“Scales” emblem utilised on containers produced for McKesson? & Robbins. This is on the base of a little green glass jar, perhaps for an ointment. In some situations an individual letter leans strongly to the right or the left, is greater or reduced than an adjoining character, or is also close or too far apart from the subsequent letter in sequence. At times a letter in the best line of text is practically touching a letter in the line under.

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?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?+u9Id5KgRoU6XNbkOPoRkFAwkqWepIST69KX2oY1qh6cuk6G1h+Xa3EhTaTyLCUHBwNvLr6V7vTKFqdQtRvUlH9O/8A9/uaV1tyyQG7Q7Zb4iLcCcFyCjAx1AWsZ+6tTAXwMsTwVkRbkMAH074V1+0s0W9dQ17cztuB+xxz/ZXEgK7zs/c6Rn5tcVfUe?+WP71ffQ+lGz8GTiE2DYLugYIQ64D9XMM/dTItp8OfdT7a4bDtouqE/xigc+XiX/tpi2geXf0rWJaHYuA5k4A61ruDGa3EYSQfQg?/fWu4nA3rWJc5z6epp5pg7/AEPpaSdsRCgn+a8sUzz2ArcHGad+C5844Y2Rat+5U+19jqD/AHjXXp+7MLex6iaXlCdpq1TR/HwWHM+uW0n9NdOktwqk?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?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?/Xxq3wlKU4JT6AUrISdwDjO4CUgZ8q6tHpr9R/E1MHw+z7PPj/Pwa1w8vsXaDtNp1DquNP1HAVOsLbiuS1d4HHFMEKw4pCCk+ElJ6AHOelPPpleg0N6l03ZbSp9AeU/a3HGElLJKAAAg45Qk4BCsZGNjgmo+WLVbtmu4uidPGU5koaSqWOUgoBCUuKCuXC/xQFA5I9KUuiLxM1HqY3W52SCoOKILCGu7U4eXlTzqCOZSQdz6hPT06aITnZ6c0l3wsJ4WMYNEpPt2HC03Y3dBXG3heqbUVxoKI9wLr6ZDDjRcKi0gJ3CkgKxtt1zg1ztY3PTMvUNznx9QSmHElAaaVhpyQlxJA8B3OM4ACfxgdqVt111oK9aYl2O3aZhRrunkbV4GghZSoBQQsgkdD1xtnfJpneI0J46thyIzTEVKIbKizFShLeW3MkpAUCVlO5JIydttjV+odP08aXD45/I2UItY8G9CaYtD0qDDTHS0+4FnvcupLnnlY2OwwobkFJ6EGk7xI0Xbn7ZP1c7JbtptscLeSvZhTABK1E+yAASc7DAO9bF01JKYvimodnUplwK+jwtlSVAOOFWVKWtaubKjkFasdObzpH9sbVrlh7LurXbhGkuG5wmILC208gQ6682khRzkDlJVvnmwPWvlKNPO/VQqi+7X9DndcW+Bhrl29OFej7FFa0Tpefeb9aXEpjvyG0sxXQM+MlWVnGfZKN8nO1R21h20+0Nqq4qm/u1btIKOQM2mCzFQlOc4ylPMr4qJPv8qYgqPTJqmT6mv03TdG0WmWFDP3fJp6cUsDiO9oXji6lSf8q+p2wo8yu5uLjWT/okVyTxc4qLX3h4lao5gebP0vI2Oc59v13pI5PrRXfCiqv6YpfkkW2x+BzrD2kONFglx5jOuZs5UVQUhFyCZqNjnBDwVkHzHnUseFvyk?