But it is from the surface discharge activity that the exposed insulation can be subjected to degradation, and this can be a big concern. In addition, the organic nature of the insulating components can make them vulnerable to degradation from natural components, such as heat, UV from sunlight, moisture, and chemical compounds. A permanent reduction of their desirable properties below service conditions can happen with time, referred to as aging. It is also important to note that some degradation modes may basically take place even in clean circumstances, such as from exposure to corona activity.

For quite a few buyers and applications, toughened glass offers a high level of performance and extended-term security for higher voltage insulation. A 3-phase insulator utilized on distribution lines, typically 13.eight kV phase to phase. The lines are held in a diamond pattern, numerous insulators used involving poles. Most high voltage insulators are developed with a reduced flashover voltage than puncture voltage, so they flash over just before they puncture, to avoid harm.

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unqN/NTCD+/GEBqVoP+AeKMdJvsNsV5wmZW3m/iA6sbGs6Un0sVf97Flhg91AYr7Ik2FSV16sTmqgRVJokp5FPfeK08tO4DaVEi9/yxxFOBQv8AiVXDPssIqFSlTqjVIjKVyVupDba19Te3iCdt/M4m2/ZlojZQn7UjBKewgAG3p4uuLTjZ1y/KJS1ErgP/AE9FmMD83Gkj646SM3SG16YWRq1NT/badhJH5OSEn6YEcHET2gfMo4xso2I8gqyons8UejV+nVlqUUCmS2pTdiNSihQUARp7kf2jbBlXqe?/Jz5Qai2yvSxTKgyTbprfhK/8A8ZwZ0eu02TGcdrFLqFMdKTymnFMFWrtqLa1i3wOImO9UZlXclTITLMdpstx1tvlwruq5JGkadkp7nFmRRxgtYqPkkkpz?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?+qaG8VA5Nr0OnUVkP0N12ZIgOxH2QpKwha21MKcQsA+GxCxqFwFEHzxVUjgPLYQKrUYDlSa98Q3dM0MXaWpSdSipJKlBQFxsfEm2q9sF39IafkqlyJ1Rps9VblIK4cXWjkvKKwH7uIKgBpJKQQPkBibyDnWZxCy?/OojtXFOkIdd0JaQhZWyUXSFFQIB6gkWuRscZDpsWwnERimXry13Irh4f6zs0bAGNOqBGqBw?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?+1pEGGp0s81Cw22bLbCVnwqTqUALgm/4T6TZNzFmlqgU6LI4bZtcCI6EolSn6ShbiLDSpaRNJCrWvsN77DpinVujOetb46fcLa6OP6hmZw0qhzrmhKbknMNPyTnqkPUik0lytMIdXNnVEMxmwY7aFKcWhKwSlxDqiom?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?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?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?/D+iM6umihtIP0RiRbp?+T2I/u7NBgtMqGjQISQki1rEW3+eGcPhXRPD7QZpxK3LSBJy6HBi841aOpMpQKVB0FJsO1jvtYk79RjNftlxgeG8aWhKX2kzgpDrVylIvYg77WJPyONkJomR46i4zlqkNLFwFNwWwoj4hN/LDl2owENKYTTkqat+BLaQD8jtjbmxpkYWBu6yYsKI3h+ZeT2VqnBTkJAlOpShEwKVc221HbG1o3+kK4fNtNQ4uSKvILTaUDlSEKvYW7A4vV+p04H/0cCk7gjltW+px1NTpyEkpoxQd7aUN3H5HGcIgLJtaXWAgNIulSjvt4Uh9vXA4TZldv0JSbH8kHEFM9vKstKtG4JVRQvtqW+CfyYONGprsZIIQAm+9tkgem2Gz2Y1JJ0stquLD7y3/AHcR1Xj9PwoD4/8AqPr?+Vntj25s8SSExvZ1r7xPTlolqv+UbDt72ueN0pu9K9mXMYUfwldPnOD8gynF4qzXKSqwgtKH/ALyB/wB3HBmd1Ru7ESjaxs6k/uGLdQDtfmPwo6xo/wCI+v5Wb5vtU+1qpZED2e5LaT0DuVqir685OO8L2kfbRnK5bHs8xjfu5R5Ef/6kwY0WvMqFEIUlIvci4B6Hboe/XDd7Mkjqy+xcdi0T+isSIABx81xlHIeSoaZxM9vipNFUPg9TaeD3bk05J/J6Wr9MCuYnvb8zhRpeXMwZKMmmT0BEhj3uiN6khQUBqQ7qG4HQ40y5mes3AHuRum?+6Fp+tyMKIzROCLLZjJULgaXFf/wCuLNgynMPVQZxtQ8ll/ht7PPGOh0RqPVsrtQ3rqWtCqhHWQSfNC1Dpi16dwezowEGQ9TUkdQXyTf5JtixnszPLSQh/QrSdwnUAfhb9+I9/MVTUoBqesXO6i0kgfLCrui43En7pgdIvAr7JtEydWYcdLLzsUqH9haj0+WJaPR5TSdKyglPkTb9MRD2Y6y24EfaLS09LKif/ALvQ46t5oqrbSEPONuq7qSwUj8tR9MGbgw3QIBxObUoqRHU2ACAdu2OFJubtnp54E3M2TVoUGlutq0kX0Dr22wydzNU3EJ5VTmJUQCfu0dbb7Ef+Hrgn6cqvXtRotXiADYN+hvtgbfzxlhqoyaVMmciXFcCHGyhR6gEG4FuhwO17PqssUR+r1SpSC20nZK0oSpaj0SNtz/megxSVAzBV8wTZGZKwsqkTnlOXtbwdEC3+EDCWMe7CgVuU1hWtxJN7BaSTmChu7tVJlV+2rHcT4Lh+7ktK+CsU4w4H2wpHW3TywXZCyyuvy5bbpeDTEUr1oNuWvUkJJHcbnbywCHGvlcGZdSiy4VkbS7NsjgLaVuFpOPp0nofywxrOTq7lhZZkrTIaQEnnMqJFldLg7j9MJwkP6dyScP25ppwpJ0CLBUmGt7nfDPMiNGWqiryYVh2hTmnpfDPNSlJypUydv9nViTsuboQvKPNSedIrD228p9Q363UeuKxULKtb0xZFWkqeYnkAELW6q5Nj3xXFrL+eBgVYUE2iEDwggHp3wax5iVxY5Jt9w0OvkgDAXeyeg+N7YJYilCKyCobNpHT0w5BoSkZjdLcVMWSgbE3BxJRbLJ0jY4iaO7oHmLHEtTrF1Sdxc7YwzoVotNikecNmXnas?