Since of the erratic nature of the stamped letters, no two “STAMP” molds within the index are absolutely identical……each mold can be individually identified beneath close scrutiny. For instance, there is considerable variability in the positioning of the “9” below the name Hemingray. It may perhaps be located positioned straight below “IN”, “N”, “NG”, “G”, “GR”, “R”, “RA” or “A”. In some cases the 9 is positioned slightly to the suitable or left, such as “slightly to the right of the letter G”.

This is partly for the reason that I am a small less interested in them since they are newer, but also for the reason that of lack of detailed information and facts, and of time, energy and patience in researching them. Just before his death in 1930 he was granted 54 utility patents and 3 design and style patents for the duration of the years 1889 to 1933. He would also grow to be known as " the father of porcelain insulators." What caught my eye about this scene was the old lone power pole with a CD 162 Hemingray-19 glass insulator.

The density of the glass is such the red tones are challenging to bring out. I feel Spirit Bear told me the date refers to the teeth at the bottom of the insulator. This 1 is a bit slimmer and smaller sized than other examples I have observed. Most clear insulators are from the 1930s and later.

Build your item reminder Already have an account? https://umek.pro/ go to my neighbor Lars, whose father collected these more than the years. These are from his collection and Lars graciously permitted me to borrow them for the purpose of shooting a couple of photos.

img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAEUAXADASIAAhEBAxEB/8QAHgAAAQMFAQEAAAAAAAAAAAAAAAYHCAIDBAUJAQr/xABcEAABAwMCAwUDBggIBw4FBQABAgMEAAURBiEHEjEIEyJBURRhcQkVMoGR0RYjQoKSobHBFyQzUmKiwtJDVVZyo7LhGSUmNDZGU2RzhJOUlfBFY3SDwxg1VHXx/8QAGwEBAAMBAQEBAAAAAAAAAAAAAAEDBAIFBgf/xAAuEQACAgEDAwMEAQMFAAAAAAAAAQIRAwQSIQUxURMiQRQyYXGRI0KxFTNS0fD/2gAMAwEAAhEDEQA/AOVVFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFVEHp51Tg+hoAoowfSvQlWehoDyiquVSgMJNACsZ5aApooIPXFe8qvQ0B5RQQRsRRQBRXoG9VYPpUgoor0pOcYNVFJx0olfYFFFHKcZxRg?+hpQCiqse6gpJ2ApQKaKqSkkdK95cdQd6UwUUVWUnOCnejl91QKKKKrwfSgDJwBUpWCiiq+X3eWaOXzxSiaKKKrIPTG9eFJAGRSiCmiqkpOOhr0pVgnFKFFFFehJHUVVj3UoFFFekEk4FeYPpUAKK95Veh3rzB9KAKKMH0ooAoowfSgpI6igCivSlQ6ivMH0oAoowfSjB9KAKKMH0owfSgOo?