+mIyobXErhq9bngUply9NuJUw6A2UBfzV8+FQ2V4XdznpnaAGT61UKUCME7Vzajpmj1KxZWv6EbY+T2p0Px34Sa/tke46QeTc4pk/NhPWkxwhs4ClqQSO6UDyEoWdh9RrtcVb5fRdIEuIlmS0xHQ4oqbDjbsc5AUN1BWyvIg9MDbNQ7+TW4bcQ5umdaa7TCeb0qt6NFYeU2OVc1vmWtxvmOMIbVyq28SnG0g7EVNqDEvd1TbbbqGI0IYbJEctYjqQNgR0IA5fLbwj0r886lpKemaqUKln/JzzqfMfBXRQharvrdoYjhXMW2m3A33SHiNyAFbj2SOo6gYzvTlzeDimn5F3SW0NOrKRERnLLZGwz5eX29a6OjdF6YtVsbfDMhuSmY25DecWe7IQPAEdAlKuhJAKuuOlLO46gjzmO7flvwiSUuFlSXD/JJPl8P1VfS9NoshKd?/DfbHb?/01poSWGamiLEghu5XBITIirLBaRjldI6L5fI77469aVuq0hWlLwNwPmEj?/AFZqmmbTFt0Lnjtr5njzKWtXMpW53J99ZtStF7Tl1aB3XCfT9rZFfa9M0a0mnSS58myil2PPPtP8o1laln8a3qT9jhP6aT+mT33AK9NgA9xcDn3EyU/oVXf7S6g5qDT8vAPeQnCPfsgj7eak/oI99wV1ex15LgDj0/CMqr3a3mBi/g39QHvrI+RvzsMOE/UlX66Ytvzp75iivTSXPaJtMdz1/iUmmSSOVSwR0JFbRLV9io8h67Vjc6qHoSKzIHiTttzCrHQMnbzNaIs3g0H9lfXTp6dd7zhnCR+RNkJPuBShX92mveG/SnF0i73nDtSTkhqerODjqyd/7K2rltlkys5WD0r4ASxN4M6RfBzi2ob/ADCU/wB2nApoOyncVSuBWnFOnBa?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?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?/P77HPGycGk1wPAo2RqNIiXJgRo7bSWmkuKKOceg9/hHv6++tVyJbZ94adjq7pmOgPPurJ7sKSnPtHbdJ/G99JmY3eohakieuVEUpQxMa5C0SRlWFggfA49PdSh0+qzxGFqRJdkNsEPONsowhzdWFcp6oHXAyARnO23bTKFs4wtjtS/fc7MyyLWBcGriw1IiIPck+FS0lHMAeuCAceh86uurDkm1zW1LyHI60JA2GeU+YrFEmMzY3I2fEUJUrB5cZ9SPh6eVWuw1yWJEJ9x05SVpUklI3G4JGCTknavqE4yjiD4IPP3tLMBtWipPm7ayvI/lNsmkzwy/CcLNdR/NEoK93stH9FKztFFD+m+HsonY2lpJPv+btfs0k+EmV8PtfNKG/MV/wDdIP6DXdX9HBzSeGjPkOaVaKfOzNj7GgP0UzKxyyHknyWoffTzwB3ul4ycdbaUD342pmX8CS8R5uK/treKwTB8AnAFWODNXp3FWr3GasWNGQCAcHpTg6GAc0RMR+TLRsfUoVSAfBJpGX/XGotM5j2+7yY8ZbraVNIcKUrWeYZPqaungiS4PWTseGTL4LwB3qUtMXCUBgZUfHzEfAlVPuXEIUlskFSskJ8zio89hu6/OeBdvS++yt5chTyghaVHxNtlROPZ3zsd6eKVLlvXOXbpFzEbv28Q0hog4GCTnoc9K826eJvBZPCFAtcgp/BttoCk5HOeivQ1iWCcJC0MPPYCjnc7eXrXMI1Q0I8TmjvKJCnHlI5Upx5ADqa2YUNuH3ipUpElTi?+bvHFbpI/FHoB8az3NsjcmbrElCwttSyp1kgLGMH3H03rabUSnO2D03rhvX2CzLYiJUw6/J5uZtDoKjy56Z2Pn6VlN4iW2O39JyGo7iv4seLl932YqVOOSdy+SJXa/loa0rYWlKKVqnqW0B+MoJAI++md4YyF2++2K5N3dy2puC5RlrddUGm0JKwkAH1AG58+tLftzaltmn4+iGLnIW03OnSW8o6lXKgee343XoM5xtgswwue4YMWTGeYVHcLS1LThsY5vqIxn1zXfqrY0XerjJyxTlEdDW3DfQ2pb2/KvFliyLq1Dek/SjDaWpDaQMbKSN+ueuT9VQp1nwvs2hryg2CQZEKWD3aniC8nlIBQojqBkYIwMVOqA+3PhSoyHgZLbBhx3AnmPdpSkFGSd/aOM1EviFHMuckEDDD8hsDIynCsdK8/R2+rbI1eVBIb1qFyqTt?