I do not have one particular of these but discover the square dome in it really is final stage comes as a double thread with a quick skirt . I don't have a pic of the base of this 1, but the other mould has a odd base a lot like the continuous drip base sort. I will have a pic of the round dome with this base style .

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Q9S6Yn610B45NT0uZbmwjlYL5weRFnt2c9kljxu9C0cbkFkBp9i1OB8fZ3WZXywZGzxjOcE9vn/0zhPqRtr6AlY1aUDbG7L8S5Ydj6c5qyUaepD6Lq8mBpM5S8beltNsJo?+uelbZxomtxtewxBCDbMFzJAVPIKHnB7A4/hNUwOqbE+rcfKuufFLRZvsep6RGP9j1YHVbLeo?+C8j/APqYhgHl1ZmzxzKcdhnlvWemLbTb1liQNby/vImKgEoSccDgHgjHyrjeIYVCfmR4Z9W8A8R/M4vLb3X8DSeprDvub8qA3U1gefMYfLFKJNMtfM2iGP64oTaTb4B8peR7CucehdsRftNp?/wD4jD8KD+0lgSR5h/KlLabbxnHkp?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?+IpLqGr6XHNK0LzZjwQouZBuPPH3u/BpXoC2nVlxFZW+kybpiqxtMzSKj4yCA5IByBx6+x7VnlTdROpDE4w1SWw7WLT2tkk2g65fWEUTieK1SNZIxOGDKZI3yjYIzkjd7EHBqX9IeLNvfBdG61jtrHUDIsaT22/7NISBjO7LREkdiSP9VMf/dt4iaUzatrNnNd2zlt1y9pHGGA7napJGCw7hT+dEHprT7i4juElkiuoyjRSeZ8aOMZ2t9c4+X1qaUobwZiyPFmWjLG/j3RYHiFZNqvRc2o6dcK8umMmpQSxuCpQZEpBH3gIi7YHcqPauW+s7dTbGN4yv2aRu/BXJ5H8v/611T0Xrk1zANG6ggtvtdwHdZFUBbtB8LkgYAYcbh65B9apLxB6PfS4r21l3s8LvGWB7x8qD2zkj4uf8vzzUsyWbHsa?/Aupl0XUqMvtMpBhGqkcHHf3omKXKEl84rQWWJmhnQpIhKsD3BHcUmcGIsyHg?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?/EAvaq0t+o9YjuRcSXLkZ5GODU90bU4tVtPOQjK8MM0UA5x7xwp59aVw7gDluaRxkEk0oEoXAzwaQChmJxwT71O/CS1N31LbvJny4riMMQM8Bix49fuD86r/zyp+HJB71eP6PnTianqlkhJjN7JcBZBxjCqo?//AOhPY9q0dJDXlVnI8cz+R0M367Hc/QPWuqeF3h1qnUmoR3H2lktbDp+ytrYys5n+zxSXMi5UMEuHbClowcFcgyKahWu9U3XTdtcaxqLQz3l2xF1MzqSr5UJEpCjciAJGMk52hyWZiakSdKWuv9Z6nfaLDBNYaFbfZ7K8aJ2JaMSC4U/GweOOWa4+LA/eTyrt/cQuau8R3tptfGgLYTX+Iv3lsH3K67VK5PZUCsuc5wTgegroyby5XkXHb5HzHLkUMWPpJfq?/1f8APb/AzXXUEl3KGugGuJGMjBfgQMf4fqT6DJ5FNrS6w+y5uYrO2YZcxSF2dB7kjj6etHdOnUbXVrg3dsY4l/dxuSWCqW7AtyfXknPbJNT/AKp02xbTwdNRiCuEIdpGkO0ZG0HGBn0Gc5GaUsqiu5ZiwaJU1sVLf6mYw0c01ujEZDEMQAB3wAx/l+dNPT4tupur9L0TVb6CzXU7yGya/XeRDHK4jaVRxwN+TnBP9HDq3p/7Ne3mqb42gilSGCKQJ5jKwJU7T6YQ5I9SPSoza6pqOmiaKwuZhAimQxBsorFl5+WWCZ45wPanTXJvhiSjcCZdZdRaNqfUU8mk6LssLWTy7bN0ufKVVTcyhMb22bmOTkkn1yYwt9pl3qHmT6UrD4sKZ2IPPrwKRCcK5kRdsEyhvgX74PI59ecj/hrcSO8rNJA8nA2uDgLzycYO7j5j6mrNTZfDDHHGizejLrw?