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?/AESfpdPh03rFvnYr4GW+JHlxrde1l84CDLWM4SM4zufvOBsKfmFEl6ou0qRFcmJdDrjnsykeNvl8R5cDPLjz88Vt9dwpqLRa5zzQDLUnCVOJ5kDb6JJ28ht1FaF1TXOEpObVHDc6ZGmN2NOBk4tssWK9IkLcwW/nInYDJG42J99VjsacDbXMMW86evxdUe9Ef5xUlXd5wcnG2469DkVJDiRDtdrdtFzsjqX5LzbiZ78ZooazhPKVIzjoV7bkDY1pVWuU0mZc4Md5uQ0nlQ60AOUbYUBk5BxuOgOfdWX/AFfWUpSzNWVynNJcjNHsWdm?/8Uy5bb9GckNpLfNcuYhZByOUDBIOMbjOd8dax7v2JeBtqn5XabuqHnJSu5KU7vuBgAb43xjOxNPtdbXZ5kVK3Lk85cUstqZXk8pXtzpxnwq6HYAZJAxSiY03cp8UB2e+GUuBagRzKJ6gEk9CR0NUT6/qoQ/3ZHcJvbw2MQ32E+zTcrQi8wYmowlC+RTTdwUouEjYAlOUnO++2KRsnsfdn11T0S2R7yHmspb7+avmccCsLSQANwMHapIWrTkaHc?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?/ADs+foPWtOg6xNy9LUtpvs23yWQyy7NHNzjD2KeBmi5Nl+YYN4QzPjuuuBy4KcPMnkIxt?/TNaew9j3gvcuGd51NIhXYz7fKDbZTPUE8nOhJynHXCqkjx9Jetei5WN3Ibh39S0wSKTugfxnCfWbKd?+6lFRB8sBpVfbY1cLZpGXl9jbgs1ajLZgXQOezMvZNwVjKkpJ2x76a1HZ34bkD+Lz/8AzJqYLp7zSYdTuv5pYPu8LSfupjigJcUkZ2JFXRimdx57jYf/AKdeHB29nn/+aVVtXZ44bjIEef8A+aNOoBtn3GrToAUoD312ooljTu8AOHiDhEadgeso0vYHZR4RSdEQ7+qFczKecdbX/HlcoKSjG2PRVZz464p1dKqL/C9CRuWZzw+1tJ/s1pw4oOVUU5G49h7eGPyV3ZE1fw909qi4WfVBlXO3MSH+S9rSnvFJHNgY2Gc7Up/9yK7HP+JtV/8Arrn3VITszyxN4G6SeznliLZ/QeWn91OdXnZY7cjX5LI8qyFv+5Fdjn/E2q//AF1z7qP9yK7HP+JtV/8Arrn3VNKiuSSFv+5Fdjn/ABNqv/11z7qP9yK7HP8AibVf?/rrn3VNKigIYRQ/ZPk85yIgPtJ4azO4AG6nHYS+QfWpQrkJpDQ1515fI3DTQDJmKkKCrlMQkhtXLucrweVpJAyTsVYOD4c9h+IWmbtdOw6rRNiWli4XPSMG1sqWvkS33qGkKUT6BKlE+4VGXh/oThnwW02xpKyvRFPNIDl5vMhfdl50bqyr8lI38PQAb+Zq/qU9uXaimLpDZ6p4e6W4K8PrboS13Jb72qprbd1lqSlAcjMcrrgSo?/Ra2AwSRhZycnNR+48cfbrxHWjSFikuxdLW9SUIb+gqatIwFrA2Kc55UnboTvjFntHcVonEbWivwdnSXtPWtLkKAVlWHwV5U5hQzhXK3sR0SOmcVq9JaHg2O2Na01xFU62vKrdayoNqlqB+ms5yhkeZ6qIwPMjKqxx?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?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?/OaWn91Nk+MCnJ4Xr73Sd+jDoHoi?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?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?/5qf2VYuDt8GBIAxS/4UuH5o1Ej0aYcA9eVf+2kG+BjpS14VLJb1AwBkqglQHwUmrYSp2VT5VE6+w7ICuHN5iA57i7KOPi2n7qkdUVewjcOeyasgZ2amsODPXdKgf2VKoEEZFY9Q7ys6gqQUUUVSdhRQSBQDkUBD7to2fT974TQYGp20GCxeI0otlRSHVtoWpKFED6OcVyD4/62h6k1U9BsrifY4h7nnQMIUoH6I9wORXV3t+aK1hr7g5b9O6LukKFLcuiHXFSZBYSttLa?