+IP01upi5IyK6bVvBWSB5JrbEADG1esUHe7NscNqmuEdGXx/qtqkBam+bi9odA37uNn80qH92mQ7PzAbYuCfMNOEfXyfs0/On0c/GnSAA2RDcV/XfP92u2pewxl3Gq43r7zj5dgdw3b44Hu8S6lL2VWyjhpptwn2p1yX9inx+morcXwXOOl9I6Jhx0/wDiP6alh2YGyOG2l0gbg3NzcZ/jXB+kVjquK5M0q+oS1q4Daz1KiNeta3ly0tOtrQppSS5KcyrA5s7DbzydjTnaL4TcPOH7zU2DY1T5604+ey3EuPDmAJwMYGAPxR0+NKWJc7xLjLcefQpAbHOpY8YByD4T0yMdPPFY7jdrdEfiswW2ZyQn8O22ElScjrucjzP69q+PrjVfNtvn7nZO2UY8cCkhIbbZLUGMhDiTzKKgSk58/D57elVVc5NtdbYuMZYYKR++UEqQFHyURuPiQB99cuBerUzb1ypdxDC8pBkOrHOTk7KQfZx0I+O9bka9R7iwVzktpQp0pZAypKgASFZxtsCD8CPWvXfpw9q7mUW2JuCJLHFC5SLldnlwXozHzVoqw2FLJx8ccm3x+zR4k64bsmlrypLoZ+YIW5IkFOUstkZ7wLUcN4zupWwwTvsKXMyCi4Q0MNsnkOChzvAsgjGObOc5B65NeQ/ymPbShau1BduAfB+6lNgjOoZ1PcY5I+kpbKyPmqFf?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?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?+2fvAtcCQc8qk+ZZc5V8iiOgUOqTT6PlEMIQ0yQzzYznAHqPcBj4fXWjr9LOERnJ5/9oFjutD6DKxkNRmmiD54Zx/dpKcIEn9ymvY53JYKv+5I/RTg9pCMEaP0ykdI8gsp+A75P6BSC4MJJtOukesLJ+HdqH9or0KOYGE+5dZ8q07AQD0ivD7Fkfopm5CcS3/Id4rA+unnsKSbDbwnp3chJ+HeKpnZycTn0jyWr+2t0TFmJPl9VY1dBWVKc1RaBnNXSLmo+BjpTS8UkKSyXE5HdvML/wC8A/TTtyNgfdTaa?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?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?+LeqVEbB5AH9GKmXwLHd6I0bzJzyabmKA9crjn9dQ21kkq4p6rUT0kpH2NpqZXBpLidDaVS2Mq/crIKfifm9cWveKsm2meJMU+iJ8VjvZs69oQHl+GKSSlO3tZVuM46DFLH6YsUoqZ+fx3CdikqCs?/UaY1txxUF124DuWVt5DpPLkJx7JGM8pGTk+YrW/dVFtTMl2VKjJaB5ErkDmKQE8xUeXBI3AA3PTevibesyc8beDqjfGbWR/0P2uEzytOMNNqOVYwASTv9ppF8YOKmluF3DDU+v7hcY6mrDa5M8M8+zy0IJS3sCcKVyp/0qSF21HJu9qkKsslx5iS0txATzJIcSMpCUk5T7P17++or9uHWTsHspa9fjHnLwg2rKyVjLsloOp9OblCz9la6fqbtmoRhhN4JlalPYeQl?/vNz1FeJt?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?+zbI09RVDbYZ5RzqZ9lxXPz+1kbDaoVdu3iS3xL7TOsp9sbZYslllixWiMwgIaZixQGwEJAAAKgtWw86Aj6BvXrx8iXqN5/hpxG0o66nuYN9i3BpHKeYKeY5FnPTfuEfYa8hwK9MPkaNWx7VJ4mafky3WkS0W14qSkYRhTySrPruNqiUlFZYRLbtYNJVw/bLe5bv80K92ZbuP00xvBIA3vUTavxrYn?+9T2dpxJTw1dy8Xcahl4UfMCW7+umR4HH/8VXps7hVsH9pFdGn?+gwu+ou0oD9ERxjq65j4ZWf001F6SDeJR9V/op1tKnFnZ3/4SsD4YJprr4kJvMofy66IrJSLNBKcULG+9ZEjPliqOJ3Hwq5ojUeBGaVPC9X+6s5B84Dx+xOf0UmXknOPWlRwoQF6iktqOyoMn?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?