For young men and women who grew up in the digital age, glass insulators are genuinely relics of one more era. Even these who grew up seeing them routinely on telephone poles may well not have realized that these heavy glass lumps came in a big variety of colors, shapes, and sizes. This fact, combined with the low entry price tag for finding a collection began, tends to make them an excellent collectible for the 21st century. Vintage Glass insulators were initially created in the 1850s for telegraph lines, then for phone and power transmission lines.
Limited quantities and their exclusive colors has created them a hot collector's item. Creating a complete size copy of the original insulator. The only indication its not genuine, they weigh a lot significantly less than a glass insulator and come in an array of colors. On average, these glass insulators have a tendency to sell for about $20, though there are unique situations exactly where insulators can sell for drastically more than that. Usually, the insulators that sell for much more are rare, either simply because of their manufacturer or their color. The Corning Glass Works Company is the original producer of the Pyrex glass insulators.
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XJMCTN1hcPA8Rpl21iPDK8DAcKsKOMk8DGcfdX9Q+oOo9ULDzlqQzAx8M2GmNjHCcbQTwTjHrUhrT+jrSX3IetWLkkJTubaUkbQc9tuc10BpJHQW/dGrPYuo3UeFChRbk?/NQy0rzpUobdpKkKwc5PbnPFFZp56KQ5ruva/M2/06fmqRMMwqixmITRtyWBLc3Vbe4GpkIPhdx20G64f1DBanueNOtDDjmANy2kk4AwP2oUmwocZJSizeTPIbjjH9q6I6uar6D2xhiHo+VEDrDjiVyUySsPI427geNwxnKcDk8dqSF16gaTA2tXeFz25z/aoqxrAbvcL+Su4PU1czQI4XFo/wDIDy0/OSDErtzL+1WnHGuDhwRgR+3NawxYpaQ4bU2hRPZcfaTj7VbSte2Eflmtq99oJ/xWuDrfSxkJXPDymQfOW2VKI/QUJDGuNg4eibP7oNziFwPcSo8KXYbesNeBEbyCMKaTjH3qZcJltkttO2aHFhSWylQXG8qVYPqPT3yK06l15ole1Gn4N3kpXwrxYQSB9OeaBot6kJuTzkK1SVtPKyGynAR/gVBLLwuo0g37FPTYbNVt472OYRr1jv4jT3Tskv23qNopbV7t/h32CktwrikYLuP6Fn1rnN2TIivqYPC0LUhwE9iDTn0zfNUzbE5pG3sWiB/GJKXGZMmRuciuJGMnbwkH3NKvqV021t07uqDqwxHkz3VOMyocpDzL+O5Cknjn0IBrfFHPqKZr8pJAs429L/fntyV/oUIaGvkopZGtzG8bM1ybb5e7fQHSxNrFdnfgC1dHu/8AtboTlIn2oTWG8/8A8iOoHj5lClfpXRih9q4i/AndFQOtmmISgWPiXnYi3CpO1QeSpIHfP9Xt7V3TcoTkCfJhOA72HVNq+xIrleO0ozMcO8fX6ld4w+UOYQq9ST6VqWntUpSe?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?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?