+M6R3nQOlPKzBQ0hdiG9DzkDHPYetTzUesNM0ezlOndHRILVVjiEB81dwwRIRsyCQp+EnAJyD6VUfTlutzqSWFg5M0EUbS7V3OoxgyEDOFyDyePSrh0BDpGkzvHuV5W2yYQsWDKODgc9quUXKPOxy+plHF8f1Fq9UdQdUW9rrt/qDXSMu1luMF0GAAhz7YA/H84p1X0zp+oXklxYW0en3B+FvLYeS0hznK4zH+HH0qc9OW8U0Eu1P8RicKBkNjn?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?+JmJNWxVCDeMkn1rKzKj7wFZTAhiffFKc/FgrW4rL94NzgYp0jt4X7qB86mA2KMnheBQ9w7bP5U5tb2yDBlC0B/siAqMuffFADXJamTmMYNJZInjPxcc?+1PAc7vh4AoDoGJ3c/WgBowD86Nt7mS2kEkTkEe1K5LaL/L3oyPRkuB+7fB+lADhbdRr5G6dcOv8AOhnrGNBhIWJ+YpgutPnsm?+NSVPqK1ZJbtMPtJOw+xoAeG1zWNWcQWo2BuMgU6af05aW6faNRdZHPxNk8UG01DSNOgzEyg49O5pq1fXpr5THCTHFz+IoAI1u/iubgpaRKkUXC4Hc1J+jVktdPaSVT+9PH0qOaLo0l/MskikQrjJPrU7iWOKJIlChVGABSYDjHKpUcgUZGSz8sMD0ptjGCcE8UasuMH1qIDukygY4AFdNfo?+I2k3PTTR3b2c97HN9nn25MLbVImAZWX4eWBYFdygNxnHKscpchV53dq7o/R2/Zhn0TQrg21xr1tpswhR4w4iRyPjYbSCMIUxgjMo4PcbOkVNyv0PM/ifI44IxS9Xt8EdHdd9O9HW3RUmlamlzcSQRRhILiQ/ZkjkjAijs4G3RZ3MIkZ1eRXAXdwBUHg6Wg0zSXknW3Scxq05g+LccDChj95RwFz2FT7r+70tbq3t7V5mihERW3BzGrj7p5AJ5O7nPxIjDkZqLdSarb2fTZRE+NQZJDjLEDgD+ddvFGGNaj5H1HUZc2VJP6FarZvd6mwjiDRQMrNGBwAD6k8D0qYOqSLbFGQPFCVt2ZjtTAOWwCOSR/7zUF0vqSC0vpZZrq2jimDFlkfDF0wQMDOck8c+lO+k6tcxak15DHLJCbRmCLGZFAJA25A2j359xXMyPzMux6SCePCrKg61u7+XX72Zt0y2zbjIIzsX0BOc+1NKaLLpvUcGja?/cRaf9pAt7prjBihSZQBI2FPCbt5HJ+HsCKlvWvTnVU+sS6n03bTCCUlhIbiO2ZScEqWkZOAS3bjgd+9RfWLHXb26mvOr9fsvtUNv+7jmvlupZdgAWNWgMihiOBvZRxyRmrtro3YZKUai1Q8XvTupabb3emanZTW+Z/N2gfuwcZGCQCRkyAqCP4T3By36dbSlovLZI2ibKsACxGe?+TxR0HUrXSyQalaSGO6SISTjlop17zAHH3hjeOSSCc0phaWFxdaYplfcTtIPJyPu?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?+6Kbsoe5FOVmoCKQaTdALTGkiESIGGaSNotlOxJQr9DS0EAc0NV2qcHvSAZ5unYc7YpsfWjrPp22jIa5m34/h9DTmiAt8VGeWByeaLAUReVEvlwrtUDAA7UJHw+1TxRabeMZ5oYRVbP9KQCtDgY3E/Wt5AJYkUQuGPtQ9q7cZoAeem4f1hrun2EfxNPcRxAe?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?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?/CdoJJJBByckjkmlll0ra2tsI77W7GFFYJuifzZmUYZgigBTyx++y9iPSpNaaX1B4kj9Znyba4uPLivp7o+VD5mMrKGKhULbSTtxg7gOMCitC8M9S1e4trC3vI7hpJSPOsopbsg9toEKsW5Hfkcj05rLqZ3ceqYxWOidMvcftHOdQ1K1sx5Ij8oW4LyAMpO2RySnlSeuDwSRjFc4fpKaZYt4kNrFikaQazp1rdsIySqybTHgZ5HwRx?/Ukmu27/wAJx0z0df33WWtLofTaXSTXV7cPGJJI0EiRRRQR+Y5uWMkmI2XjL5wBzxb47XNp1H1dNrfTmn3kGiW0X2a0W6IM5iV3YO4UkKWZ2baGfaDt3NjccmWV7NnsfBcGWHtOLUa7lO/ZChOBwaAYufSniNElU59e1FzWBHxIMj6VmPRDSYVJ9KzyF+VOQs92cdx3rRsm9VzQA1mJD6VryV/9mnE2m0ZK5FESNbxfepAJDCPQfzopoTjGKVNf2cRwUzRi63o0SjfZb2HucUwGvY0b5UZoRkc90Oadf2r01QAmixHHuTRf7VW+fh0q3A+amikA2MZewjNa?