/AFYODkp64865Z8Vez/xI4bWCE5J4e3T2fu1Pz7qyyJLKVc55UFxoqCUgAEkkbkelXa3Fknn3JNozYdrXLEPothHzVeZZADiGUcoVtzeMA9fMdaePhkZFk0BP1jcpZs9kaaW09K5B383GcNMhX0SSoeKmZ0ZAeu+oLbYIiysSX0IKckglRHX3Zx9lL3j1q1jU1/i6N02wpjT+neW3xI7I2lzUpw+7ttgKKgD6Aeu3kz0UdTkbyK1dkuCk7Y3GptQXHWd/evl1X3ZdAQhA2S00nAShPlgAD06k9Sax2lrK0xYLDrxzyhDYKgfjj9tLa0cOkKQ2brJW8eUEtIHKhJ9Cc5NLe3WCFbm0tw4jTIByAlAFevHE6o63L4NfwU4AX/irfEQrrd0WKEFeLDYeeI5VK2SNh9E9TnJG1TD0j2YOE/DeToeRCspu9yuF4SiVOuSu?+U4kKZwkNkBCU5WeiQd9yaR3ZijJRqR1wo6trXj4JAJ/rfrqR05sr1Hwzj9Qu8BRHu72IK34dPjrc1yZ8jtic7Vtptg4v2mNHgRmEGC6FhlAbyOZITunc46U9fYqtU62aWltou65MZy/OkNyUBx0BMdBSA7sSBj8oFX9KmY7TLnfca4aFfkW1WPrWN6f3sgJKdGMK6Fd9kkn1AYH92p1EU4yJxq5CsQ+9bL1Lj3aAZkecqWDGQhRUpCnApPKQnOSSn3DBGasq1dp9m7R9Nl0RoFtkJYmx3LcsckcNnnDq0kjBUQMAAZOfM04F/uEBiHJXIvDNoZbSeZ8vIRyJJyclX0ScHYVGvWWttDaRdbetDiLq?+6yvvHn0KMYOLI51hpX8plIKfEMdDvivz2ENZgzOWN3Fvu/j8eTR6cnwuTP4n8QI6Go8LQ12lmPKjmK5HCFBTp71R5crytRWcKGT0OPdSVi6c0xpmJb75rXUcS6vPc6/mOOVLDB5T4HEeHoQnOFA7Hrittw04T6r4q3BGrL1dF2e1I/GQihATJkKCduRKgOTc558HyxtTqaa7NNst91F1VJkJliIECY8Qt9tbjeHC2obBSVDAJT0Ufdj1r9Xsr/AF2v5LdqxwoZey6R1xfL23d7Bw4yqW0gJU8x7PDadK+fvAhRAI5SlI8BBA8zTnWbs0ahhSFXu7a9jRHXkZDbMVQLSjk4SSoAbqV0FPf+CkeRDEK8PNyFx3kORpHdo74IQQUhW2DuVDGMb+tb5cWO4hIcb5ikhQzuQR/7/XXeLQYYcxXJCdcpES+JOgH+GsT22LqF25urCXCVx0ZIzgqHizkZ8wM+RJFNXqS6326yYsq5TYlzdPM8pts4eQDjZRSOUbjbB6Yqed2udljSG2ZkQPOEo5D3HMM5PKAojc7qO2SBmos8WtI6Ct9/f1Fp11yNFlMrAbht87MaRzcq3CvmSGxgg8ozhRJIABrwetZHgvZJO32OrklY2TV0uTE1FretK4bEpaRmWoLZRzHAWl3cgDIO5PlTe9uzihC0v2fr1pW131Tk2/yI1p/Ft4S43zd88Uk4ygJaKCQCcrHkchS6y7QPZ14dgw75xDtsmQuMh1MWM77W8AnPKHC2laQonflVyqI3O2Kgd2s+0ZYuOeoI0LRenV2zT1oK1sOPq/HS3VJSFOqQnCWxhIATudsk78qcPSdBk1WrhmnjajHm?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?+ZWOXzMmHUW443y/nwWUazjz8oXYeFl9Q1aL4/rPU0RCSIjMhTcSA8PCUvOJylRwBlKeYnJzynBrn?/xt7VXGzjrcO/1rq1bcBA5GbXbk?+yw20+nIk5c/znCtXvxgBoVLK1KUpWSTkn1qknI61fpen4dN7nzJ92+WFwe94vBGevWvUKdcUltIKiSEhIG591ZdltN1v90h2KxW6VPuFwfRFixYrSnXn3VkJQ2hCQSpSiQAAMkkV287D3ycnD7gRpyz6/4m2GLqDiS+0JLi5aEux7OpW4aYQfDzpGxdIKubPLgbVvsk53dnL5M7tD8ew1e7pZvwH0wsIcTcr40tt6Sg/wDQRwOde2DzKCE77KPSp2aE+Rn7N9ghhWudWax1PNU2EuFEpqDHSvOeZCEIKxtgYU4rz29OgWAOle1AIO3b5ILshzbfIiwo2r7ZIcThuUxeudbRz9IJcQpJ+BHQn4iP/E35E24tIdl8HOMLUnZSm4Wo4ndK2HhSX2AQfee7HwrrFRQHzR8bOztxd7POoVaY4r6LlWiQo?/xeSFB6LJRvhbTyCUKyAds8w8wDmm0WEhRCSSPfX0+cTuGOiOMGjLjoHiDp?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?