/UKLp/TbQc3TfxOnJ9znuNnzuNNyHgB7EhCU/tS3n6Ws6VKBmSVY7Agg/pWtexzLENFvEH3soMDFO9paZpMwNjcOHtmsFucm2trITaoqQe3kUcf+evcW5R9yVJQ2whPO9MNJ2/PkGqI2SzNL2hT7hHunIqamxWliOmVMtYQweAt1p0A/+HihrS8m9h+eCZnxU4Fi5xv3fQlEeoNSW+TFaVL1nJuRSnCWzMQ2lPy2BORQPcNVSGS2xaghaSSMqBx?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?/oUzlLcLYV3PasXPJavjziy4R1GdVLuT0q6vPPuOKO5alFR/U1EabLycuc575FdJ696dhDTrngAEAnIFIF+C+Lk/ESjaUKxmmHBKuJjyyQLiX+I2BVUYbU056vNVTbJjupKfyk1NlZUyNozjnNWrNgfKcqSFZrw7YHW1BJRkUzPa0tu1cqo6yRj8rtSqa2QXZMsFtPbvRxDs8khCCDzipek9JPSVpKG8cjHFMhrSUiPH3rbSCB7VC14ijJ5q+ymfW1TQ7YkIETodc6Op4koHpxnNDNxiTtOqWlxYxg4OcZFOuE63GR4DyU+UcBVB2qNPx7474fGVnGQe1c5xWpEn6krl9O9H8Mgwyna2naNhcpUNWO96vcU3ELSeeCo1Lt3S/UVjuCH5aG3Ebs5Qa6A6UdAZM19KoUxSSrBVuxgftTA1z0SudhgicZDb6E9wkUNp2yPdmde3kmCR7S3LbVLzScctW5LakqBCcEVQ6zSUJWC1tyD6UY2SW3E3NujsMds4ql1nLYko2NjcQe?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?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?/AIsU5IzkY70C23qDdly0rcYX5TRBr68ILisuJJ5zzmg7TUlmVN2eUjNKeNYVTuYZCF0von0krpZm0rzdq6W6R9fY2nZKGbjHUEFOCSOKaOtOtds1DaPhbY0cLGcg5rmD+HR243jNo82Kv7TLfaYS0GtwUOOeaVI53RT8AG4XWSzOziFXrC1eM46ceYk1VX1wKScjJ+lX9qsdzlNh9cdYSoZ57VCvlpLQIUTmi2pCqIKDAUSrIHr2qrnspLmTgEHviiNUFzzebAqrm29Zz5sn0rLgS1RtygqhdbBB8Mp3VFjxHlSAVqyCc1bG3PJO7yV6RGWlY5SDmhrm5TYq+DcKzhrlRmSkDCfTitUdLs2VuSPyHnirSDblyGPO7hCR2BqGtv8AhMnc25wo8g81rIw2BOyyEYR+ncTW9ictt1tJmRz5sEYwfkfeueepv4WNFolqbiCfCWrylKHCAoZ7fOuy+neudNNWNiPOcbZcaTgkjBz?/AJpSda9XWqTOJhOjbvyPnRWjjD8uqB4xUupKd0o3C4f6g/hLuGnLQL5a75Lei78LQ4jcUZ9e4z9uaUk/QN0s6PGTJUobikeAXm84+pV/ev0M1Vcod46bSYZQC4fDwVH2Of8AFc66ggMS9JRmXMpCXnMbcjjPOfcGiUDBx+EefNBZqmSWiFRe31/PBc72iC1ClCTJNwW8kkJUJJBTwf8AUhXvR5p9uLJjIYcdtJeU5zi3NtOnnt4gUOf+7VnenXFyYNuRDjLSwnwWw01hS+2Cfc1t0jqvXMW6f7P22dIYQp4oQ02lKTn6ntTLhcjI5TDc+nh3pBxaSompviAGg67u5C//AGn2t4qvvFninclcRsITwNyzj?+w/vRF010xpeVNEV+w26cV+bbsV4x5/pIWP7Vc6z0nqZ+K7c5C7it1AH/GW3t47nOQBQlo6XqIXVmLAfkokqXt2FZUFc+gQB+5o1/y1UCW+oSyKl?+IYc/gzAEDWzjp9fkmlrLSOn4ltLaLDPt5CuyZe7BPfyk/T1pKXKww1LUEJyASPOs5P23cU7tSaI11FhOSnJK/EX58JhKXuz65S4aUd3h68aWvcsIIz/wAVkpz8ua2xdzpXAubb0+iodGag5CGVAdr2u+t/mhV6xNJWChpvn3V/71OtVsW2sq+FacQBykrV2z8lCsdi6y2+IuSwn0zhIxVpY7PqOZICW9UCK4OQpMdJwfruFBIWHPoDdN9RUlsRL5W28XH5BVeo7Sh1sFOmoDIHO5Dbhz9TvVj9qC/4Iy4/tklmK2DjLcdZP7nmmdraFqa2xEs3HqyxKSobvhUyVZH1CcgH70u2YJkSk?+K+iR/1zlWf1qCtIMvWbr32+hV/BqlzqYyCTTtGb?