/ek58pj+FPS9XIg+HTbX/ko1Ot/g8v8AVtr75KUUhbjEBLj/AAj+VEXVtNMARG2R8qkjdaMw2nTrTHv5dFt1buHFnbj/AIadICJtZT/+G1ZUoXqkDObCA/8ABWUAMjyls4PehW2SxGD2qx08LrJMFpZpPpTtp?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?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?/ALkj6c6fN+tvHddV2MUZkHDXN6UOME5/dKoH1Yg8U+dS6HoWmaUIbHWtNv0vVMc0tqdqwLtbJkYvu7L3YKucc81GtL0a6s4Vs7Wxt4YgNqQJZCNFHfAVe3/vNO8GmXlpbyqUgaHaPMByxwo9SR6D3PbFaoyg?/djX36nIzOm25J/L7X7DT0bovhl57mbr27lkjwz250yV/MG0/DnzCFyOCNn4Ug8Q7u006ed+n7HWtRtFldU+w6d5r5Cr8TKpLYLF8HAxtGSuSBI+mLPVtR1H7Fo2ZrhySd1vGBgAtjLAAYGe2BwO9Kep9Dv7SN7G5kliZPLbcFUk8biAxJ75+LvgqowtWTk1Gq5M8c8ISWSWyXdXv?+9fRFTaJr8h1JLPqXTNTsNKnKSPcJqVrY6gNpLKdjMcg8YXdhd5zuI4d9V6p6cg1C5utA1Sa/YqkEEWoX01/LGjZ82Xe2IgwKqFG0n4s8YpR+welS3L3U1stxPIcFpVDsfqTUg0vwX6j67gn0zp3S1RrdWeSSYrHEvwsoDZ98kDA7jPoawZcLjFttI73h/iyy5VjwQct?/iys/Hux1zxK03TOlOgendQn07R5JrpLRP311fOxCmby0Ub3C4YgKzfG2CwHHL99oojeW3u7dw6M8ckbochgfiBHoQe9elPTHRGjaPplpqPVsI0W/08m0ubYFGYyrkK0LLuGxxkg5ztZu2Mip/0pOkdAuOipurdX0ezsNalkthpk7x7Lu6jZyGVwmCyhMkM6nBVVUgFsZnjVWj3PRddLH/xdQqf+fgjzw6h8OWJe+0UFX+80RHB+lQ0NJbzPaXcZjkjOGVxyK6GewkJwVJH0qNdS+Hlj1CjS7Db3KD4ZlHOfn71nlC+DuKRUi2kUo3I21hQQm1gk6H/AM1KdY0fVel7/wCx6lCVU/4coHwOPr6GjrZknAVgD6c1H4AIzYRSLuXlT7CmjUumvthPkkq3p7GpgmmMrCS0IxjlfSlVvps0x2GzkRz?/AKePzqxYrI6qKZ1HRdTsGImhcqPUDimwlvX+VXzNpBIMc1tkHjDLmo/rvh1ZXqebZAwzYydo?+Gk8LXA9aKmGfWjYzxgU66t0pq+kN/tFs7Ie0ijINNajae2Md6qexMF271vd9awj3FaA9xQBvf8AM1rdWEDFaoA0c+hrK3WUAdaJoFzkolpIB3GUNDHT14Dn7M5x3whr1tbw86DHfpqxP/8ACKKk8P8AoQEY6Ysv/wDUKm8lEPbfoeTw6fugM/ZHPr9ytLoF3na1nJg88JXrCfDzonacdNWIB/8AtCix4d9Er97pqyP/APGKSzJ9hVI8pj0/dhRi0k+XwGtLod8GwbN8A+qmvVd+guhgMDpqyz/+Nf7Unbw66KZvMk6bsRjnHlr?/AGpvL6AlPvR5ZnRZGIBtpR9Eo5NFY/D5Emf/AC16fP0B0KST+zllge8QoP7BdFDBTpmxJPtEKPMSFU/v/o8xP1VMODbyD6LQ20iYgBIJPc/BXplN0H0ay7R0zY98/wCEDQR0R0qP8Pp60/CJQKi88UPRJnmguiTSDb5MmB/oNbOjXGzaIJOO3w16WjonpJwy?/s/aBvX90v8Aasj6J6SSNt2gWm/OAPKXt+VL8wr4JaJHmimkXxODA3H+mhR6RKykGB8r/pr0nfoXpQsX/Z2xz7+SM0FeiulRx?+obIn28hf7VF56DRJnm9+prtuPIk/ImjYtGmXObaU49lNejg6M6VBBGgWbfSFf7Uoj6P6XdR/8ALtsB/wDhXj?+VNZVYpQlVHI/T/gjq2qdG6JDo4jYancfbJ5FASUq8UZCZJzwxZc?