+mUKFQ+ASV+S9msC/mLMfKW5Vkk4TnHOtK2MfXscfXXR29aeZuqFxo05bL5Wl085DiTg7cwPvPkRXMD5Pex3b8LbVZFzHIDxjPAPp2ylPKtRT65CT9YrpLbLZq+NqCZN9uS9b1oxHcdUlRWAepwM9D1z5DNeXqm4yVIlCujPqjxGxODba0pwQjJTt6be6saOqLIV7S7FDTjxwUvO7lOSE4wSN/TrWLajNuT8mSuc2uGQExw0ncL6KJUDvuOmKptNnvCUSBqd+LcwHQqIhLCRyAD34wT+rfeq4yk/0H3E9q242i03BCWbCZs1RKGg224sAflEpwUqI2xtt12rOZkSrn83Jfs65alNKdWqRztpaOQQk4Ty5+ry8qzY11l3J+VGvenyzHyWmEFHfc2CoFRIAAGAPTr1NZE7mhwFMxZUZiK02EBDUdSyARsMBXn/AOzUOCvcinZzdnPz5UXTV2l8O9N6pgu93G05NWuTgjm?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?/ABqvNrkypMdn5ucw8lTa2lLYcZSrBUHCc8/N5pyBuCPMZ2htbzpdgk3acw5MunMkpQwz3yWhjIQstpPJsclJUVDzxjfTz?+Dmp5lybt2pnIbMaa?+8lgrKihWT1AAyfCCSk8o2z6E76BwTGji3LvF3cdhha++nRUqQmFgYSpSOu/1geY8z+Y4seqlnc4JtLj?+S2pJ8m6Rc7rdoonfNSlwXVeFLWc8wBGVfzskjGTtjfoRW9s7t/euMaTEtMyMzbopDjbyDyPqPMQoAHHhwkYx?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?+/41EvgNc4lj4wRZ01lC2VRpaF85wB4SAc/m1NWBdNO3qVDuzEdwPNMKS2sKUC1k9CgbK8+oOMV5mvvfGjqHZm4txhwx3LhYblAJVJCFkgLI2xnr02rOVMire9n5wXEpDhJGQkepPQfbSftURpmZMmt3C4vvI5Y4TMdIbdwAQpIIA6k/R2qxqW7wLbJhRnGFlx9SQv2d8pWEBR6J6K8R9R1qhypWdLg3rnPOU25FejOoQebcq8XphQOB8MGsAPW6ztmTd2rbA5nglt1Cs94MdSdt?+o39PqpudYaltWmZ907tpLKJXs6UMNOrU849k558HCBgg43J2rDsar7qiJCdhWspdZfV3QnWxa2Ftb+LmJCM5I3Cc+81U8jkrStFU5JPgZ7tU6ana949cCtFw8Bpq7v6ilHlJCWICQ7k+7fA95qEPDphWv8A5Q5FzRHXJXL1PIktDOC2lt1xaVA/0Wo6vqB9anH2otUJ4ccWIXFhTgSvRXDnUM2OhTpQl2U67HYZQpI2WCpY2O2cHrUMfkyo8jWPaDvHEK+vXB6dY4Dkxl5kNpbLzo7oBwFPTuy6BjG6vOteoyKDnN/CLqpJEjeJWiJ9ld1dqO5RDFf0zG794JKcF5a1KA67oAjq5R/THrURoqlKwtRyo7k1NHte8SIq9EXnTxaCpt7vDalvMqThaGwEoCinAUOWO7nAxkj1qGUVI8q36GSzY98exTnpOkZ7SyFr?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?/AMULLws0VGUqZdHQH5HdlbcOMCO8kOAdEIBz5ZOBnJFfRrwo4Z6e4PcO9P8ADTSra02rTsFuFHKyOdzlHicXgAFSlZUfeTQCuooqhTiU55tsb5oDhd8rpLt8rtj3ViEtBdh2C2NTMJwQ6WysAnA5j3a2znfYjfbAhXUge3jxIg8WO1nxG1daH0O283NNsiuIIKVtRGW44WD6KLJV+dTAFpY6jrQFOCegowcZwcCplfJ0divTXaw1DqG469u9zhad0v7P3jUApQuY67zHuy4QeQBKCTgZ38utZHynOn?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?+ANtgKHxJzmqm4klB5lTlqOdx0GKreNJ9gox72czPlbNaOadgWTTEVADup4HcuOAeIMMyUuqSNxgFaWTj+iKaj5MXXkPRN61VbLjHW9Dv1uJUtshCm3IyXHhlRGcFKFgJ8yQdq3/yxZK+JHDZvmIHzRO6eWX2t6jbww1ZI0ZapcGJFZQ7JDLzbwO7aQBkfX0+Cj7q05dMs6lHyQ3TsfXivrCVqa8x7G5IbeRYS80txtWQ7LWoB5eQfNLbO2Bg82OtI+M0RWDYmHW4TSn+YvOfjXSs5VzK3OSd81uWEb9K9bTYFixKKMmWW6TouIQQsj4fsFXgncfCqw3laviP2Crga3FaVArsejgenksV2UP5rf8Abp9NGAHtBQj/ADLK4R+hI++mO4KjlsN1/wA1H7VU+miUg8f45x0sq/8AUfq/bUClv3WNFxHGeLuo1f8AZD+oalrwBPdcP9IYH+CnH7CfvqJ3EBGeLeoyd?