/6ARZA0bo1iPvg6rlOPqSErS9B8AZ9gUyCcf92vWo9PtpjOMKktzUNpGFOulYIx6HJ/vVpY5NqtMRIkWwP7ZDbjYCkoJII3JOBnBHHNNbWHSmDqeGzqHTyrbaP4jF+LFtck7/CSAP6hxk9/vRWGAzwlsLRcDYX/AA/z4pZrMddh9Wz4uR2VxNnHLa4tp1bEaX1tbTU7X5ytejmp7Tvhw4gKvKCGdxHuQScAj04rrbpx+Azpk/pCyao1hMutwevcNM1tpuWWkNJUSNp2pBJ4965v0m8UqcYxna?+ec8dvSv070+lH/RV0+WhIG6wMn9zSZjjuHGwsNrrrnRSWSeeRs2oG1/JKfTv4XuiGlX25Nu0Uy68ycoXKecfIPvhZI/amS0wxEaSxGbS02gYSlAwAPlUxec4FRnCPQUqvu43KfwANlocJqK6eKkLPtUN4jFROC3C0OK571laXV4PGayoidVsujN2RitbmQCRWIVkCvTicij6HqKXCK9xpKW3kuH+k5rQ+CnNRFOFJ71hYKdlg1NbbjDbHxLaHEpAUlSgKqtX6+sdmiuNKuDAVg5PiDikhdxNebU3HeWncMeUkUiupmiJs5h5Ta3ErIPO481LG43VScOa0lqMurvWvTiEvR41zYeeJPCFg4rmG96tTeZ6lsr3JzjPfmgu?/aRusKe6h1DiilXv?/AHqx05b5AT4MlISpJyCRimbD6VjnBzlxHpb0hqrmMty2RBFYlSnE7HPJ65HNXtvt5bWN5KvSoMTEQpJKfbvRFbWnn1pDLZUonjmjho4xqCucw4zK64Lb+SKbBGQcDBCgOSBV3cY1wdjFMZ1STjg4NXOhtMyZeEyChOeSSPSie9Wdu2JwlaFJPbsCTWWRw26x+ikdPWyH9Nh1XMOsLPfW3HVuObuCfWoOgWpJuASUFJKuT96cGrGorqlIcSAcH070NaSt8ONcyokJOc/KlzGHQlmWN110voTBWNqmuqG2A7kWSPFZgjOTxW/S99Q3PQmTkpSccirRcdU1kJZYUoAc?+Wt0eyxY6CZLAR6g9uaSpYLVDZGrt7ZAYi0ptWu+QXLWlLTiM7eAKXGtbjJMhamwdv0qztl5tsFgJ3o4HrVJf7vFnlQaWkiihOZVTshRM2Y4lRKSc8AYqiudyuDLhBSoA/LtREu5QoIPiupFUU/UVocWUl1Ks1tJbLqq0Q6yq03iW5kFKv0rY1JlOuA9vnUhm52nbuQEGsF2goX5EpFBnkB2iLsvZXsF+ewz5CSSORt4qBIM+TLzKO1PoBwKtLbeovgD+Yjt7VV3e8QvF2hWVH2rLj1dCvAdqKrJb0vx+X+frQT1D04y2ozA4SRk5J9anW7UrcI4D6G8+i1AVQ6+1Uy5CzJmtBtRx5ec0RoZC3UoLjFOyeEtchO9XZ1OlnGE5H8xBGDjgUCT21ztJxkpcSkuPK2nPAJ96u9T6u0szY0wVqW+tTg3kcAD5GrGz3roU/p2FFXekxnClxLrMkL8uRxtVgjv8880UidacP7EHjps9Dwjp2aJRagsjFluseM3dkSXAkKKgOEkgHiiXR3TmzXK3uagl6j/AJoc/wCEIpO07sZzu5+2KDuoMK0wr+4rT14blxXAlTTkd0OgDAGCSTg/I1c9Pm3m7c4zJmykJGS2pEtLZSfUEKTzmm7CC10znvbodQLlcl6TQSU9KGQTEOBsTYai+2vJXWt50C0xn7QFLklSAgvFZO3HqEk8fvQHpS0WmbqCMqdeZQbCwSiMQ278tu/IphvM9Lf4RJF7mOLuanDgPulxSUjHIUgAc81WyIegWpcK46N1FGaWlpJLbanUvpcCgknLgAB54IOOKtzvD6gEjZV6GgNPhbpGSdYtue3s77eSOL11Aahx1Wm3O6jYbSnCfFktpGfcJCCKUmoUOXGQ69LvlwUpaskKfBP3OKNtZJt9xgMSFdR3FOhGFNvy2nCPXGQvilDd2Ubz4Wp5TqeT5ZCQP3VVjEZ3ftebjyHyQnozh0DRnj6ruejjr4kLbIs9teRh68ycA8ZfH/KvLNhspUP9/kL55BdyP2qpRDtnPxV1kEFPmBkDIPuCFY/WvMf?/AGYYe8R2Qp5IHKVS04P1wRQPiNLtR7p1MMgb1Xu8h/smnF0R0jNjNyktuvy0JBKZTym0Z9eQeaVuonbBCkEWxhgoUcISysrKf1Jq+lQdKX6ME2pjStvWUDLsy8L3fPy5Azx2oNdtzUORlUiI4WiQAyStJx7HnIrNXIXABrAO8f7BQYPTGN73TzSON/2u5eFiQri0TJD6kCLb1JbW6lsqWeBk8Zpg6j1DqKy72LhHMd1uIIjI8It4bx3we+fel9CvrrLDjbDha8UgnYCjt27f5ozb1ii7XOArWF7FxC2FsvOTnxJCU7cJx3KcfMVNRENZlDrHTU7DXn63VXE6d75myGIFovpqXbA6ehHohvTKm0r8QjaFOA8mv030pNTM6T6AKANjdjbQk?