+mO9ynPdF6XCnUEnUgAkd97YT4h5Hj0Gnw6hERUKnVEvtrkSlFSy4S4keIdBc2SPUje+GtBzXQsitTczZieU3DiRFKUEJ1rUdaNkj8uuw6mww3Z9r7LgpwrsHIVemBUdxuQy0Ufcq3KRqJ8Rsi5sNgpNzc2x2Ihjmj7Ro8+WqRxPVHsSGioziWnLDSW0MORl1n7PrPvrLTiea3qkpWgupBuPC5YauoHkMQWRKPLzJFegSJz8VtNNfdIjLK1yv9qWSvSNvBz1J/xX69RW+Sc3M59zrnLNwiOMrm0yZ9w69zFDUdSQVWF1JGm1gANNrWxZnBU0irZhpi5z0llVOg1J+Ohp3SHpDU2Gttte26DzybCxukb2JBewseciN251PPZwv7rzcsceJmc8bXtz2+h4/NAVeiP5MgRKuiAtDM5zS2FqCy2SpYbQr1+7Xf8Aw/DEnk6gM/6uaStuJmdM9LhacfS02aepu6SAHy5qbVcrKkFPRQtbfGm?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?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?/4B3AIHKTlHL/AA0RSq5xVrD2WaVmZj7RobVPS7IWlSCglLreofdEKQfEVXBsNxcEgyLX89BvO0l2W47FZeIgCKrWiMVoF0t21FYsNu41dSRcmzzwaq/GPiJw4y5OpC4lGouWmEz5rt0rKW3FJdR1v+wgJ2BBdJO1iNDq2mMAAWdD5HVeayyOme?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?/wAUwYWewlxGUef9rRY4JrnidmyrZIzDS1ZGfie+UqXH58ipwg01raUnUsh02SL3J7AHBRDqFZQwkO5ceGloG4mRzc26Aa+uAXO2a851LJmYKajhLmKJ73S5UdMiVUKOhlsraUkKWROJCQTckA7dsT9MzFX1U5mM7kirNKEZIUv32nLCVaelkSiT8gcJS9n+tfymWjMdAPP+1QmfErVXFqcbspRSoA2uAR6fztgiZQF5QpFkauXJc2v18ZwL55CjV2blXhRpuTa58/r+uJ6M8s5OpuxITMVa3xO5xzdXO8PuEE7N98Ee5BTeC6pRsXHAom3mm/78UHxVQ6nMKuaE35roFv7IVYfS2NCZUSUtShcjxGyb9MZ54wOk5idQtNvv3R+SgL4jFtqIK2FNyFWBxiSWcypBc1BcUAX63BPp6YHM8sauFVFeJ3Wh9oJt+zf+NtsEvHBZTmRgJV4TF+l/88QeaAl?/g/RHLi7ch1s39RfFX6Pf74hXj1Yw+9lSnsdpvnmqpvY/Yjtzbp/tDGLThKmnjFMpSZTzcV33l1TSHClC1Ao3IB9TvirvY9uOJNZRttR5AsP/AHlgYtymNJ/11ynXDYIalWHzTfDMB7DPFDlb23eCO1UpgkoUy5YdFc5W/wD821sfPsmIkAKjFQsN+csXJO+18IZpzC7Sa9TKS2ykomtE6yPwqB6+o3w5U1WdWpJjfhuE23w8Dm2SRBG6QdpFOHjEZfb/AHqvP44QXSKbdSQysE9y8vb64dlFavoSmMbb2tvhu4xXD0ajEG/1xJCkGkyVS6YLDQoXIFw6si52A67XP87jHFUWmhX9U71A/rV/xx2UxmBs2R7uUE3tpx95ddWUuFhkW8lbH+OIpWtN3KTSXSr3dt1Wk2JS6uwO4O97bWN8dPsSnkhI5wIFyOYs/vw5P26khQiMkbgAE74SU9Xm1E+4saTYdcTqusJH7DhHdIePU/1q9vrhJyjwkJJU28bb7PL3+uHRlV1Niaag9uuE/e6vrKzSkk9Oo2GJAKgkJsaPTwAFIdvf/nl2/XCf2LT90lt4Ed+cv6b4dLnVcGxpAIPfVhH32rJCr0y4uVAiw674sGlRYTddFpiAVnnAAb/frsPPvhNdJpgUlCEug7jTzl7mwPn5frhy5OqCwhbtKWkpN7BWxNvrhByoT+YHBSSVabXI6jc/ri4BVTSRXl+AeqHLi4JEhe1/n8MN/sOMg7IeVaxJ56+l7Hv1w6VUpmnUaUpJO5Jt3/n6YgM/NcVf6LSahlKXQ6epzltxvfmXVLTc2UolJI87DT+eIJLRZUaHZFuUaPCTWmnVx1EpQVp5jileLST0Jtttv5/DEfm9ha8u19aVAgw5Vtt9kK3xkTP3CL2y8x5kjQ36rNq61KAakU6o8iGLgAr0oDYb9dSU3sTuN8RcDjR7QnB5yocOuI8N+rMhlTCxOTznm21oUNTbyTdxPkbqGwA72C6fI74ShiZrT+4KHepvKkcNUxglNyoajt54tXKaQKconqTvigcucXsoNcqDVTJiKsEayytSL9N9rp/K3XfF85Gn02q0tx2lzmJKEqAVylhRSTfqO18edwkb2y9oUt2XEwTR/tOBRZKkOx6K67HbU45sAEXubkDa297HFt0dim5cokWhUxDbbDDBU0hAASVnxE/Enf54rOl6Ww0p0DQHAVX8hg1fnwGpDE951GkDSnxWHTbHpoGBrTIeVLzeKbllMvdXhz89PIKr/arg0ybwpy7Vq1AXNcdzSw2FgWWErYeb0hQ3SknT07gd7Yq/g5xIgZaqgVVoL0mp1aI1GjLatoSsjWrVciyfCCT18P52v7TM9ys0PhXkCnyC0nMmYWZDrw6cqO1qVt33dSr/AKt8UFmeHSsm5VoNBorwmZifbRMkzLEKQlx1MdDaU9hpS4q253v5Yy+knTZm4llU1hN95Jr6gK2GIJu9SQPT7FXZlQPLfl1mdNZcemSFrff/AGbA2sFHYD+QO+Ku9orj1UMpVIZPoaoj8eZCvLDjZOne6bEG4Om5363JwWR8x5Xytl01XMtXSxTKTHsEpuourSgk3NgVHbqCfPGIq1xzoWZM7Ts05gyxKliRIW4lLc0NWRchCSAg9E6QN77Hc4w+g3S/pDI/4nE6+pWzjnhlRsOyD51IW60uFFQ6haR1Xa6R6gdMCK8t1ZgpdLAWnWAdKh8f0wbZu4q1jMa3ItEjxcv00k2jwUaHHL9S46PEs/MD0wL0qqzqSpSIygppy3MaK7pXbcXFj+fXyxttcW6LNEslWUwdlJZcIcD6Df8ACobHHRM5hI0h98W8v/HBxAqmWq481BruTXiCoqWuG54thsbeEn5qxPtcOuETzaXX8w1KI4sXUwppd2/Q2QoX+Zwdj82h3VDihGLex3yF+i1ZSFnbv064K6esbd74CqMom173wYU4htOtatKEgkqJ2A8/pjKWyBlCsbhyXxWJAbSVD3B0m3bxt4NpnEPh1kxDNVzFmOGhuDG90kSGm1yDG5hsnm8pKuWklvdSrJukm4tjPVGhTuLdSqtBh1VynU1iCVtlEpbanVakHmraCbuAXsGyoAfiNzZIubI3s78OcrCottMzJTGYaI/Takma8HA4y4kBZBsOWo7/AIbddugs428o8PykhJ1p7GovfyVVZiz7lmRnTONYpVTTLgCdlZ9E1kl1hYbfcW4ErRcEWcSL9NW2xxQmWufHqcadGUtVQhzX1htYuXmlIVy/CDe2kIAP8cHnECnyMuZkrtNo1LjU2mxIEJTMDlhpJaBaAUWwTukvEnUb3UCrxHFOuT3YWbpEFiR/t6GhIZQkFQcs2klKT2ISVGx/skddsBwtXZBG58v9LHfJKJX1Xv8A2tdcI+PPDWncMqNkmbX1sVODTg25dsuN6ykWF0aiLE2NwALbnFH5j9qbPOQ5eauGtPpNHcoleq79QXMTFfBdLhupDZKwNI1W6E+vfBLkXh8l+iO55yvSJbNXoTSZClNKKC+taSdJQQdSikq5iQd02SE3VfGU+Lb9VVxZrsp6my4yVOR3VtltQDZWw2beXnv3tjZwtlxeSHNdditiDsb8x4I+GldK0NdpVV3ja797rbPCv/SHZwyLRE0OVw8o9SjoIKVMynYyyUtobFyrmdmx2G/lg9Y/0n1UcUAODbCbdSa6T8f9xjz8pU9Hu6dR8RFyD54k2Ko0lVtQ8t8aDcPBKcz2j34Jpz3tFNK3Zmf/AEkUivZdqNCVwlbbRUYb0Va/tgkp1oKbgcne18Nsq/6QGjTJNNok3htLaekONROY1UErSFEhIVYoBtc9MYlNYiOHQpQNyemOZVkhvOFFcSogCpMG/X/epxD8FhgQ0DQ+K5ksmpJXqDnwWnN6kkLVY/W/1v8ATE3Tm2XcqUtGoFTr7lh6hZNvyF8Q+fgoy0XN09tt998TFBbScu0YlR8U1w7nYG5Gw+A/XHnmavd74hPHRoVi5XSnkv7kb233I/nbGceMraEZlNjvrdXcm?+6lA/luQPTGh8luBUZ6yQkOPuAD0FgPhsMZ041lsZmuiybOvoVYbWuDfHYw/tBTg/5SjvjY+g5hiNoXqCYSB1Budjfp5Ww3rTCXODEBwbqTPVby3TbCHGFHLk0SSpSip2ksEED9kIHS29zf9MPp6kK4IRuZpC/fAE3NhqO2wvirxckg8fVEbpGzxCof2Qj/AOVCvJBIJpMn5f7Ux0xcFFb1ca5ClX1BEu+43GsbHFQeyOkMcX8yMX2bpctO/e0tjFwUFa1cbJIG4CZnU7/jGDQ/xs8VWX43+Cmc/hLmfcvM2BCWr7+Z/X/PGDvaU4ucTOGeZI9LyXnCpU2PMmPH3ZiQUt7m6rAggbnsOpxvHPTpXxCy4gBQDkfUNSSNtuoPQ+hx5w+2eNXEGiqULp94ft+YxMjiHiuZ9AojaDGb5fdD0X2t+Pa2rx+IJfBvcPTWnL367FrEg37YftEM2Uiv0p5aRspxiEs?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?/wDIoXmiSPl/SrJ/jeJYNAD8x+VoZn?/SFIJ0S8nOsrBN9dYdG/wEY4Ql/wCkUEa6k5OZWlJBuqsPHv8A+64zLUX623snPKtzYf8AIiRcbbhWopI+eBWoZvzjSJTkZuqsTEtoLhUuI2nYeg/jh6HpVsxpjvpXqFnzdFSwC3t+oPoV6Gez17X3+vXPyMlqysiG2uHJk+8NzFuaVNtlQFlNIvex6eWNPcSAlOT0o1BILjYG9r7jpjAXsgpU5x+pMhQSHFZckKdsNIUVR37nbG+uJSyrJ7O5IU60fT8Q740WPc9hLu/0WcWhr25U9y6+pExltQIKwsXIJJsk+Ww28/12xUXHPhfl/iZlmoSqjLm0+fSY8h6NMhqSlywSVctYUCFIJANtjcbEb3tnLKl+/tlOlKShxRFv7pOBLONkZTzCSRb7PlE6jtYNqwYOLQSqPjZL2HiwV5uVjh7mqiU/7RXVZtapakcwDWspZWe6m77XG1x87Ygsu5pzBlquIr?+Ua/Ihut/dkKuptSCblCgOoBO17/TF4QuJORssMGLXMzw4bkZpK3W1k30lI6WHiPoLnfAnn4cLM3wmc0cP6y39pSFXkREsFLT19+Yk/sLvfUCNyb7EG+FDiZJWZXijz5pfHdGwYaQzYd?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?/DGb6ZTJlUortXisqd9wsH3kj+rSTpSVDtckC/qPPFLtpZsRYB7zd/kd9rNLHdvXfdaUi8VZuQMs/wBHYL0SnRZ+qUh16I6svtvJABSpB/AE3CFJN/CN9iDWnCOoSotXr0CbmSQ5Akrdjtq5S3A9vqT+IDSQbb2N7qHQ3wff6iZObsnQKnCzmp?+M1T2EQWpzR1NNJaSUJ1DZPe1ht+eKEytXatRKmUJd94kU+QpD0cLuiQ2kkak6iSFWANx3v2OyUAlie4PceXy24I/VAU2W8vBW1VMkU7NjktWaKeunwJTy3GqixH1SI11EC+lQBBsAQQbk7nooV3VPZ6zF7xyqZnqilkqISqY1KYJTfYmzSwD6XxodGcKZNocR+HR+Y2/HT4FuhOoKFyFbG/XvhhT69DQ+Uz6TpCTdKUK19vM2w3hZJ8IMgOn347p2KButbKkGfZi4ithK4OacrTtr2jTV3P8A8RtPnieyh7NvG5rMVLmLokByNFnMPuOIqcW+hLgJsC4Cdh5Yu6lZogxZaEinVFto9VKSxo7eXiwcx8yZeXMjNtqXzVkAKEZxe9/ljUjxz3EC1V7CzYK5eIClKnISkeEAK6dz/kRiYy06n+i0NSwkoEpxG+25/XqcQPECSkqaUkjUsA7EdLdcEGUGw7k9hzbUiYpadr?/2R+l8JRtOdw7vuEy49hqPMop5cdRSDbWTcm4J+Pf/AMMZx43KSivlaCAea+Tb1Kb40flbT9nN6E7WsARbYE2xmnjgoCuI8QIU9Ivt5KSP1/TFsaKiCnB6ylHPGNtTVPyw5qAUaW0lRt/cG4w7ab5/BYoQgXS6lwd7C9r+mE+NTiVZZyo+sWLkBo7Ak2LaT+/HGFl/hEtrTp8KXHB5JBv+tsc8fvSeCs0nqWeKoz2VxyuOebGtzpgTh18pbGLdy0oHjXLF9wmX/wBsYqL2WFo/195yPX/Yp9hf/wBsZxa?+VHQeONRToICUzO17/eeeLw6Rs8V0nxv8EQZ7AXxJy6nfwsHv22x5y+2TvnihuFJF5Mjb5jHo1nmw4nZeuQD7tcb/AAx5ye2P/wCl9BUVAn3mR4gNjuOmIl?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?+V8GU9KySL2v5J74gZ0NH2VVlONJUUtBQUb+Egjcfp88erwTwwgnu9QvHYsZ2uHcfRa49jpAHHWmqIJIy04fh9y9jdnErTHyfHaQAhtDjCEJ9ApNsYZ9jJtTnHCK51CMsLPw8Do/fjanFlhw5WZWlxJ/wBoYKhqsQAsbD549hBq13z9F4x3xNUzlmShc8pCiU8pdiO22Mx8aOPXCmvUfMGR2q0iqONJkwpMD7ScpjjchrYheyFui9xoCilViCk7Y0hlcLRUEIDevW2vUT2Fr3/P9cZN9qL2Zm+I7dbz/QMyNUWo0+C67IjKgNqbncoFQKnRZaVWBTc6uiRYAbsuD8pybpSbMdAa9/NZFRwpqFUpqFRZ7aELsdKaowltSj?