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?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?/0a4EqJKiSc70AJ60/nYXdu47UeiYlid7ubPkPw2jnAy5HcTucjA3pg09akJ8n6nvO2LwvQVlIVeQCR1/kl1DSktrIatUdieIVoulv4c65ttzDYfRBSSEOc+E+zOYyfzah3oFXLxF0yR//IcG/vZXU7+LlvA0/wAQGEkqBsbawT12jyPuqBmhcp4iaYOestY+1pdXadKKaRTlVJC9uyeXW+sEeReYV9eVn99NzrxAN+dPrhX9RApyr54dfatRjc9yv7QSP203muk5vClAdUj?/AFU1qiVx7iXDeK8WnAGav8u2TVt1IOB76sOzFeTtgCq7AP8AhBA98hH7aqdQMVTZwU3yEUnGH07+m4oTZLDgFcBbuNtvSEBXfvy2cnqMtrOamixcO95gWlt8pwCtCk5+341CTgnCU7xWtby3FJKpr6CoDxDMfO36VS2esMAwFW9aprhLvfFaQEqGw?+O1UajApOMnJrjwTCUmK5DneIyB4vMVS5zFaVJ/J64OM/GtDAEeA2lLipIQ21yoJPMo7nGwHWtnarkzc0lSOYloAKKhjJPu9dqzODj27F3PyZq1OBGUAE+hHuq4M4GeuKKK4ByI+VucTK4ncPFYCgiyywn4l9umG4B6Ts2tNc2a03RSmIwbfkz1KOEqbjMrcSOo+kEoHpk08nyo7qpnEzQqeYnls8rGOue/Rimv4SQlWu3m4OhYkSmXEoTncIDaubcD6vqFeht2ScX5Kt1pUbyMgkkFWcEjPrWcwmsGCfCAB1HnW0jJJ8q9aEaijBKXJdSn8Yr6v2Cr6EZUNqrS1latvT9grJbZ8QGKuUeCNw6vCVXcWG4pHVQQf1qp8dCyE/w9IWVeH5mWM/mu/fTFcNSW7TPb/nJT9X0qdfSMtSOLMeQSQRbFgn3crlaoYPUhTKZZNrsROunEL4paiXnYuox?+iKl/wRW0rQmgG+cZVEnDGcH6RqCOrNVxJPEu/pZcCiHQNjtsMdfqrfWPi/rfTkeOxZdQPxkxULbZ/FoUW0K6gZBwDXn6vT+vHYnVMuwZPSfK7k4ZHAbR0q5Juci1rcf5irvBNkBQ8uoUPI7nzrIj8F9KtyvaHbG0ClAabUZT6lpQNgAorJxjG2TUI3O0TxZ6jW87PubQP7NWF9o7i8jHLri4j4IT/drwp9Id8yNKyR8E7WOEmnESlTBZ4xWEFtsLdcUEJIwQBnod/tNRk+Uo4eadsPZC1pdYNqhtPtmChLiAsFIMpvISCopG5OdqawdpPi?//AJb3I/mJ/u0y3a9498SNS8C7xp2/6lnzYVwkxmXGnG0BOe8CwSQnP5FVS6asS33dFsckW6RzxoooqsvCiigDNAFe8vnkfbW70jojVev79H0vonT1xvt3mHEeDAjLfec?+CUAn4+lP72XOxzL46cY9UcE9cX6bo3UmmrXJmfN64gW9IkMlKSxkqwnBWhRPiynJFAMJojQur?+I2pYWkdDadm3y83Bzu48KG0XHVnzOB0A8ydh5mu6nYi7QPAeVo7TPZj0tqpQ1poyzpg3C1SI7jalSWEj2oNLUOV0IcKxlJ6JJGQM1FL5LCxaT4O8J+N/aL1fYnJF20T7RBW2pAD7LESMZDzTfN9BbiilJz?/MTnoad/RnyaenuCPE3TXaHY7Qsu0ags94+druqdHZTAld6pXfx21FSVtoWhbjeVFZIVnANARC7S/Ffti9pbtO6j7Mds1BNSYOoJ9qgaftUj5viPMsLXyvvZXlwFpAc?/GLUADsKTekuxtxlsGvNccBuLiLlZZkrh9cNWWxli4d9DnSIRSuOSpCihYCkuNnO6OfPmMvJ24tRJ7MfykWmuP6bc9KgT4kG8yWI7mFyghpUR5IycDKG0ddiT9pdflAdQ8atY8RuL1i4bS4UTSnDObZLZAYUZTzbk6S0hcyQsABLaCUqIAwAjrlRwAw?/yX1s+dO2voPCSURG7lJX7giE9g/aRXVzQXaEdl9tbif2db3NzGbtVsu1kbUdkrEcCW2M+RBaUAP5qz51zd+R5tXzh2tHphRkWzStwkpPoS5HaG/wcNTy4y9pHsIdm3jFeNaahah3Liq+tLE82yGubcI/4tKORTiiG445MZTzJOM7GgOX/AModwMd4E9pzU1piQe4sOoVi?/WdQSAksvjLiBj?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?