+tcCIjTdjt5VMLjkheXVDnO2EcmAOc7AZ/JO+SMRc+UaeeY7PL1t5ZEV5q/wAH57H2wVFLpAWepUOUAjOAcbVIWRbW4U1pm2GWXYEUTnFueyEJHhQMdVcwVnlI2IPrmM/yik24z+BLcm4JIecvUNTnI0UoOUvYUSfXc4J656Yq2lqkrY5N4t7+TzLooor6I6wooooAooooCqACSCM+lTG7Cvyf2pu1HPTrTVjsqxcOIEju3piEkSLotJ8bMUkEAAjC3CCEk4AKukOm9jnIyOma?+lXsvaXt?+iuzrw40xbkNoZh6agDwdFLUyla1ZwMlSlKJPmSaAWeidDaS4daYt2jtE6fiWaz2phEeLDio5UNoSAPionG6iSSdySa71JnXHEzh3w0tJvfEPXFi01AyUpkXWe1FQtWCeVJcI5lbdBk+6o+8b/lFezzwf0ND1xZb83r+Pcpb0CMjTMuPISiU22F8j6ysd0CFA5wTjOAcUBKVainfyAya8oPleuPfFR42PhTb9P3fT+g56nZDk97la/dA+0pIKQkErDDZIICwnvFeLlKUoUXI7GHb34t9rftNu6culqtum9H2yyzLgm0wiXnHHApCEF59YBWRzk4SlAzjanf?+Uw4FxeNvZhvdztsbvr?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?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?+m9AS7DbtKuSXGZU6Wlx+V34bBBQhPK2B3QPtqz7sVD2gCp7/I3z127tEarkIXFQTox9JL6ygf7+ieY86gRT69kVi6v68uibUhSlizuc?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?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?+fByUoSRg5D5OcCuD7+k9MaFuHDqx3SwaODJscC5REzGoRabLba0B7mypKSQFHJ3znO9eV3y095tjvGDh/paA40ldp0048uM2kAMpekKCNh0BDJwPQD1oDuaB7aXZK7GGpOKNv4Bwr5re16yuMebbm2GTEiQEoQtKmO9fw4tAUtRQQ37JA5ts15tXm4rvF4nXVwcqpsl2QRnOCtRVjP11pUUAq9XcU+JGvWGGNaa7vt7bitoZZanXB15DaEDCQlKlEDA9KSnMo7EnrmiigDJ9aKKKAKf8A7ILlva1PfzcEhSDbkADlzv3opgKfbspobN6vy1EAiKykH3FZz+irRWWQyU7krTizypLm?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?+5GybYgN/mio/021/8AIfio/BCFGp76VFJ0pdhjz7pP7dNB2m5twuekrZIm2aZF7i48ocfQBnmaVtkHH4n3V6fnSFmPW3RyPegZphe3Bw3tlw7OOoZ0CElqRZ5ES4thtIHhS6lC8+7kcWfqFc2q6fbGmUm?+xpTqYuaSR5YwZT8KS3MiPqZfYcS404k4UhaTkEe8EA166wu0xYeM/CXhrpG8aOsMHTXHKPM0tq7ULDRRMt+rGkYYcc5MAlbgYeSVHmKVbEFJryGd2VlKeUZyMb?/fSus3FjXNj0DO4a229qYsU66xr4tnkSVtzo4UGn2nMc7SwFEZQQSNs4r5s9M9KOK/BPUXaP0zYuMvEntHx?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?/8ADPO6gQ6JL4/K5nd1Dy2OB0r6bOVKEeyAEivPr5Znhum/9nvT/EOJAaXK0pqFpuQ/tzIhSm1tq3O5HfCOMe/PrQHi/RVy+oOMZGatoAooooAooooAp6uzUi8Jm3t602iRPJaZQsNKQCnxE/jKHv8Asplhipo9gOzIl6c1fOWzn9+RWQoo2ICFkgH18Q294qV3Kye1ZOmEa0/+FJA+LqB+mqdxrdZIRpZX+lIT+gGpKLsqBsGwPgmsC7CFndPT+TU75/BTfEjiuDrkpz?+51oe4yjn/AMFZ4Fv1czD5ZVmSHe8WeVD/ADbcxI3IHlipCK02lX4g/NoGlkkY5BjOfZ86mPqvwN8RgxA1IU85tnLnyLmSPjgVam26lU4FfR6Ajpusg5+ypBDSbRJKmwc+mxq8aPjK6sH6zW8abpB2wQwCbff?