/cuSLXHhNjiCbms5SjyKe7S5rlWgytAaC0FkpGoLBP4tV9JBBUnY7bg4H4tezhlase7VYvnxDnNOJBKk+aVd/MEGx9cTlXqKKtHQ9FlONrtfUFAA/KwsfrjIBdVOIpJzN/TuA3vnr9gUX5czkzXaxCprtKksuzDyk6ihzx22HQbevX0xzOc+Vl6rKjx4yGHooLbyOWi6h3SSAPPpiqBmjM+XpbS49Sc5sdzmsuK3WhXmD1GCXLFdgV6oOIqi9XOaUpRWSVBVuoI7388ONhhkbTSQ489vyk5o8RAOsaAWVw3RPwH4l/YXE2rVtVFenioxZyWYzY1uC6FL0BP7V0pKLf3sVw6/JzBVpLkGmqXLnyHFojQGirf8RShIBNgD0tsBizuCuXGKBx0okIhcluZKdTEdbIslXKXfWnta5+W+DLhtGgRs01Sr1FyKzyahVXUPPLDdlIW00Bc9fC6uw+OBEPDaAO/wBlpxvikot2KqegcBc71uUhVRiGjRCr7x+WoagkWvpbTuTv3sPXFx1HImRcjcMa1DotL51SFPkqdqMrxvL+5VcJPRCfRNu17nfDyu8WsuUlRjxW5FSkvH7phhAu4e9tVth3NrYDcz8RavW4z2XpFKhwU1BpUdSFFTzhSsaSARpA2Prvi0TZBrSZkfE2tVn6M6Qh0JFtYANvicLwCVWASm42F/gTiVzRl?+PlyqKp6GlKRpSokqO9x2+BwxixUJb5jGsdQQTfex/Ib4h1ssFSydjwHcF8gOONrkBLiwnmEbKIH0w8U69qN5Lw9A7YfriNCXIr7hdQbKWSCR288LKltA2ULEf3SccCjAg7LdsZZbqkoXIIkuDp?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?+uLsk7TSVL47BpaHzs42S0pIO7abEG9hYWGCXI7/8A90VKKtLbDrylbkH8KbfvwFZmfHusdVtKeW2PU7bD9fpgvyMUP5RUhKiCH1ggdzZOGoSDK+uX3CpIKY1WblZLi6WwbAKeTqSB+yD2+hxmTj2sJrcdCdChzJFwFX8WpJt8fMed8aVyqEtRY8dtZ5baNAPp0HX+b4zBx6LgraVqWVJRLkpSANxujv8Az1xHSH8QXYH+YqxeLhefy7lNzljlmkxlgj8Qu2Lj6p/LCrEpLWQ36Ujd9cW2gjexKiLDyGlVvh8cO+JjDknIGUn1KFhTI4uDcXDSN/qcQlYmLgQWZDBFnYRaCdrpASbn0F1WHpiH2JHOPu1dmsbWjmqg9lhlUfj7nBDmyvs+av5GXHV+hxbGVAE8bqkpH7Ql7WttrxVnsvjX7QOb1KJ8FNlWN/8A2mOMWnlkpd431JN/EkSrdLjx9f1xeIftx+K5/wAb/BTedQv?/AFm0DW2kkx+wPS+1/lb6486fbJKf6W0OyCi0uQLH4jHotncW4o0G4PijA9b+WPOn2zSU5roalftTJJG3a4xSX+UeJ9FaL+I+A9VnngjHju8SKcmS2hxtCH3NK0BQKkNKUNj5FIPyxoySWIcynsyAkFxRLqkHSlt1LKtQA6gXKrdDsPPGeeCyVDiXAbTouRJB19AOSu5/K+L5zu27Ep6USJ3KdcUV6UpCSQRYGxuobXH548X08c2Na2/+P5Xvf8bGTo9zgNnX9Gqsc11RUirvPISBqFinsLHA57kt0BRFifrieXT0PPC4ClqVYDucElUyz9l8iC81okchC3E/2Sd/0OBtxDYAGtVXwunJeUJU+mLdIQhBUfLT2xY+TcixpJTVKwOXT0LSlSl?+EOG4GlB7+p/hh9kzIi5/3r7KhHRpJbSdLj1+iU7G2oA2J22xdub+DtfPDXLOYGKetmJPnvsshNw1pSjVdIHYlSgDYX0nYggnGx?/SjGPERdWY1fLitjo7oygJXi+Q5nl6n5KtaTRYMxqbKy5R1lkSdDSR/WBsq2UbD8PmfQ+RxsrJ/CGp5n4V5JkMNAvOwaxFSE7/AHym02BVfYjluWH95XTFPcL+HFLDT7chLcdLS2niHF3WGEgtOrFr?/svKUUjayQL3Bv6JcFsroonD7LkORG08qW680latRQC2tOx3vff5HHlsQ0/5DjR0dhnZXN1zVdXlYb11+PzWh0vjT0DhGzCs5dtw+Fx/C8zeM+U3qFmmqNFKlN01TMSSwFXU3ZCRqt5Dwi/Qm42xR1dojCiVMalJV+nbHoL7U3DZykZxfriWR7rmhUiPJ1EoCbPEJNu+ywB6m9xYHGLMyZfcps6TBdQpRYcU3e9hsSL40+icQ6O8LL8TNOV1pdd+47iF2IrHYZmLbqHiye?/j9bVKVWmpbcBBtdWm1um2BrMUHkUCqLsq6GgCb?+a09fPFo12mpUUgo3HiwC51jFrK9UWgHdDYO3bmJGPXYOYmVg7x6rymMgysf4H0WkfYyQ45xheDWrUnKa?/EkDwg6xex69frjaXFJIRlRgOb?/wC0MX3tY604x17Ezak8YakAkXbycTuP+lA/fjYXF26spxylaklMpgi3RXiAsf1x9Dw3wOPvZfP5RTwPe6mMq29+GybIZWPhtjN3tP8AGnLvCfJ8+m1Kmy50/NLEyHGaYcSjSgI0rcWog2AC02sCT8icaIye4v38jUP6lZI72x5ie2jxAnZ04oVSgy6W/Baywt+Ayh3ZTo1X5trdF7KSe6Sk4eLxEwv8lnYh1EN5qnKjm6VWnisQo6UIGpAWNagLdlHv8LYaU9Ut6WQ6lPKcTzFbdFdOvwGEcl0hdckuxRJ5fKa5iPDe+4B79N8WLAyelvQh15KQrTqUkatu?/XGYAw6O2S2KbIDTG5ieKBpFHjuyhJksodbjgOKZJIDgva1xvbz3Hx6Yt7KtU4NJorEpmn0alyEjS8w+EqfSskXAK7qUOm4/dsP1zhjXnA07l59iQkbFCvAogg39CPmO22A4ZHzBS5EepVWnlllzWpClWKFFCCrSFJv/AGbYSnjEh7Ljpy0QJYZeryTktrv9haVpjdFihuoUdxlC1EuNPwFhNrj8QUn8vXAvLbSxNVBqpKGHF625NtS0X38Q2CvW/n3xSWRs4ZoyXWkxYLiHIs5RK2HklaCoi?+pNtwen7+1j+rcSm6g8ItXp6WXVnSHWiSAPJQPQddxc4zpYZ2mrsb7oQwvVPDRq08fwjGblOmRZCX3IDAWpFhNTHCCRY7K072+J+WKk4mZFlRsxR5uW6lrL7AcP36wtCwog2J6dBti6Mp1ZbzTdFclB2IpIW0pagsDa6hbv38sCWcG9Oabsp5aIjSUK8O/iGpXX0UMCw2LlY4i0XCtfDiMhN7+XsqiKlQMyRnzIqTUkuq8SnXQpQJP97cHH2FIfjLAfQpINgTe6SMaNZprMiMlwRffooALiUkIWU7dLXHfqcUxxQFEhZzcZoEWREiiMhTjL+kEOEG/4diOmNODFundlcNVpRvM5y6Jkn7NdCVaUL9Abav3j/LEqrhbMnkTKVK1RXgFt81xGsAjofF2Nx0HToOmA5mM3UWDIirLb7arrbB/F6jDdVUqqFFCJksJTsAHVADDJDj8JpMQNAsFeg?+R6lHpPFpp+Q4lDHvjzbiuoCVpUk?/8AaxszKzVJYhNtxZiZiVJ5hAspBSbHt6YwusmPn2RpWBoqOm?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?/CFGB/mVz8RApzhnlUNpOlMCKSbbAcgEH6fpgCqzp+xoRKrOuMJCh/ZTe9sWNm9fvHCajRUoCtVGiLBNtylCFD53HbFW1ZHLhw0lal606iSemwJH1GIxOjie4K2H1bXeUKezQ3yPaDzgNt6S6s2/vOxlfvxZmVk?