/wDcX9vIKT91OZwwtXGjipD+ebBdIcS1h0s+1zZqWwpY2UAhIUvb1wB76zrApeTtzOhP4d6Ixn8MbJj?/APsGf71eK19oVP0taWIfG4sj+1UANZyNQcPpTsDUXExRlMA94iI24tIP+coppsL52k7VYVFuTxDuoUlWOUEBQ36lPOSPspPT+n9zoiMt/wBpq/lBbS9qHizw/jR3EYNslBa1nACQ8hR/VTeK/wB7IjTPz3JdixEYQyZBKEDlKQQkHA6/rqWXG7hLovibqe1zdRaq+brhGhqiwGQ3zd9zuErJJSQNwkDp1ph792eIduefg26+x5RHMArkStOxIzzoUc7jrit2bHvzuK8mTHkqCsR0JlaglSupGelbeM2RvVu5Wibp2SmHc?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?/nNj8oUurr2k9V6R4EdnvtnaTKpcvTnecOtcwATyy46MlDTo3AJS13iFHdKnUepBAe7h+5pPg5x+7UPBLUNtU/ZNWWtfEy2wmnClUtpbC1T2kKUcBXeEcoGwAPQJqNfynWguK/EN1Paq0tq+RfODU2BZ1WtCLoVNxHXkFCiiMNmx3iUlSj4ud4DfBCV58oprCy3uzcHO2vwe1Ip21XKPI03cnoikqeXBlNKJZUhWyVpT7Y2tKvorUkHGBSMt3yWfalulhZ0Tp3tBQX+GN0UzMYZdnTWmHWFkPIdVA3QF8ygrlycK3zkZoDX/KB83GfsfdnjtNRQHpAt40/eXEAHMlTWFZI6BL8OSN+hWB1NS84U2Ls16Oa4Y9oF232LSaOMGkYWj51uixGWLTKmOtJcSFIQlKEKKkOMkkcqsoBwRkuJp7sOcKIXZisvZZ1hNu+pdNWuSmc4+7I7h9yT7Qp9ZQWwO6QVuLASNwlRBUSSoxD+V40ppHhf2e+EvC/RUFu32i23mSIMMvqWpppuOQQOYlRALoyT0yPUUBueG9p7LfYC7VuvNaP8X7EnSt604pmBbY0gTJlukqlNuOwy0zzLwEoSUlQGxwdxk82+0/xGs3FntBa94jaadfctF/vciXAU+3yOGOThsqSeh5QNqa6igH8unbh7Stz4Q27gd/CA5D0nbbb80mPGjNJelRcYDbzxBcUOXw4BAxsaYUurPmPsFU0UB7zqHnXlFFAFOV2dEtq4waf7x4tBLjqgsKwUkNLIINNrTidn9pD3FSzpWccofV9jK6ldyGTkdVG6/hG4T6l8k/aaw1tRTt+EJ65/lATWsSyyPpo38/jVYDafyhVu1+Tjgutj5ruDt1YvTTq1I5S244OU46YO5znFZir/AAr68pUdRC2UIS6k4yhZJ222Na1XdqSfEKtRksRpKn20gKcT41DqSPoiuoto5aRuSv1q2twZFYipI9atrkjbcVduIozlu7Vg3ZzFtlEnH4hZ/qmj2kDz/VWPcZAVEUnPkc?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?/X2pQ+Lah+6rqeIduX1lE49En7qlj/Anoof/AAlkfm0Hgpovb/exn9E1z9DqX2ZP1GPwRRHEK08xQJo5/MHII/VTZdpHUcC/8OVMMyedbFwjvAAEbBK05x6eOp/Dgnoz/FCD70img7WnBHT7XZ/1Xc7Lbkpk29hqYnlQVKIQ6gqxy/0ck58s1RqNHqFik5djvHnxuaSOX9vlyoEtqdCfUzIjrS604g4UhaTlKgfUEA1130bxe7O3FHhDY73qbQ1yt+pO0qE6I1dqKM/mHCvkJlLTDjqFOcqFrVyPN8qMqClEqyCK5BuJCDhP25p0ND8eb/pPhFq3g4bYzPtmpJsC6xH3HVodtFwirJTJjlJGFlB5T7hXzh6R0g4z6O7Zfat4N6D0RoO92lbumJb9g4gxJamGlRr?/AGpxPdyy?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?/Y4aldyG6Vsdz8KGydmpRHr3Dn92hWpk+USefcIrn3VIZek7egnlhNfo1YVpSGD4YTQP8Am1LyvwV7osj6dSKUDyQbifXERz7qqt15kvvvlUCclASjlLkdaf52cZHuFP8AL0oysYMZBA9RmrY0g0cj2ZOD7qhTm32JuKGS+cn1DIiSsDY5aUMH7KtuXGSSnliSTvvhs7fqp806Ka6ezoSPPA/dVY0NHJ2bSD7kCr4xyy+BujQx4mSCB/FZH1tqq3PlyExXCIclRDZOA2cnan2/AJhRyUk?