++FGvzR0vGskG/sSvEhvQ4jh3Iey4l5PbsRx7jIrtTQ3Wi0M9ONI6ZhQZjrtpiuMPvLa2I2+ISjac+YYPsKU8edZgB5HkuqdEGtzufrqOYsm6s5HzqM6ePeg5HVSzFex3j3Oe1TYWvNP3J5MduWlDi?+AFHGaVTKw80+hpVy4aiPHg8VKcIP39ahPKxnBrBWwChvK555rK8PnnisrS5W110Y2sAYrdkYAzVe07863B/HNGgUPIsvspAwTxVRIyDVm87lJzjNVbuXHNorK1K2Q2gUqfcTkAYGaB9Zrjhp0q2+vejyTIbYieGn0HcVzR+IvqG5pS0Oogr3zJAKWwD+Ueqj9K3Byi6rTPDWklLPWFyhqu8lxK0eECU5z3IqmRLhyWgppSAQe+aS0nVd5uKyh2RkKJKgD61aWhy7FsFEhwA9xnij9FUSMAAC5J0koYKiTic00HbhHZUC4rAJ5FMjQb0Z7w17geR+lc+KTPXguvKOD3NMzpyi6OhKW3FqGcDBoyC46nmkqSGnpwSBcrqfSdxiRnk?+ItKUKG3PtVfq6/QTdExlvgAkJSd370IW6w3txDalPrbSrkYNUuttOT2tr5krWpJBTiqeJMc6ncWIx0ar421zBI0WumrcNN2Zy3BYW04oo3bsg0Ep0cxLkqcj7UlPqmstzkp62NsFx47Wx3VjnFFHTVsPXVSJG0p9ifSueV1dIypjiaLA7rvcFLG+MvcNUxemvRu46gtPxzsssISNqcjua8XDozc0XU2+e+S0ThKgcZp?+dP3IKtNsIgoShKchSQc80La9+Im6gZitTi2lKhwD24oiwGwza3WjgBslbfvw9RYkTxkTFAlOQPFpNan0w9ph1W2YlxpJOQVciuoNS2aQiOnxLmsp28eaub+qsM/DOkOKUd2MA96sRtAdYhUq1zmQOew6hK3UM5CWivxEYx7GgKRe4zr21MgA5/09qv70xLLJQGFrGPVWc0Bot8hy4DxIikkK7DtVqeGMDRKtBilZJIGv28Ey9OWd25NBSH1lJHoDRF/sXIx+dX6VG0c87EjNobYwB7mjBd1WSkL8vb1pPnncJS1dEp2fphxVv096D3jVi0uJkqQz?/eiPVv4f29OxXHXkBRSkkL9c0ddDtRGHDXsk7ABgAqzz74q96rXRcmyuvuTQrIPyopHFFwc7hcrD3Ovovzv1Na7LHvsq23zqC3apQlBtlp?+OXAvOAOxB5JH6VEvuhtTwAF6WvFh1HCKAS4q4qjlKjnKCh7acjHJ7c+tH3VPoBC6so/itoeSxfI6i42d2Asjkc+hrkjXeldT2a7TLbLu1zgXCOshcd5zCHDzyk55PyP71ep3RTAWQ2d7od1Y611devHes8y0txltYUtUSS0+2B6eZO4EfQ0M2vUMhUd22PSbEtL5x4s6Ksraz6haXE7ce9A8qHd2XCt2WSUoBVlBScZ7HFeoMZUuQ2wlavFcwAfGO377hxROna3MNL9yDVskjWE5gB2gbeNymLI02y+7/AC9b6RYDZxmK6VBz7+Irn9KhO3e62RosGLZ7m0FHa+tUhJI9OdwH7VXo0tfrKtq5ZaCB50FLja0nHtgjkU1LNrO4Xy2Bybqm1MyGgAmM9Z3XT/2gsLwPvTZTQGS7WjhnvN7jz0XPqupZEBJI/jN7hsf9Av8ARJyXqCVKcWoQm4/ybfyn9zmplmkED42VFjymGj?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?+dCSSWmD8ge5+dJ1XHTMNhrb2XQaT4iQXdoCugLwu1OXCUux7v4cp5aowI7Nk+Uc/Kqd8nHb9amukJG0DGB7VXyFY7f2oS7TZFwoL6ucf5rK1vq5/5isqO6ksn6h7jAraHu1ViXvWvqnyOxoqHKkQp65HGM14SClBdIyVdqgeOXFhOe5qzj5cebaIylPNSM6xsoX9UKFd47zduKwSFqBNcrdZ9Hu3cSZ80kqwQkH0FdYXuYFYjODAPb6Uj+rao8lRhM4IQnKz?