/wDlrqaikbCT3/v4rH2ZipzjznJagQRS3UC/kHo4H0AxZ2WRbjRVLi4Ikg/8eCRj9qL3zUP/AJJPBTGdub/rSy+FEXMY2A8r7fS2POr2z1g5poOkHeXLPXvzCP3Y9Fc7KWnipQCB/wCqfwx50+2gLZly+q4/87li99/6zApf5R4n0CLF/CfAeqz7wd1f61ae0lQSVKli5HT7h3BLm7Nrz2ZJzE6cV8h5TY3AFgTbYYBcjVBdLz?/HnoKQplcixV0H3SxiIqlQen1KTLdUnW86pZ09Lk9sZGJwQxOMLnbBo9StrBY/9PgBGNy8+jVaVFq0KVIAKwoC2LayjSYFXgCoriDlRlcptWi?/PdURb/EE3ueuwAHfGdcmLgF1YqL6mRsEqKilN73JKu2wI6d/TFn/AOtmk0unRaRlqKuo?+6tNoaXISQwy5uVOBHVxdzso2AI2Hng9I4CTPkgB+3mvSdGYqPL1kxFcuPktJ5dhQ0uJnMx1rb1aW9SdYC7jUUrsAoCwAsPDpSOoONacd4T9O4PcP6HQGOYxFo66k8ltB8IWUAuKsLWKnCD3JV0OPODKnGWuwKRFpsyS9LbiuKcYU+sqS0FA3Q2m1gNStVgQPTe+NEK9tvPtco8bL1Qg0eRBTBiwlxl00IC2GVhaUXCtViQCdxfHk5+jZ2tka7cih8nBw88oHzXpR0hFJJh3xD4HEuB7wW+YBJCP8q06ZTsyxXZ1Ndjx5kd99RdbCVribpPe?/iSbjpdSEgAA3x6G5PprkTKeWoz51uRmGlKVptuWiCe1vxfXHmg57SGbuIWcKVVqlTILgYbRDZjQYikgMFV9IShW5F9jt28tvQbiFxnylknIaswIrVPjylxQqnRVrSpa1qRdI0JJNh0J6DpfcYv?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?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?/Iw4TbKSLzras2LCkwqew3IYcaGgW1JI/UYXiuBLigPyGDeTOnRg0UOAJCbAFIwyZqwdkl2VT4j5O27W9vib4TIIVMwItdMvkOS2yegNzfFiwrLAAPYC2GWUYtFeu?+5R2Uk7CxPTFg0rLtDeGtMVxNhewWbDHUTwVC8aqzczqLlPpaBulMYKUr/q/z9MT/AA/0jLs1TZPMQtQse1wMQOZmP+Qqc6i50tNIFza4098EfDUf8mvoFxd3cddyNv0w5E2pnBCef2wrGpSLKShAsEo0geVh+/GWvaPc01dsuakqalPNkDcC4Sevntf88appISVI0KF1WuP8/wCeuMr?+0+EIlOLVa5qJPyUgnt8sd0j/AAhWwH8yu7MgLnDfLJSk+KlRGiCNj92hV/ToB8SPPFY1JCiylalaTzVJ0gfs2Fj/AD5Ys/MHLZ4ZZclFBJ+yYOhPYnlpxVtX1olKjlSSkK1+Eefb6YpiRRVsPshz2YpCZvG7OMpIsBDdaAG19LzSf?+7iycrNuL4z1dSlKCh70B5bubH8hiuPZZaLXFrOpUADy37beclJH0xZuVAo8Yqwsp6CRuP8eDs/ji98Squ+OTwUpnIlXFWhJ66Yg/djzr9tm6c0ZfRYJ/2uZbf/AKU49Es5JA4q0RwEJHuiR1+GPOn22VqVm7LwJvaRMJ/+McLzfyjxPoEaL+E+A9Vkt55UWrvOoF9Lyxa5Fxcgi43x1du6+46zFLKUAKKE3UEDYbk79T388cqI/wCVpSdv?/OHB/wDMcElMYoa6Qt6RHbkvJupa3CQV9tKN9RsOtthcYFNIIu1RPDRXwsTp?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?/fSzdVfBemw?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?+JJSspCh57jp13HXFm5eby1nytxqcBpflPJUChOhaQN1oUOhFgSFdfM+WWwkOqtSq5Ht2N1p4aqOp3s1y51PakTs?+QYbziApLKIC3UAHdPjKkm?/S/h29cIcQ+BNGyNkZzMjeaHqhUow1K5TIbZ/EAAASVdD1v26Y0ZOpjC3CnTsRttir?+PEZULhvUhqOlQQAPTWnGziME3DxEuZZ52fRbGHe2V4o/LRZamZinzG+XqCE23tuThk3pdbso+PUd/TbDfC8RPMc5Z6HbGQTotJkTGCmCkmgAqCfM4cFhQJASn+fnhJlQQett9798KCWrzH/DfEq63XTkvO1R0BBNnLfDEpndcODS2JsiQCr+r5SF2UVgeFQIN02BWNXbUMBNOazzmpxyosLcptOkuktpCglxW/mPET572xNO5IiMU55mXIU7KI2W4bXWndNyd?+oAt5XGM9zg0d6eiY4PDuCZcOqzR25MuHWXG0Q58N+E6XnEI5LWorBF1eJWoAAkbbdsVw5JbpUmXIk06O9qbS2zdSXUNKWkklVwU6khR2P7Qv1TbD2JU2GSsPIUlxOpYsd0rHU/z/AJiEqC1Mo1uxze2s8sWFtup72B2323+Jt15cKKcygV3fdQmZak3PrBqHK02jstpS2d1FCUp13I6qCCu5sSpRJ63wFViU4wvmadyNRGq9xq23Fr7W/LErOEdE6ylp0KJNhfcE3t8um+BGfUkrCkrA3URYHa3wxMbNUKR97pKSr8OtKEgnVcotcbdPy?/XFn8DpdHpiJ9Uqzr6T7w1yQy2FawknV1tbt+WKhdlqX4UXNhpBPUeeLaoNFRTqZTUFJSrSHFmxBubK+eGSQ3dJOt+yvyRn3KMhtLRnPNuHcJXGdsn4qCSkfM4b06tUKfJMaBW4EhwHdDclClD4gG+AT/ZA2BpSVHz/AIYSTFTLUUJZ19iFC5/ywJ7muN0oYwgUtKZdY5cRpTSkq23KTffFnUFo+6lVrAoP6YyDTaNJSw2G3lMJQQoJbWUgH5d8H9DzBmymlLkLMtSKm0aQhchTrYHloWSj6YgOYqGNxWusyKtl?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?/li4aRl6NORpjylx1Wvcv7K+Gu4GJH+jSDIKFzG3ii6QpxpLhPzFr?/ACGL0lttlSLUySyhTbb7iUqFlAKIBHljsua47YLsAEhIsPIYuh7ITLzdhBpclSu62y0QPiAvEbI4WwHHbGgymwEnUuNISpFz5alatv8AD8sVyNtXEr26AqsmK1Nah+4e8rUwlWtCFKNkK7keXyt28sO5OYqhUnEe?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?+mEeIfHODnrJE2g1Civ0+pnQEBJ5jK7LSSQqwI2F7Ed+pxEZjqeVZ1Xfnw6yyLpTyTdQsdP4VWBuQbC+97C53JxGv5jodOUXko98UBusNKIKfMagOnTtf4WsJ2MxBaY3GwnGYeIOzAUVXC21tEJWmxIBsfLH1p0tqChviXzJV4tWlLeaTrKlagrcWGkCwv8L4hfTAgNEVdmyNVySMdglJ33+WE0mysfRe3TFly21C5EJzVSoBbWFFXOdVqcuRYkDom?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?