+b/eKcA/l/wCytWfbtSLU0I1vaKg5vzuEDGD6A1IxOjImd2fvqqtE29WCtkDB2IGTXTHR2yM/WgRpNt1OBg26Nkbfw6j/AHK1noOpxt9HM/0yv2Kk6vQlqHSPnPuxWJ3Q9sHSKdvdWy6dc+clXqIIiw/A1Kc4tbB/6Qf2a5j9u1Eck29hIHU98f2alRL0jBTk/M0n3YpLXqwRmUHkjpB36pFVs0U61mTJjdGXZDFWe93uykR5MIPQ1e0EuEqR/NGN/hXYcusSWAth5JPmCcYru3qypdUocoSR54xSKuekHy?/3jDrjRPXlJGfsrz5ccG8eT0CU9yPkE+22nH1E/roS6k5CzWjcHu7eQEn+LP3EfrrVMpXrX6JXa1BRPmVE6inUJJAJq9Lw6ZrjplEnc1mTIJ6GpdiYaOp3w9av+cAfjVye?+V6iqh5R6msnYiUjsokZ6GsqH1E4HnXKYdO1bsdzmcGar6iJwbQkKBxnpWwhxSkjCxv765bjuHinNdq1NsuI8aQcjrWbuwTGLZj78oOMgn3VcJJHUGh9LCHFcv4prEVhWyEFR+NYPUPwW2tGf52nGTmuTrCyW3WelbvpK7cxh3iE9CeKQCpKXElPMM+Yzke8VmfblI8ZaOD5A1rgSlHCEnPWs5X7k0wk4vKPFPWulbxojVFz0lfo/cXC0ynIchOSRzIVjKcjdJ6g+YIrhHrU4flEuDZiyLRxmtbK+WXi2XdIAwlwDLLhONyocyCf5CPfUIFJHMcZr5C+r0puJ9BTP1IKRbRRRWBoFFFFASq+TI4haY4c9r7S1x1bOjwYV1jy7QiVIUEtsvvt4ayo7J5lgIz6rHlvXv2lYCQfXpXytAlJyDg1NPs/fKp9oTgrpqHo?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?/mmtZzjBw4a66miq/mBSv7BXRFQXkhqT5wKlMRJ8qyJhJOMikYrjlw1aO96WoefLGdP92qr4/8ADGOTyT5z/Jg5RDVhXwyR99dVTrXdldk?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?/wDcYv8ASJ/XWNVmj53uEbH89P66jYNqIq?/uF1f/APDs3+jo/cPq8f8A8dnf0dSp+iYKfauUcf6QqirVbv8A+0jfnio2onavkjA1w71o833qLE8B0wpaEn7Cc1e1wz1m6oJ+heTP4y32wB99SaNttY63WN7/ABCqGDZR7V1jke5YptQ2ojoOEGriRzfMBnf+H6fdWccGtTkZMq2gny71f6EVIIsWBB3urA/0gaoRpodbo3kehqcIjaiP7fBnUalYXOtyR686z/drYRwUvRUO8u0FKfMgLJ+zFPt32mUHKroFD02H6aqbhpdGwlBWf5QNSlEnCGci8EYqQDMvDrhPXumuUffmlXaeHOk7SpDrdlZddbAyt8l0kjzwTy5+ApdJuemeven88Cqi8aeBykb/AP1U1dbUTj4Nix6v1hp5pTentRTbU27upuA4WAR7+TGfrror4g8RJRzI11f3D/KuLp?/vVxxfLGD4W0q+LgrInUNpScBtvH/1P9taKSKvCNhV41HIJ76+3FzP5UlZz99WFc1w5elvKJ6lSyf7aoL/AG7P8Az9av8AbWRN/hDdEeOPXYVdSa4RVxRVEYnxZyfWsqY2Opqw6gY8kR0/Un9dXovqyRyPM58gCK1UpMrtSMqGidh4vhvWQRio+JK8+5NXxZ9xnOpjsZcWo7BJpTRdE6unYKDFQMZ8Uxvb7DvWsFOXYpLbHliX+aO5IEd3801X5nI/9g5n6qcGLwg1NPdbCpjhUeZKlNMl1CR5K5knP3VtS+DjMBTTd21s8wXAVAC1PLJx1/GB+6t/QtfZoydsF4Y2nzN8HPdEH3qT+uqfNXMFRUyAOpLnT47U58Hh5wzSQudriU6lCsEJY7vxYJ8WQrAwk?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?+yjmPoPsFUooCvN7qCc1SimRkOY+tV5jVKKnLBULUPPb0qpcJ6ACraKZYLy6o0B1QqyimWC/vVHYmguknJFWUU3P5Bd3qs/oqven4/E1ZRU7n8gvLpKcYo71YPhOKsopul8jAUUUVUBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQH/2Q==" width="303px" alt="hemingray insulator">