/AIo/RUzHEBwSvjdQY4HOBsuG7jpZdquAbIO0n27Gi21wUNstgAcD0FEGsILapKWwgfmz8xWmHbyWk7fb04o9FTtYTl2XE8UxbO7KStDcFUl9LSUkZI7U9ek2jlNrad2Z9QKWmlrXunpW8jv6d66K0StuE2lQx2HetmEF1yl+eR0xDb6I6Zsu+OAkpSttPtS/1lGebK9/nSnjj0NH0nVMeHFV5huKSPvS0v8AdEXV4hL2VuKACU+uTXqqbLG6+yJYZFxKqNse9wqS33N1iOpLi?+3lGe+K36ZuktF3CmXXEJJxlAzRSem1wRETKdYG0p3EZyarrR8FpW6sTJaEeCl0KVn2zXO5cNZK/jP3Gy+jmVU0TWRjmNU8NIXjWmnI4ENiXIjuJ352HjPyNCmr9b6ogXZV0nRX20j0VTb0r1c0IuKHVXKNlSAAjjPalj1m13pOXCeZjSmXHXBgBNS8Ft7tcrD35W3KAb11uu01sxwh07eO+cUvr1qO4X1ag6VoTnknNfbbGRcZa?/BdAB7mpNwtTkBJcDqXMjjjGDV+OgcRmLku1GOhpLQzRDxMRlG153cB6k1WzDZvECkLQV5qo1nPkb0tNr2L5Ctp9KF405TDu9bqlAHmsTUpa02cq9JjbXyhhjA702LQouJw0PpgYqxejzTghBGOaEdM63t8ZCWlJJPbtRSrX9pSdmzJx7UrzFzHHMxO0D2StGVyINL6lvtkdDbDZKSe24ir3UOob9fIxjuOKQjHIzmlu/1JgMKK22zweDioTvWNtwFO1Ptnaa2bUNDbG6sfDucdEf2KLcIrwXHbcW4D/SM0lPxX2O23G/W663SAxGuDsUjLiDhxTZGD274x9acuiOsWlmongz5rcd4LzlzgEfWkx?+ITqDatVag?/iDaGnmLWAIawNwcWCCST7HtV2lLR12nxCq1UPVyO5rm7WfSbUziG57a44RJaS+hsEBaQrOBt9KCIOidQxZ3hIYWh1s/mPGT7cJ+ddL6l/FdKursCa903s7EqGx8PIeS4oJmJGMFSOdihzyD69uKTmperE24apev1mtCrKtwtrLCHy60XAck4KQQCMDb8qZ4J6Vzmu1A7j78koV1HiLYXsic1x5XFvLc?/nJTWdIa9lQEwZc63CGTuUFyUM89geUjJ/fHyrfAt?+ndIIxf7W8+8kkJXHlNPIV8xtOMfWvqvxDa0W2lpcW3L8I70gsBRznI798UNTOpNyu16VdtSMsulS0lxoMJQhSeOPJg8gYzn1plNfSgB0by523W/lc3jwrGpnGOsjYxh16jjc+gUm+6itVykk263y2kZxtbQBn6gHFbtMX6TaZqJVrtryy2DvbeLSkrGOdyV8EfI5FSonUfQ7cpCnNISUpG7exGl7d3HGFKSrHOPQ19R1aegtlq32tz4ck+G2+4VBBORngcnB78VFFXNzcQvse4K7U4VPHFwI4g4HTVx277gJuW7rk1dbUbPf7XJQdoSFspgupUOOCCBt7Z4NLq8phvy3ZS485Lbn5St2On7/moZc6iXaUVOxoTXJ5SpGUj/AN6hP681QptTDcdtIGT5Y+c/c5qxU43JUNDX6252QfD+iQopHOpmtjvuMytHosZwhSEStw9Q8wf/AFVNts5yGcBt?/B74dZzn9aD3dc3yY34UltwbQR/u58NWfnwc1BRqW/toLbb68kHO5GT+tDWYmWuzNGqYHYDO9mWQt9Si27S7vclNxXZd4lIB/kplXFotozxwN2EUOPaH1HPmEWvTk2SvO1SmSHU5/wC0kkH9ar16o1GgZLyyeOdv7e1GmjvxH9VdAxzDsN2jMsqUFqQ7DbX5gnGfMO+DWnxsMzv183kAfsrIwvEaOP8Asmxk9hc4D2BVIxY9QWF1JuFnkNrQdwS8wRn7FQoyidUpMezybYxAuFvcKMsiGEBsO55WsOBZOR6AihXWPXPqFrZz4u+XCK4UdktRG20j7AUCvazv29YS61vWPMvYKyMT+FNqcmx7R/J+a1b0cqcUYDiDGZgdg4kX9B8kctO6/wBSXNmAzImynZiw200oDkn/ALIH65FXMDpemTHuS9T6gh2ydFJSIiylxxahz+bxD+wNKdrVWopriPFuzqQhXZtWz9MUR2aXIhXBifbZEjxQdwdLhCwcYPIqE4u0NvIC7xJ/390UHRutJDIZWxDT9rL7HtOmo0/bfvXcP4UOlVmtmmZOtorrUtbb?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?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?