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?/ja1otjSz3CTiDFKUtvUaWtS9IS1KWk27HxoSPlf88R8rIvEmOpwN5VfkIbTfmMSGVpV8PHc/liwe291Qxv4hF/sTUwVHN+dMyxnUuIiwIdOWgCygXV8w37i3IG1r+L0xpfit/tUehORiVpbqDKl2B8IB3v5fPFHexVRcxUmdxCn1+kToAqs6CuP71HcaKkIZWDYLA6E40pKFyU6QUnzG2CNGZh13Vh2XDuUdlpd?/tAjezFth6/54pTjiVL4SV9jVpLrIQfW6gP34tarurps0OQHDH1NeLl7aiSevn0xU/G1tTnCuveMAJYCtjY7KG+LDQUVJ5rL2WoktJSTGeKRYAhGA9tcht2qPUt15ySlbiXhDkohPqQsrUpp6MohchB02UpBCQACoi4OLhyQ/pitlZSE6SVHy28+uKRqdTp8iSmjSZtO+zpEtckypClvoZU0VhJZeTZxCjqV4CrRcpsdtpwOgcfBAn1ITKIt56i1Cm1mYphSWlPAS6Rq8fW61toUQ2UkCwJ7EDqcCkiiUWLAhVZrM1OW66taVR/d5CE2TY6lGxTy?/RPj6DTfBxC5bDlUFHk1VCPs90Leoyve2Et+HVqSnQNGoouboANklKiQMA0OU3TG0qYqk+M1ISEuvMxQ6w6oC+hbCiEKN7EkqJF/wAHfD0mXSzde+f4SwBF+/f1TWtScw1emtQZVfamRkPKcjtmeFtp2tquuwbGnsshXoL4G2kO3UhdRYbWBpSFKKtutkqSCB+Y64najKiyoCpahR1Oc1DZTGiFlKwdRJctp0kFKbJSLG5O2nccacRzUrKGNIXflrB0kepG9vnhCQC9Ew0811PMZVYqQo?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?/AIXQpPy3xK5c4j8R+LmeIVCQhMGnylLLraDpKkhClWJ7dPjhrn/L0qk15cGpNch1KrpRqBJT5i2Cmd4FtNJqOLg8BFVO49ceaelpur0Gm1VKkaityMGyoH+82qx/4MTDftUpjvNxM68L5TBvda4cjVt6IWB9VYhsxvTTRYLUJtbRDSAVEeLp2wCvS5kZxTMd9xx1ZOpROrfvfzP0x0kxY6iAVeOIOF7K+ab7RvBasAmbUZlLcdIBTOhE9v2lJ1J+uCenZo4SZnSkU3NlDlOL2SlMoNL+SdQufljMmXqPTau5J+2IcZ54b6y0Lj/PEO9lLK9YqD0GPCXFU0T96lfWx7A3xIex9W3yXGMjYrZDOTGHojbjT60haErGhYVpBFwOnYEDrhi9lCcwCpuWhaSbAuNlI+F033xkSn0XM2X5RjUDO9SpqE2VobdWlJPoEqAPwtgkgcTOOVIPLhZ+j1FSlX5coNuKI9dadvzxUtiGllWAkK0Quh1BhxIfjpdTqAJbWkk?/LY4Tqzz6W7OxHmGUjdSmzY+t+mKeT7SnFSiADM+Q6ZOaUNIcirW2o+psV3/4RiYp3tc5SSrRXMo1enrCRrLKkOb97AlBt8sD6ppNtcrW4bhG6lJNltlKrgdD1wg6JARqCUAp6XPTz+l8MKdxz4K5hKSM0Mw5BFyifFWzb0UtSdP/AMxwTxZ2Sq6tJpFYp8scsrT7rMStSlXGmwSo?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?+ouO+E2xr1IQUX0lXjsNgL9T8Pn0745QklCxtb63xyxtheNEVLC9KwkoF7WvhQUuStJU0pC7bab2OKF4BUhpOyZ2Plj7ceuHLtNqDP9ZGWPUb/phEsug2LK7j+6ccHA7LiCN16sOVHh9PNqxwehAnqqOoJP0AwgrLvAWWbvZRrdOUrqpl9SwPqcCk3PfEeCwqoQcuU2vQE7q0I0uoHqkYiYfH+iPL0VbIjzCr?+IsO9D8DhyXCYbDOySRvYe535STZsXIMzXhw7wjlzhjwOmk+5ZzrNNUezzQIHzthJv2f6HMUTl3ivS3h2RIa0K+ZCv3Yi4PFvhhNIEpmpw79nGgoYnouZOElQH3eY2Wz5OtFGK/tN1imePEWu66Y6PYD9Ewc9nTiVHBcpdQo1RA/DyJliR8CMRkrhdxfo7odl5VkuJT3ZWlwfQ4PIEXLEhIXRs3xbn8PLllJ/XE1GZzXHI+zs1yFi2wTJC/ocMR47ExG48Q0//ACBCG9kUgqSI/IqrIX9J4buio0udFN7aHGFJ/UYY504qUnI7CY0txUmpPCzEFjxLWT0v5YutVZ4lRzpLjcodudGCv0xmDii9XZPEd+XUaKw7Xn0aGlqQltplod?/TDTv8kxMQDJWs1vtB17d2/wBUOLoiGY2zNpwI+6Hcw1Wp5hSK/wATpwjwUeOJSGlWFh0126/z1x8oVJzHxLWwuE2xCy83/uUqKVKSNgLAXwvFyzQGJSarm+rO16oXumNF8LDZ/wAZ6/IYIl5grctpNPocZqlRAAkIipsoj1Wdzjy+LxuJxjiYxv8A8nafTdbkWCZEMpNdw1/pGcCBlLh5TmI7T7CUoQfDKAUUH+4ndX54hK5xDZnvAUqkqlrSfA7IGlsH0QOvzOEaRw2qE7/bqu7yGzup2Qvt89ziaEvI+W7IgRVViUj9o+FoH49/rjLjwcLHW8l7u736lOjDNHbLQO86n34BDjNGz3nVwNvOPlrs02NDaR8BYfniZYyLk?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?/OpXr39CfFb54jKYqNVgl+E+HkOAEqQfMX0/Hff+GDeNNj0OO200hJlv3DafL1whPM6N1BOxxgt7ykDSc+5TcZYyxxSqaS0gue7OvLU0gf4FFSPzGHqeLfH+hsoclu0mrteTsdFyPUoKPoMIpqjcdwMAmTIeOpxR3uf4DERmmaiVIRDZVYtAcxY7qPb64rF0hI404KpwlnTZGNL9qqux3mxmrhg8ooPjdgPqG3mELSfqsYK4PtWcLZqQieKtTVk2PPh6wPiWyoWxScebKgx?/d2ZKiomyz11LPXr2GJKZKis07ROpkOS4vw3WynUT8sNDEZt2qhgDditBUnifwmzObUzOVEcdWQEodkCO4T5BLmlR+QwRiHEckpSw2otllaypDlwBsO/+LGKsyQMnsR0NvUcNPrN9UdZSR57dDvt8jiPo8MQSHaPnCrU1XU6FqQB5fgIH/hi1RuF6j6qnaaatbhTRVIS4EyhpWdXiBJFh59vyw1co8nUtSClY7EKH78ZYpnEHjdRB/yXxBbqTbiwEonBD5IB6XcSSO/QjBK17RPFulqQK1keny0k9Y3Mb1epspQ+gxGRh2KsHu4hXy40tlxMZ/wuK6DpfztjpqCPAEkkeZvvioqb7W+XWVrbzVlOrwNQ8KmlIdAV3tr0H6nBlTuP/CauNIR/SBtkrF1IlMuNEX7XI0/kTivVOAsKweDopOe?