/EV6vh5GWOUp6jHSr46fNL4OHkh5I9fOMhW5t04HrgsK+6rDtwcH0oErPvYUf3VIpzhrGV4lqT6dM1Zc4aQcbkfo1atFqJfBz60CNr9wWR/xGZ9Udf3VrJE1wnwwpfw9nXn9lSXkcOraj?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?/wDyVsGOImm3d0XKIfhNYP7F1CyztpVykGlha2wMYIrqHU5zQno4rsSuTrzTqgCbhHH/AHpk/sXVf4cadG4uMc/94a/vVGyOlOMcwrMTjGywPrqyWsk?/k4WnRI5nXmnE4/3yje/Mln+/WU1xA0whWVXmEAP+ts/36jQUpP5Y399UKaSNwoD66qern5JWmXgkq?/xG0l3nMb3Cyf8ArTX96tlbeKujYyRz36ANvOU1/eqJ7jYJ2V+usV2OFE75qiesmWx0kSWsvi3okKUpWpLaObr?/ABpv76xFcYNDMpU7+EsEhAyUpkIJPwGaiauKpRyk5PvqyqDIVkBIPurO9Vkvg7+jg+5LpXG/h6pI5tQwSCAcGQBj6sUN8cOFbR5nr9DB32DiiPtCah?+u2yh0Rj6qsOWyYd?+T9Vc/WZDtaLH5ZKXiBxA4B8S9I3HQmrrlDk2u5NBDqUrcStKkkKStCu78K0qAIPu6HNQf1l2UeHzcp1/Q3HO2uxMEoaukCQhxPoCtpsg?+nMEj4Clqq1yQc8gB+FW/mqXjwo+wVmzZZZuZF+PBHFwmRw1LwW1dp91SYph3llIKu+tzqlgj05FpQ5n82kdJsV4iL7uRapba/wCaplQNS8VZpYyQwftq18yylbez/rrM4P4LqIh?/Nlw6mDIA9e6V91UKiut7uMupA8ynFS+VYZZGPZzj0zVhenXlbKiJPxqNjG0iHgedeggAgHrUuRpRZODBR9goVpNflBR9gqNpO0iYzHkPDmZjuOJHUpQT+yvUW2avZMOQSegDSj+6pZo0u+geCME59Diq/wAGHxvyBPvzTaRtIpjTOoFAKTYp+D0PcK3/AFVeTo?/UyxzJsFwx?/wDTq+6pUDTb+MBafqVivfwbX+U6gH3qBqUkNpFZOjdUqUEpsE/JOBlhQq?+nQGsFEAafl7+qQKlB+DxB8TzIHmeargsUVAy5MaAPocVKiidqI4Q+EmrZI55DMeGn?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?/53XD9MfdSRopbJsVZ4q8Qz11bPP5w+6vBxS4gf5WXD9MfdSVopZAqDxP1+euqp5+Kx91efwm6889Uzz/9z/ZSYopYsUquJOuVfS1NOP54+6qDxE1qTk6jmH4rpO0UsmxQniBrI/8AOGZ+mPurw6+1geuoJZ/OpP0VAsUA1/rFOydQyx?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" width="308px" alt="hemingray patent may 2 1893 petticoat">

All of the insulators photographed are from my private collection. This trio of Hemingray insulators are nevertheless stained with carbon soot from their time spent in close proximity to a steam powered railroad line. Some collectors like to clean the insulators of this black residue but I never touch them.

h2>#1587       Cd 162       Hemingray        Patent 1893       Petticoat</h2>

CD 302 insulators are a moderate size energy insulator that were produced by the Hemingray Glass Corporation in Muncie, Indiana. They had been made from c1893 to 1920 for use on early energy distribution with a voltage rating of 40,000 volts. CD 302 insulators are recognized as the "Muncie" style insulator, although some have the Ohio embossing on the reverse side alternatively of Muncie Variety. There are additional selection of colors developed in the style of the CD 162 Hemingray insulators than any other CD style or glass business. Hemingray-42 is 1 of the most common types of glass insulators.