/6Pf1NcXf4JcD8PcX1BgPK/LHQSN2B3JI+pJAqvBCSM/ojr5rjIiv8NOgLheF259dtU1a3nXFLLaBvcZyEr5x5QQFJJ9QTVF+ITUnT5Ws5q9K6KU6zcLrMakojxx4j69vnWTjsVKSBg9k4z6nqjUBa/Dz0S09pu2RQ5fdT4bKlAZjMlO45PcYB/UntXKOtrjcbfOTGgus22HbrU7NkXKQ2CHH1Y2NIKu6toJx8xxwKO0sbSwa6jc/NBquXLcnZcodQLVbG9TyIun7cuNbIrxjNlYWVFaQN4JXySD3+1UMlDzLimmkndjbkpwAMUdyT/F2Yr02W66re4+oEYAW4rKiAO2cCvFy0t4UdmYjcA/5tpOT9aO0+EZ2mQbJEqekYMmQ94QVZLLJmSWkKBCnXAOe3PamPcrImxNIabPjMlOCoAZCgBkEfWvOndNy5LzaENFbbI3LUDjHqOat5jbrjyG3CpXiOBBA9vei0FJwIiSNTzStiWKOqagAO0G4+SF1IWysJcXvBGUnPpVnDbSseGhTgBxuSTkVCuUEQpzjaXNyN2Unt+1e2poYTtCwFpHBqm7qPOZaPvKwFnNGDU2C7bFMtqbDyBhSScE44/tQhdprSFKTjJ7A571smXhyZbfCeYjtrZGUrCcEj544oLl3Jxt//APIJSruM55+lRVVSQ0BewvC3Oe49+38q9bkqyS8kJT6/Soc6Q3JSUMpOwcEkYqpLzjgDinjs9ABnFbEyyslK93Hc9zVdshOiOCjyHMNwrmwAIkNpbRuVuASPc10voG2R5lmjrnIeackJKUo25AUATj5ZTgj61y7BkpacQsL2FJCkqIyAfSuo?+jF3k3q0l5Kkl5rIUkYKSk9jt9ACSKYsFs55Yea5/wBPmyspRM3QA7pZ9T7dGeZEZcMAtrWhe7ODz6H6YrnLWltbgKLbScp3ZHriuvutbDY2BooQtaVLKRgAH6fUVy/reIlUcqUjzJIKvaheP09i7uTP/h1iLnxxOJsDyulu2ryKGMcV5ZHiq2Dk5xW1LSytSUce3zoq0foR3UE1iL8T4C3nEp3bd2MnvilOnp31DwxgXZK6vhoYjLMbAK106w3FsDTb0kxkSXVKLwTyMD8ufT39Ks4FzkQX0yEO71NqADif6h6HIoc1NapWkbzLsTklTiYzpQQrsfmB2weK02u7KaUIzh3BI5xxn/4KmxQARiFzbObodVRwRrnvNU1wcx/WGnb77WC/Xzo51FtXWfoNGs1wvD1w1BBhfGw3n0jxnFNgeM0eTnBCsHuQQfegGavg?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?+IU7m5XXJ5W2C4s1lBemXZ50pI3nOKt+m0mLpuc67M5S4jCSecHNNPUmgIEnxX0oSFFRAOe1ULPS6L8IV+KtSwnP5sAfaq8waRYKzQQ1TJM5AuNVLTqSJdFLMfGDwOKwsJWAoJB+eKEmbfMs9ycjoClNoPeiVi4Dwg2eFZwaEzxkapro6kyt62hUXVM2NbbWEPuBCpavAQOxJPc/pmvPSDRrcy/fxSPHSqNHcQUpxnKUHO0D5kZof6ivCR8KFFWI53px6qVwKc?/S5lOnNKx3XUhAS0X3FY5PGaIYXFxBZ/iqmKVTqd4cxCPUe9XrqLqmTcL4wuNDsafh4gdQRgKO5a8dgCAP0riLrP1Jd1/LY0jZJEuTtuh2oLWxCAnKUbT653Y59E/Pj9EYBhItEyfOfZJlJU8sPAHO7PGPoT+tI/VUHSl5nxJdw07aUFp9BS4xDbaUkBWckpGeBk?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?/tb580Nt2WImYt1SCAlfbPGaavTCzLavUK7Hwm2WXAsbsc4+VAzKsrcEuQ0ESDk7mx378HuDn2xR3YESHrJIEefLS/CwFRmPMFg9lJUkZA5/vQrDog2XOOWvomnH6maen4bnb6X1Oh0+f8qg/ETChTNYwP4NFDS5wc3K4HiOg8Z54zilZbbddLnOZRbojzzpISUpSePr7U84dqTdkx1OxtrrjhClurW4pPBIzuJx2ByMVYvpNqSh0rbaaWgqWoJA8ySQrOO3IPFUsWp?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?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?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?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?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?