+tSlIWEpTft5fHEJUGVOtrQgLVttpG+CmnVLIWY+YmjVqHMdfAKUNS0uLBsd0puSk/LyxIO5ehqc/2VXJvspJN7Y63AVSgNBddrMXHtz3SgOqBJDUVKikCxGp0fnsg4y7kuSufVYZp3vOtpEpccU6Y2iVzLf7hL2zxIUkGKfE4BoSbrxsX2nctyYFJcqikhyI4w0yVgEBKkF1e/bcKH5HyxgvKzoiORqlVqYzLpSHgiQHEKWhaB1S4lKkr02PVCkLFzpUDY4bwUoBIdzSeMZW3JE1a5TjrsRMOJKkOtuNNl1pVPU0rXqSUtg8tCrBQLYJAJIHQDAjSY7vNDjapJkKsUIafDb1vNJVbUelkpBvv0wVT6gXmKpHbkT34rUQqSUITOaaRrQEFalgLabssAKsSCQP274GF02XTWWHpjDbceagrjrlR1ciQgWvy3Bcg3sDptY7EjD2INu0STNBRSVXcQ68tLshFlWTqdghhYsRfwIuEnbe1ybHzxDtICnUt6gUlVrhJJPw7n0GJSquJQEsSCtw2SoFEoOJsQdrkb2Nt/S2/XEXHK0vJLWu6TqGk77d8LO3KtuF0UtS3FOLOpSiSSe5OOal20ajby7Y+HVuL/HHwY5cncB4MPAqJ62PlbD9byGXFJKCAepOIppsqQq24Sb7dcSzcd2XFQ8lBKgACbXwF4F2isJ2T+POL7QbV4iLC9txiRQ5CUkFxCtVt9jiKgokxj4GV3WOhSbYectSt3WTr79sLuGuiZadFtWlV3MXDuruwqvGcjOtKJ0qBUl4enYjByihcPeLcf3+lhml10i60bBLqvUfvwbzmMl8XaKOeW1u6fA6mwWk9sUDm/JuaOFk8PanHYnMK2JrWxT/AIrfrj6LPhw9vU4oWBx4heZil1zMNO+hTjMGTZeX5hg1Kn8lxJslSh4VjzB74YHKL0hbaExEqSs6dY6DFqZO4nUHNNBYouf4zUkaSRL6qHkb9sA9d4k0PLdUfpuV4bsxhtRLBWOt9r/DHlOlMK7o4itQ7bvTsWImxJyRt1G5OwTWPwrnvNF+OeSlJsSVWw1RTYuVpCahOzU/Gksqu23HfK1Hf+yNsRk?/NGdsz3RJmmKwo7NMm2FqVkea?+Oe42VDqXHTYfMnGFJNJVyuDR9fM6eq1sNhHZS1/bJ7qH59FLVvjPnOedNDmyoraQE81SrrI+HQHA/FpddzLOXU6k8/JkPkXcWSpSv8ALBCxDy5TiW5Tqpzqf9zHHhv6noMSBq1WdSGacw3TmbWAbF1kf4u2ANfr+wyzzOn9+QTohYz4zXcEhEyXBp6A/WpbMUdQlRus?/BPXD0V+kU1HKoVIDixcB+SPqEj9+GkaiuPL1uKW64o7k3Uo/PBG1lmLR4CqvmCXFpUFtOpb8pYRt6A9TiTCXn9519w0H5KI15b/ABNrvOpQ2+a3XXAqbIccT5K2QPgkYmqXk3S173MKGWUi6nX1BCEjz3wIV32gMo0uQKPw1oL2ZKovwokujSyk?+YHceuGqKRnbNwRWc/1lbxPiags+GOz8Ej8R9ThuOKhQ7IQHEA2e0UaT86ZUoBMaksGtSkj8SPBHSfU9/lit+InFSRBpyqjm+s+7xVE8inxvBzD5BPU/E7YgOJnEzLvDSKuBHS1NrC0nlxknwt+rhHT4YyzmTM1ZzXU3KtW5a33nD3OyR2AHYYfjjjiFgWUlNK9xyotzxxOzBxEk?+6BxUGkMH7mI0raw6FXmfXExwkCYFYU40j9jTe3rvgCyxAdq00Q2iEi4KifLF35YokSisBLAGojdXe?+KvdSq3tbo1kulYFulr4h57h0gXw4VKUpoN364YTV2SSfj8MVJzarkw5h19NsO0PFTe9/hiL5t12BI36YdB3wHsBigNFSBokpCyASDucMXCs2uThR9fi06u/UYbFwqISN97YvmXUpelaXHBqVpSnck9EjzwHcQc?/prC00qlvEU5gnR295cT/vFf9Gk9B3OGGb838tpyjwVq5RPLkLbNi8r/mkny/tH5YheHeSK1xMzSmmQ1qRHbIcmyQnwMtg7AdvRI/hiHOAFlQO04ALRvBH7KayUJFOkuyHDJUqa86m13rJJCR5Wt+WDIvOKeemvE+8OCw6fdp8hhpGp9IypR41Eo7HLjRk6WkAXK1d1q89+/njpzClF1L1KXdW47eZxmmPMSea1GuygDkuyKo?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?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?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?+FHlXSENjdWyfQeeBIoSKkGVZhN0oSd/344ZCWAQ0kJt4UA/rh8GltMhDYG9gThhNbDW48rXHl3OKgWpJpQk1YK1vOL2bTff8hiNitlbqVOi4WorWPMD+frh3V0a1NRUGynFa1jySOgw5pUDnJWvpdQaRYfsjr+78sEOgVAbKeyLRoaWgmynlDUQdwLXwxeKksL1AkukIHwvhxJiOiShb62yAb7Ktf88N5ocSQADpaQTcja9uv8+WBAIl0lKYtCXXdVrDSjp2G5/S2FZz3MeaOrUEqHz?/AJ2xHRA5ZKQq12ysm/cn/LDlwFlSFuIUpLpGnt263+Iww0dlBcdVLPqSkJYFgkjv1+P5nEM/pMeS6u45awkW7i2JR1SEPqB3CBa59O/0xHvMrcpLkgp2dWSk+W/TEO0auabcoKGN722/Fb54eQ2dSGVr2upXz3OG0VAKEA3ulPXz/m+JNhtICEg/gO22FSmWodqE9hutSWFylN6CLhSTpsUg7EX/AEw3ebKw26y4habEGygLXOw+uGNcXbMU1ANwQ3a/+AY6LcbdZbSQPxpPXoCf8sELdAUPNqQkqhHLEe78dSCHUkBSbb+e+HcKnQ3RKabSpsKWdFvzGEFKkBrRGkuIb12UkbpUfh36YkoRUmY6t1QSPCo7bWIB6fPFSTwUho4ofqVJXFl84AqDqCrV64Wp2pxTVySHhyiki91fs/PE1UmDJgoeAuUkj?+fpgfjuFptxDailaCHAR2t64iy7dQQG7Js9EMeahSgAlSuWRbqlV/34jYqSy4uOpP8AVrU2R5DofoUn5YKasw3IstLYQHE3TbfSeoGIOWyVS/eEoKg?+gKNj0WBZX8cWBVSEqyyZEFTaQNbJsRfqO/8AH5HEcYbJJK0EKvvibpbzKpLjaieW8LkdD6jCztNQpxRJBN+tjv64nNR1UZbWYASOhw9iVWdGfL6HyVFOk6t7gY5jmNiJzmvFFZNWps12oy6pSVuvC6BcEC3U740HwM4h5pjT3aemdrjmQ43oWCQEgfHHMcx7PoV7nSvDjd?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?+v7r4hn3HNZstQ2HQ26/+OOY5iGqXJwhOifpCiRy09T5pJ/XBA0w2uP4gTy0Ap36G9scxzBB8KofiUdUbqDhJIOtQuMIynFtUtllJ8OkK388cxzHP+FQ34lDxVkLSAB0A+ow+bUQ+tI2At9RjmOYUO6absgPNDihmV2xtflg/wDCMM31qZabUg?/iCuvooWxzHMMcAl?+JT5k6WkgdLDEoltPvKiRe7Y+gsP0GOY5hc7ow2TiIkFl5o/hCzYYGpKEpeOkWuSNvjjmOY5m65/BSzbCF0iOtd1EITYn0WpP6AYgZKAxMlMoJ0IdStIJ6E3uB6bY5jmL8VUpoy4puQAk9Cq3yODOBAYkxG3nCvUoG9jYbG37scxzHPVWr/9k=" width="304px" alt="glass insulators electric lines">