+oUdhkUo1jwN8RumYQbDR0ZThggfYxGeO5wfzro5DbaPrKyJGqQ2V25ihEZZcAHagAx3JA7+tP/VHiBd34Gl3OhQRv5QLYbLRxt2O70PGcf9ea3dPOMuUfM/xBiy4c0pYZfGn3OPLLq7rvprURpXVWjyW1vEhmkaXbjylZeQQcNyQvJ7sKl+hdV2d5BLP+2Vjo7rNmKxvnmslII5bzWURsPiPBPJCnkqpWb9SvZSapHFqMUV1DBpkhjhdgyFZpFDEjsM+WDwM/COKrXV9N1SXXIX6c0RrGwdljeeRN1vEAMszbgO54GBWnZO0zhxTzRWqFbc9voPia/Ndyu1jrMN9KJdzm3uI5SSe4+A7SfpxSgXmrSX6JLbyQ2/G5ygaQfQD+uai+q2+n6rrmnafqWg2eowyK0cZvLJW+MAgsFcfd4QgnnGcY9TLnR9B6c1QJY6VGhmgkSO2VmKow?+IsIlI+4AW7Y45qptNmqGNRW/wDH+yUxt1I1xiGSJwrAqd7jd8+3bj+dP9rb3hZY7+KfIUAPAWGO/JDAf0qqJOo7+3jd5dd0FVjIRGkspnIUjIYlLhAMgHHw+lLLDxL15Y4nlvbO5s3IzLDbOhMfIyA0hO4A9i3cd6rbb4NUYN8Ft2mkabCgJa?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?+p9M3E+4HgxEEfSqD6/8AA3xF8LC2tap05fydNiQKbxYyfJz2De31rvLS9F6xbWpZOsJuovKPrbI3J/AVOLvpfwy1nR5NJ6h07rLUbWdds0EsEro1SlTW/IlOnyecXQs6apMidO6FFfP6y3BBQfMj0rpLpC1ayt47PqnqfpXTxJ/ureyW4mH4YqEeOX6NN50Prb9TeAOj9R3Gh3EfmXmlzxOrQsDzsbGSCPT0xj2x1B+haf0ZutOmYoItHi?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?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?+m+q8meaOJBHFqDAfdkxj8jxknt3rqMkeqkfjWw6AbWyQaVLuC2PMzprxg1P7e3RniVZN051laSNbyWUw2R3hA4aEnGc?+i9z6ZqzNF62hiljhlu1JRtpBIyDkcYP9Kv79I79FfoD9Ibp6S21a2Wy1uJc2WpRLiSNh23e4z+I9K87epm8UP0a+q16K8bNPvNQ0pW26f1BChllEQ+6HP+/j+v7wYwCe1acWd417W6K541Ljk7W0bqqG7v4L5kjDkx4k2bm47/DwPrnip7H4sSXyiy1jRbC4smITcI9jhfwOM5rmroLrPT9a0KLW7DVLe9bVVKwNHLhY4x987cAgnKgDAON2QKnuk6sCixKgdz34OUPoAc8mteiGVKSMsnKDpl22nSPSutYv9M1V2ThzbMhZgPXGO49qURdX2nT8ggt9MmljjmC5uGbcwA7kDtz6VWelald6dIslrdyiZD23YVR6c/n2qwNJ6j0jqRFsOooYre8Y7VnQcMR9ODVU8TSuW6JLInshwTri6vZ2mumCRTgf7Pk4x/qHbmuYPH7/ALPnwZ8b/tmvdFLH0X1TLulM1nCPslxIQP8AFh4UknLFl2kkkkt2PSl/042lKbiFC8SYMUqKG3dsgjsO/ai4HktZWLurYPOOAD64qNKq7Fmprk8T/Gb9ELx28EtaGm9TdE399aSsVttS0qCS7tp+/wDEq5Q8E7XAPBxkDNZXuTb6tHcxKt1brIAAQJBnHt3rKq8uJPzBia7ZgSHbt68Unhuyx27nOT6nikEju8fPw544bFFNKkRBWUkY7VhuTargv2Q8PPg4z2otrkkZVu1Nq3iMDwQT7mgm5IGEGasbZEWSXLKxZ3wD2ogyw/eZs5ORzSSa6jHxMVHpzRPnqTwNx?+fpUJb8jQrk1MRjaCOKTyXssp2jcfkOKKeXcPiK5+lJ3uCpAILH0I70m2tmIPMt2VBRCOf4jisEjxlmkXJPfmkb3Z3fC5znBBPNJ5boklWYDJ4zVfsrkascmulVQ0YIHsTj?+VFNfuw3rhucH5U2mYuB8YJB5BHNbaRJBt2AipJvsH6i99QdgQVIHvmiRcBGDeYcn3pMEQAfH69iTxRyMGT4tufQe9L3uQsVi?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?/EQM/OjjcAYuNjBCwwfehFnZhkZHpg1pWRfhcMw?+RxQC3lMAJE+L0BzRbAOVpQRzgCox4meF3Rniv03N031lpcd5byDMb4Alhb0ZG7qakYLOM7gRRynCjIz?+NNbAnR5N+PP6PXjj+ir1TL1n0XqFxr?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?