Cobalt blues had been utilized mainly as line markers in Ellsworth, Kansas and close to Oklahoma City, OK. CD 162 signal insulators were produced for telephone and low voltage energy distribution that had been created from late 1880's to the 1940's. Drip points are a favored subject amongst Hemingray collectors. The argument can surely be created that drip points have been just a gimmick, a way for Hemingray to differentiate his product from his competitors.

ul> <li>The glass insulators are 3 CD 231.two Kimble-820's and six CD 183 Hemingray-71's.</li> <li>“EVO 1” can be identified by the oddly shaped “9”, shown here.</li> <li>“Pony” insulators are smaller sized forms normally installed on decrease-voltage telephone lines.</li></ul>

Telephone exchange insulators that have double grooves have been frequently used about residential areas. The upper groove was for the principal line and the decrease groove for the drop wire to the residence. A shot of two poles for a total of 23 glass insulators.

h3>Insulator Post Hemingray Drip Points</h3>

Closeup of “EVO 1” style, No 9 sideThe “EVO 2” is a seldom-noticed variant which is much more lightly engraved, the lettering with rather squared-off orientation and comparable to the succeeding Prismic style. The Script embossing has a comparatively lightly-embossed quality about the lettering. https://umek.pro/company/about-us is normally crude with a noticeably “handwritten” appearance. I located five of these, the very first ones in my collection. Located along the former Rock Island near Malcom, Iowa.

It would have been embossed with "No 16" had they put the style on it back when it was created. From private encounter, I can assure you that not all those drip points were intact up on the poles. My guess is that they frequently have been chipped or fell off prior to they ever even went up. An insulator, offered with a series of teats at the reduce edge of the insulator shield, to attract and collect at their points the drops of water operating down the outer surface of the insulator, substantially as described.


トップ   編集 凍結 差分 バックアップ 添付 複製 名前変更 リロード   新規 一覧 単語検索 最終更新   ヘルプ   最終更新のRSS
Last-modified: 2023-10-19 (木) 13:01:56 (202d)