Materials range from upgraded sorts of paper to inorganic compounds. Oxidised silicon is quartz, i.e. silicon dioxide, the primary element of glass. This occurs simply because the "valence" band containing the highest power electrons is complete, and a substantial energy gap separates this band from the subsequent band above it. There is generally some voltage that gives electrons sufficient energy to be excited into this band.

It’s required that you completely clean your glass insulators as they rapidly collect specks of dust and trap dirt on their insides and surfaces. This implies if you ever come across these colors, you will sell your collectibles at a a great deal higher value compared to the other colors. History reveals that glass insulators came to life in the early 1850s through a man known as David Brooks. Having familiar with the physical anatomy of glass insulators is vital if you desire a deeper understanding of what is to come in this post. We’ve curated a list of the ten most beneficial glass insulators around. These insulators are very sought following by collectors and everyone.

Right after soaking, get rid of the insulators, applying plastic gloves, and scrub very carefully with NON-scratching cleaning pads or OOOO-grade steel wool. Most insulators will respond properly to cleaning with BKF, despite the fact that some may not. Some insulator collectors use lye as a cleaner, but I do NOT personally advocate it unless you are Quite, Very cautious and take ALL precautions as directed on the product label.

h2>Case History 02 1624002</h2>

To overcome the challenge of humidity, the SLIPS surface showed superior water droplet mobility even at −15°C. Pollutants and the smaller sized the density, the extra certainly they are impacted by the electric field force. The most typically applied glass insulator price guide has been published for a lot of years, in several editions, very first by John & Carol McDougald?, and in extra current years by Don Briel.

ul> <li>Hubbell was founded in 1888, the exact same year as Ohio Brass which joined the Hubbell family in 1978.</li> <li>In addition, the strength of wind energy constantly affects the scope of influence of pollutants on the energy method.</li> <li>Option components are likely to develop into increasingly utilized due to EU safety and environmental legislation producing PVC much less financial.</li> <li>In mid-February, MPS hosted the GIG Board of Directors and their CEO in the Fort Mill and York offices.</li> <li>After a 2h glaze ice spray, 82% of the surface remained uncoated.</li></ul>

They are designed to decrease the electric field at the point exactly where the insulator is attached to the line, to avoid corona discharge, which final results in energy losses. Employed the RF magnetron sputtering strategy to create a nanostructured ZnO?silica?PTFE sandwich coating with CA 167.two degrees and CAH equal to 1 degree. Immediately after a 2h glaze ice spray, 82% of the surface remained uncoated. These coatings had been manufactured on glass slides to mimic glass insulators for energy transmission systems. Railroads, trains, and telegraph lines and insulators have had a lengthy history of becoming interconnected. Big numbers of old photographs of railroads, trains and railroad-associated scenes from across the United States show the telegraph lines with insulators in spot ? in their “original habitat”, so to speak.

h3>Distribution Insulators</h3>

Through the 1960s, 1970s and 1980s many of these lines had been dismantled as technology sophisticated. Currently, a handful of lines applying glass insulators are nonetheless in service, but are only a tiny percentage compared to the heyday of open wire communication. Old pictures from about the U.S. show several phone, telegraph and electric energy poles sporting huge numbers of insulators arranged on crossarms. Some telephone poles carried as several as 20 or additional crossarms, every 1 bearing six, eight, 10 or 12 insulators. Most insulators are discovered in some shade of aqua (blue-green) colored glass (standard economical “bottle glass” or “green glass”) but several, quite a few other color shades are located. Hundreds of various designs had been created more than the years, and insulators are discovered with a wide variety of embossed names, initials, patent dates, and other markings.

h2>Transmission Suspension Insulators</h2>

4.Due to transparency, some or sun rays pass from the glass insulator, thereby decreasing the degradation of insulator. https://telegra.ph/Vancouver-Dog-Owners-Express-Concern-After-Household-Pets-Electrocuted-While-Going-For-Walks-On-Paved-Sidewalks-10-16 Have larger resistant to breaking as compared to the ceramics and its mechanical compressive strength is 1.five occasions larger than ceramics. Right here, as embossed on the base of a small cobalt blue Bromo-Seltzer bottle. William Franzen & Sons- W F & S MIL marking on base of amber beer bottle. Can you give me some hints as to exactly where I can come across insulators/not from antique shops/flea markets. The worth may perhaps stem only from the fact that an insulator is a piece of United States history (or another country’s history) that is no longer becoming manufactured ? a piece of “industrial archaeology”, so to speak.

And modern day model railroading layouts often consist of miniature telegraph poles with tiny “insulators” to assistance recreate the “look” of an earlier era. Lots of earlier insulators have bubbles, streaking, “snow”, surface creases and other marks of crudeness which was prevalent for this type of glass simply because top quality requirements have been not usually set as high as tableware. As extended as the insulator performed it is duty adequately, the colour and minor imperfections in the glass had been of little concern. These “marks of crudeness and age” now add to their worth and charm to collectors of antique insulators. The unusual colors like amber, olive green, cobalt, blue green are extra collectible, and the most rare are mixed colors or Vaseline glass insulators. Alexander Graham Bell invented twisted-pair phone wiring in 1881 by to stop interference of electrical and phone lines on the very same utility poles.

Non-ceramic insulators can be created of a selection of materials, which includes plastic and complicated alloys. The major positive aspects of non-ceramic insulators are that they are much less expensive and a lighter weight than most other supplies, and they can be used for extended-distance electrical insulation. A single disadvantage of non-ceramic insulators is that they could break down over time or as a outcome of severe weather circumstances. Regardless, a lot of consumer electronics use non-ceramic insulation.

The style adopted gives this glass insulator a dominating presence that none can equal. https://click4r.com/posts/g/12411292/ Its unique design and style options a 1/8″ ding on the skirt and yet another thin three/8″ slice at the skirt region. This, combined with its rarity, tends to make it a favored among collectors. The rich dark blue colour adds to the beauty of this insulator, and this uncommon item retails for a whopping $5000, miles ahead of its peers.

Last is a CD 166 style made by California glass ? value appears about appropriate on this 1. Get a toothbrush and mix the baking soda with water to kind a semi-thick paste. Use the brush to scoop the paste and scrub the insides of your insulator.


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Last-modified: 2023-10-16 (月) 19:26:42 (205d)