/pRU258hWOQeCDW2csCCGwaK+JWICvn5im3CIK2aZZCeFGMd8UFgQN20gj5UajSL/iE5zxg0agDg7j8uaVqS2DgIRjkHBAPqRilAQHlVB+lHJAAoCoD9RRiWeXLnGPQegqatIXITHGQeRj1pQlvE5C4GT6A4zRkexX2soJ9MDNLIrWNclCVPyNJyvhDqgpbZ0GEChv8ue9HQxyOrIQwb3K4xRyRsnO7ef/AC0phSVn3seDwAe9V273GqSohHUkkmk9R2OukK7afNBcMh?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?/ujYefpR41Wy5ZpdpXBYlgpHuDznjipLHXYTclyL41UyDegQM4UnOdi?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?+WKlzyAN0kyAuOe?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?+F8o2T3UYyMKSOCNwyAayobbdQ6lpUrzyuLMS5V8kjL9yNuSR37msrTob4M2pE7d5FXJlAA9SMUDz2Zcq+4+hK0WdhO7kn58/yrTSSMACwJxjtXDeo6hspPuBDj5gigOxjyWBJH+RAa3+8243McCsjJX4WjyCcg4qmS7IapcmITtG1CCRk1tPKGCYslTya2CQpJBGO3/vNbQRBdj7xnk5AxS42YgTzJj4Wwx9Ac1piwIVpDuPOFOP5UfAi4DRksp7fKlSW8QYO6jd6GpyjKStCunQhjiZpGbaCcAAsKNiUiTylV2Ofi57D8aVFGXlDlc5Ixz+dBDyRMzIit6cg8fWqpJoktw9LVwQy7kBHPrmtmBdhWRi4PpwM/lSW7vbKyjF7qOoW9vHjHmyzrFEP+JiAKhGs?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?+pLLNydOt5PLy2CWMB9iMjyz3z3I+Ed3ghF2liOPStDGAvJHzPapRe1PgDyj6O/SvTSnn6W8demodB6g0vdDNOts8cd0ytgsVVW2Sf5lwOQWHfauV3x44foneD3j3cW+p9XaEtvqtu?/xahaIqTTpgjbJkEOBxgkZGMdqyro5ZpUpEHig3dEILEYBZc/Ot78cEqT6YNC2HGCPxIzWwM/u/LH49z86xNuLe5ZzRpVcj4jg/Khjfj73A9xQ449q8sOPahJFGHH7xmz6bsip20iPcKUBhgFwM984pTBCEBAORRWqanpOh2gvdbvbWwt84EtzIsaE+gDMQCflVXdT/AKTPhpo5lg0c3us3Mf3TaxmGFiP/ALjjJHzVSKa59RNpK2W5HbgMSnwg8nFGXJtrSFri9uo4oUGWeRgqr9Se1cpa7+lh1TeFoNIsdO02BuV2xGaUH1+Nvhz8woqDX3ij1h1TKF13Xb28hByiSXBKJ9I84B+lTUFwZ55qW250/wBVeOfRvTyPb6a0mrXJ4QRNtiB+ch9PoDVda346da6zEY9JNtoygYDQIHk+u9wcH5gCqatdUhMjCKXLtywyckfPNPFlqFup?+I5PyORVmPDC22c/P1mWqjsKrz9otduTcarf3GozsSTcXUrOy?/IZJIHyGBx2rX7O3J+OZtxPJx2HyFKY9ejjUlYtx4/Gk911kVDxwspdV7KM4/vVqWOBzJZs+RiLUNK+xxlsjPoN2CfpTXc6bqLoJEvfLz?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?+o2JJG37RNnJHA57DOPpzT9p/jDpjRRTvr+qstweUkuhNMmMcBVkbax3Aj5VX9pe9HRSKt303eyR8f4m9duCMDgjjj+ZqcWHVXRI09bP9mo2hA4VtIhmkPJxh3+P+I8Z7Y9qWuD4ZJ5M8d/LZLdI8QOntSieZ7nVk8kbtsrHLewJBPcj1IqSWnVOmPptzf2Sn/aLiGSeGaRdwZVKAg9/ulcj/T3xxVU/tJpcOnmO36H3vncssunwhO3bBzxj07d85pDF1P4gXl1/8A0dgiZKxi0jaOPcTkqhXaCcnkAVJZIxVlclm6jaW30LeTqZ7u5VLfSkkVsJGEjZmJzkAYPf+uaPl1GayfdqEsOn?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?+nWtuAVs4xj5f3rrSz8HvDGBWROj7dT7NcTP+RLml0fhf4drhR0lZcEckuf?+tEcsFukWT8Lzy5aOWrfzL6RLC2s/Pd/hVEiLfkAOatHovwa6mvVW4urNNNhYg7p1w+P/ACDn88Veel9PaNo0PlaLpFvaJ6mKPbn8e9L94BIGQfWpSyt?