGM2V0R8g4G+DisDxLN4gkvfB8n2CyjlW/aWaM3G7959nkUIpwMkh5DwDjbnoOdy6e+Hiyx229uR9jutuZ2GR5kHJ+Tg9KANKczwRh2uSQXVOIx1Zgo/nUnk3H/P1/wCQxWH4pstR1XQzZ7IYN91bEyR3ThgFnRiAQnfGPxrpBnAz174oAwtAu7m51TxBFcJIq298scTNEUEi+RESwJ6/MWHHoK3aq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General Purpose
Power Relays SZR-MY Series
Sensing and Control
www.honeywell.com/sensing
Honeywell
11 West Spring Street
FIGURE 11. SZX-SMB-08P FIGURE 12. SZX-SMB-14P
Max. 22,0 [0.87]
Max. 25,5 [1.00]
Max. 29,5 [1.16]
2,6
[0.10]
Max. 16,5
[0.65]
2,7
[0.11]
0,3 [0.01]
4,3
[0.17]
38,5 [1.52]
4,2
[0.17] 8 - O 2,0 [0.08] Holes
6,4
[0.25] 5,8
[0.23]
13,2
[0.52]
4,1
[0.16]
12,65
[0.50]
6,35
[0.25]
Max. 16,5
[0.65]
2,7
[0.11] 2,6
[0.10]
0,3
[0.01]
4,3
[0.17] Max. 22,0
[0.87]
Max. 25,5
[1.00]
Max. 29,5
[1.16]
38,5 [1.52]
5,8
[0.23]
6,4
[0.25]
4,2
[0.17]
13,2
[0.52]
4,4
[0.17]
4,1
[0.16]12,65
[0.50]
6,35
[0.25]
14 - O 2,0 [0.08] Holes
WARRANTY/REMEDY
Honeywell warrants goods of its manufacture as
being free of defective materials and faulty
workmanship. Contact your local sales office for
warranty information. If warranted goods are
returned to Honeywell during the period of
coverage, Honeywell will repair or replace without
charge those items it finds defective. The
foregoing is Buyer’s sole remedy and is in lieu
of all other warranties, expressed or implied,
including those of merchantability and fitness
for a particular purpose.
Specifications may change without notice. The
information we supply is believed to be accurate
and reliable as of this printing. However, we
assume no responsibility for its use.
While we provide application assistance
personally, through our literature and the
Honeywell web site, it is up to the customer to
determine the suitability of the product in the
application.
For application assistance, current specifications,
or name of the nearest Authorized Distributor,
contact a nearby sales office. Or call:
1-800-537-6945 USA/Canada
1-815-235-6847 International
FAX
1-815-235-6545 USA
INTERNET
www.honeywell.com/sensing
info.sc@honeywell.com
Freeport, Illinois 61032
009550-4-EN IL50 GLO 0104 Printed in USA
Copyright 2003-2004 Honeywell International Inc. All Rights Reserved.