+UduM9sj/4KqnRFjIcbUgyfHwnc8clPPdHHH/KrW4+SHMUjynLZyOOcd6XV5mS0S0NolPJQSMpCyB39qjA1WSLqPqG2sJYJbdQ24lRSElRCcehz9/b070t7rcBBdkQXnYkgylJCC4oqLAyMkYxk?/I5HJplajbb+DZ8ifMrJ47kk5oA1E22xDklhtLZbU1sKBjbk84x2qcBU5W3S3vzEmM8628prOeP5agOexHb9cVUttuFSG2gD5u4BBJPsO5+1FN/Wtxxxbi1KVtbGVHJxhVCZJSXEpOB4nYVLGLoNWRhulyrJpt9pLLrcN9SXTlJI4VjvjJz9a8XVEkgpcD0QdtnhhA/8wqvV5YqXU8L8JPmHf8AN716kPO+FnxV5JH9RqZ+sZQfhBkzXBHvTUKhuNrEjxCk4KS4OAT6pxTsTPhrhkOulKin?/wDp4H6Vzz0+AVLUpQyQ5wT3FNEJSFtrAAVzz696FHRPEGrFQ60lCS4gtSUNNZUFLXwrj5E0vUusOPqQ0d6t2M5BJH+Kuuo7zzc6P4bq07n0A4URmhWO44ZQBWog4Pf5Vi+iic3rhNzSrhiW5K1uONg+VPlB+3uftVDqm7u/HBJfWlCVAlROMA+/t/f5VaaTJUyAokgAcH71Sa+dcbbXscUnzjscVqrB2XiRqqAmHtEt1a8YBaClpI+RApYagv0Z18hvKlEnykKGPrnGKtWn3nAQ48tQye6ifShjUrbYUMISMp54qZziQqrYm8RDV5uLLwVuXg?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?/IAIKNuNuSCQeSO9UkrqBe9LSTfLDd5Ue7yQptxbRGHUKOVhz3zQGoDxl8f11JuvmkNbucNp71C+smeBdx02V6HBaKAnKwa76bozumubY9o8Idjquc98+HtlOKT8MochSQggjucc/XPahOXqiZc7MiyS0tMlSyX5Y3rdfH9IUVKPA9hgfKoroG7GB+b/AAa9LbR4CDsT+c+lQvmkfuVcgoaenADG6A3Hcq523oSoIQ74oH5VgGra0W6U1MZcZSrOccetSozaMDyJ/T6UV2RtGWvInv7VATcWV0Oym4Tu0pb4rOjLbKdIL7u4K3OYzgkEfUYH/irKG4kuUm3tspkuhtKjtSFnA+grKBVIaJSLIvBmdGDdf//Z" width="301px" alt="cobalt blue insulators">
For the standard style, the drip points along the bottom of the glass base are round. Identifying https://umek.pro/company/production is quick it is marked with a single letter B on the skirt appropriate in between the base and wire groove and has the shop quantity 7,8,10,11,12 with a dot on leading. You can come across much more than 100 of these insulators on the southern pacific railroad among New Orleans and other areas. They have a solid wire groove and a superior tie for depth.
h2>Obtain Far More On Noname Antiques</h2>
Its singular style attributes a 1/8″ dent on the skirt and another dilute three/8″ slice at the skirt sphere. This, combined with its curio, tends to make it a darling among collectors . The Mulford and Biddle insulator originated from the pilgrim hat kin.
ul> <li>I do a lot of custom colored insulators.If you never see a color you like feel cost-free to e mail me!。</li> <li>And contemporary model railroading layouts at times include miniature telegraph poles with tiny “insulators” to enable recreate the “look” of an earlier era.</li> <li>If you aren’t positive what color your insulator is, check out the Hemingray Color Guide for a standard guide.</li> <li>The underside surfaces in the skirt location are typically heavily stained with a coating of stubborn train smoke.</li></ul>