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?+RCPUUopy7DdLZC77SC3J7elBNyoOGxz7+lJGnRslHTPuaHvhYZ3qffNT0sVg/NhUnaRz7CsotXteSZ0PyAPFZRpCzwkOoxCTOdrH5UL9YcZEhPvTG7gnfnkUJbkqOQckZFKM2h0O5vpXJG5dn86Ab1hhY3/Cmzz3fB7D2rYcAk?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?+fxFRyz8tWghiTe5cA6v2puE4IJ96C/WMYBYzYxVSx9QWrASwXXwtyM0U+v7tyPPGqg8EckihZpRjvF2S/Lxk+di3P2vjbkSntSe46ugwWDYb1NVUnVlq7GJSFVP945IzW06ptChErJnOPhbII96fmeYqjyLyNDstKPq+F4VEsjElSO2DWoerLZCTGX45OTVXftJY/wDjD8fWtHqiyBw8gGP9VEdffsSaj2LXk6thlAxJg9wcUH9qIRl0uB5no2QMVUx6qst2BMvPHJoC9YaeXZWkjUp3+LmnftboEnVFpt1oykq7hoyODnPOaPHWCE+XdOq8Z/8A1iqlfrHTvLJWdAPrjNJl660fzAhv0Dx/EU3qf6VQ/NjOixRi1ui34erDKM/aCFBwCGNDXqhon3rdA/Igc1T1t19pM5kVrqLzM52lqC3iDo+eLmMfPdWiMFJW3uVyTjwXWOr/AIdzNgCg?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?+9ZWVVH3mOSSSNv4h9VR4KagQR64P96Sv4i9VsdzaiST8qysq7uQpCe48Q+qgpP6wPA+f96aX8QuqvM3DUmBPfBP96ysqGTgsilQXJ4idWNE4bVHPp3P96aLfrfqO2ugIr9uQScknP86ysqEuUNA4uteoy7XH6wcOG7gmlDdddSlM/b2BHHGf71lZThyJ7hEnW3URJzft2+dJJOsuoSQPt7j6E1lZVgqE8vV+vswDXzEHNJZeqtcGMXrD8TWVlKkJgF6m1uQMzXz9/eiZeotYLEfbX7e9ZWUPYhLgIfqDVwh/2x+49aLfXNUKnN2/A45NZWU0xrgQTa1qfnsPtb4K8jPeiDe3LkSGZgRxwSBWVlVojJuw1dSvSuPtD/maysrKkRtn?/9k=" width="307px" alt="beehive glass insulators">

When fired to a higher adequate temperature, the clay "vitrifies", which means it forms glass, and the moisture permeability drops way off to the point that it can survive freezing because it absorbs essentially no moisture. Pressing into molds is an industrial production decision, but wet clay is relatively hydraulic, meaning that there is a limit to its compressibility. I will be in a position to make these very sturdy, so no worries there, and no want for steel molds. L.G.CO.export-style beer bottle, standard mark as seen on Lindell Glass Business, St. Louis product.

h2>History</h2>

Prior to 1865, glass insulators’ pinholes have been smooth and the insulators have been basically placed over the peg, possibly with some kind of adhesive. Beginning around 1865 insulators have been made with a threaded pinhole . I believe the Cauvet patent was nevertheless becoming embossed on SOME Brookfield insulators even various years just after the patent had expired. The terrific majority of the insulators from the Brooklyn plant are found in a pale blue-aqua colour. Insulators in shades of “true” green from this earlier period are considerably significantly less popular.