The insulator has two sets of threading that enable you the freedom to use it in more than one application, granting it an edge more than most insulators. It has a smooth base, and you’ll locate WUP, an acronym for WESTEN UNION PATTERN, inscribed boldly on the skirt. The Ridgeline was the 1st-ever extended-distance telephone line in the USA. It was installed to supply smooth communication for the hydraulic mining company in the mountains of Sierra Nevada. Wood and glass merged into a vintage retro attractive candle. Could be continuous exposure to the train smoke could lead to this like the indicators on the LA freeways are stained with diesel smoke..

Closeup of “EVO 1” style, No 9 sideThe “EVO 2” is a seldom-noticed variant which is more lightly engraved, the lettering with rather squared-off orientation and comparable to the succeeding Prismic style. On May possibly 2, 1893 Hemingray received a patent for "teats" or what we call "drip points" This would come to be an iconic function of Hemingray insulators. The Thought was it would aid encourage the water to drip off the insulator. Get a toothbrush and mix the baking soda with water to form a semi-thick paste. Use the brush to scoop the paste and scrub the insides of your insulator.

h2>Embossing  Sorts</h2>

One particular post was written by John McDougald? many years ago, and was published in the Crown Jewels of the Wire magazine. In at least 1 mold, the “9” beneath the name HEMINGRAY is really an upside-down “G” stamp. Yet another variant has a letter “M” placed to the left of “No 9”, possibly resulting from the mold worker starting to engrave “MAY” on the second line, and then realizing his error. Two examples, both from the very same exact Hemingray No 9 “STAMP” style mold. The a single on the correct is the wider version (produced immediately after the mold was re-tooled).

They have a strong wire groove and a very good tie for depth. It capabilities a round base with a hollow major directly inside the dome. You will find its CD inscribed boldly on the side of the skirt. You will also find it with a wire groove with a flat surface for the line.

ul> <li>Its special design capabilities a 1/8″ ding on the skirt and an additional thin 3/8″ slice at the skirt region.</li> <li>The second type is the most widespread, observed on probably 70% or a lot more of these units.</li> <li>I haven’t attempted to go into detail about the later, newer sorts of the Hemingray NO. 9.</li> <li>They continued to produce insulators a full 30 years from this date, the scale of their manufacture is quite impressive, even by modern day requirements.</li></ul>

Heat remedy can be used to influence insulator colors. It is assumed that the heating reverses the colour changes due to years in sunlight, but it is also doable that the altered colour is not the original color but some thing else completely. California purples have been shown to turn to yellow. Good collectible vintage Hemingray #13-62 clear glass insulator with tiny line drip points and a flattened dome top rated. Mold quantity “33” on the base of an emerald green soda bottle created by Owens-Illinois, Inc.

h3>The Hemingray</h3>

There are some variations, but they normally can be deduced from the above patterns. In all instances, counting the dots and adding them to the mold year code produces the date the insulator was truly produced. The mode code is a one particular or two digit number, sometimes followed by a letter.

Check under for the finest cleaning agents that’ll add the required shine to your collection. https://ctxt.io/2/AABQewDuEw The CD numbers on the glass , the roughness, and the overall look of the glass can help you figure out the insulator’s age. They protected the wooden poles from electrical current and ensured that electric connection never gets lost in the course of transmission of messages.

He initially designed them to safeguard residences against lightning strikes, but that changed when Samuel Morse invented the telegraph in 1837. To make the flow of communication from one particular point to a different simpler, telegraph lines have been introduced. The Mulford and Biddle insulator originated from the pilgrim hat family. This insulator comes in diverse shades of aqua, blue, teal blue, and cobalt blue. The glass insulator is 1 of several man inventions. Nevertheless, like numerous others before and immediately after it, it has gone extinct and is no longer utilised.

The CD 257 Hemingray clear "Mickey Mouse" insulators are the very best instance. No carnival CD 257 is recognized to be genuine, despite the fact that they are nonetheless common with collectors due to their attractive appear. There are some problematic CD's that are recognized in original factory carnival as nicely as later application. These involve the CD 230 and CD 168 Hemingrays.


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Last-modified: 2023-10-22 (日) 08:41:51 (200d)