But those were produced later on and basically those were just black and white to match the porcelain. The Brookfield caller developed a myriad of insulators, most of them featuring a pale blue-aqua colour. The most well-liked and precious is the CD-145, standing at 4ft it was utilised by railways for dispatching trains and railroad track communications . The V.T.S. Industrial Co., Number eight, private situation pieces have been made in Korea as an marketing give-away for the Village Telephone Service in Arizona in the 1970's. They resemble a CD 102 and come in two incredibly distinct colors, red and blue.
h3>Pcs, Mint! Different Cobalt Blue Glass Insulators Created In Ussr Soviet Russian</h3>
You’d get a few fancy colors mainly because some glasshouse did a fancy batch of cranberry glass or made some colored glassware and had some left more than so they pressed a few insulators with it. Most of the glass houses didn’t make only insulators, they’d make all sorts of glassware. Simply because of their colour, these brilliant colorful cobalt blue insulators are one particular of the most sought immediately after insulators in the insulator hobby. Oxalic acid is a sure clean agent that entirely removes rust and promptly adds shine to field glass insulators . The push of demand largely determines how fantastic an antique though will sell.
h2>Lovely Replete Dark Blue Insulator</h2>
A Merhson baron glass insulator or a purple canadian insulator will sell for a larger respect than its counterpart simply because of their reputation back in the day . Components such as age, color, curio, condition, and pretty a few other individuals will help in figuring out the worth of your antique glaze insulator. When gathering your items as a collector, these are points to bear in thoughts . The WUP insulator comes in diverse shades of aristocratic, from cobalt to teal-toned greenish blue. These colors are out there in Pennsylvania, Ohio, and Oklahoma . The style adopted gives this methamphetamine insulator a dominating presence that none can equal.