ul> <li>Many numbers are found on the top of Brookfield glass insulators and these are believed to be what are referred to as “Shop numbers”.</li> <li>These along with dozens of pic's I have from many sources leaves me certain that the additional glass notion is not correct.</li> <li>As an alternative of the three 1/four" width of the standard H.G.CO. molds, the narrow skirt mold is only 3" wide. https://pastelink.net/7usiipte </li> <li>Just to see what sort of answers you will get!!</li></ul>

Judging from the big numbers nonetheless in existence, Brookfield was second only to the Hemingray Glass Business in the sheer quantity of insulators they manufactured. In all likelihood, the majority of glass insulators installed on open wire communication lines in the Eastern component of the United States in the course of the 1880s-1910s had been solutions of the Brookfield glass factory. http://budtrader.com/arcade/members/vesseltrail2/activity/4387491/ When one thing becomes collectible you begin receiving fakes.

h3>Cd 145 B Brookfield</h3>

In current years it has grow to be apparent that the mark “B G W” was also utilised by Bushwick Glass Works, but only on a mere handful of handblown soda and beer bottles. For instance, one blob-best soda bottle is marked “M / MINCK BROS & CO / 45 to 53 BEAVER ST / BROOKLYN E D” on the front and “M / MB&Co ” on the reverse. The unique height is accounted for in alterations of the base plate or an over press. There are three or 4 reworks in every single of the two moulds. This one particular started life as a threadless with the big pin of the 743.2 which was 7/8ths of an inch top and the bottom is 1 & 1/8th inches. The pin now has been cleaned to make it 15/16ths at the prime and1&1/16th at the bottom It had a rounded base .

h2>Brookfield Glass Enterprise</h2>

Here are SOME of the variations ? and the 45 Cliff variation is not pictured, but is a slightly skinnier version of the “Early Skirt Embossed Brookfield” shown. And it tends to make a lot of sense with this insulator, which has quite a few ripples, and “open” bubbles. I just picked up a Brookfield insulator yesterday.


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Last-modified: 2023-10-22 (日) 20:49:21 (199d)