The sophisticated functions and benefits of the APEX Generation insulator along with MPS Application Assistance promises even longer-term efficiency. Not only have a delicate look and steady high-quality, but also assistance higher voltage transmission lines. A suspension string can be produced appropriate for any voltage level. In 2020, industry concentration measured applying Shannon Entropy, was 4.37. This means that most of the exports of Electrical insulators, except glass/ceramics are explained by 20 nations. This chart shows the evolution of the market concentration of exports of Electrical insulators, except glass/ceramics.

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zh8ZiWE1S6hBv1dSADoQOr1un7ifQ97Xg77F9IqFMSM1Tuhjf8AW+AQsLH9LKzhFPqqA4gHEv8AAuy02+RWRQ2FXfD6tfMyJaxjYBgQ0lxkuOtiVfwez6TTTZk6vNIEjeLkWgISk2VyyUVRUxOI7WZ7tfvHlr3ls7oGVgubDiuP9IVJppvpsqOzsaOsfOY5h2subU+rH8y9Rxz2UaNR9w2mwuhov2RuleMbRJeSSdTJnvvm53J8FzNfNQVfZpwQcjj?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?+a0tiSMOtWNyJtmHqkXEQPijqyKdPMAASTcybaZW7u8qAPYRcmTGtwHch4/AKbHTnYJMUwDJEZuQ81UXoavWMQTABMBulrW3usrGHdlbmBzZhEaLIc1zjFo0BIc57hItxWqbNDQIjd5X70NjIKjnC2gP1uURBJsLK01nFO1k6KsmnRWazzUkEC5VgtA3Se5RVKO8jwm6B2fTkIgnThe7s8gMAiDUoRwotgMAihME6QCCJJE0KIDAJ4TpwEgGCeE8JQkAgkQjSSsAQiCdJIBQmhOnhIVDJIkkWMFRYzDMrU30qgllRhY4RuIjzUxSH13qMlaoFKnZ80dINnPwONrUH/5L3jk6mTYzwy5T4lVKjTNt5nutH5QvUvTnsMllLH023aRSrd2tF0e9Ms/0rzChcR7slsa5SOXfHgvGa7F7OVo9v6fnWbEn?/QxtoYMyRucFjbMxVbZmOw?+LomH0KrKjeByuBNM78pbLY4ErrMc1uRxIuBNu148I5rk9qPqVC1oBLpAYxoJM8bXduup6VytNFOtnBRaZ9Q0fSBgXspOotr1zVpteW0qf+DLQ6Kz35Q3WLSvNPSz6TdoMDWYMNw1B4c11VsPqTNhnvAPELD9H2zzVpjCYmuwRDjSkGSX6Oa3svdLwYMgTxBW56QejTH7JrOp0KjH0IeWOyl7m5sr5FOWjsFzgOAXpsinPFw/B5vQajHg1Klkimr5T6o8Qx2NqVnF9V7nucTJcSSTvJnf?+g4BbFXazNoinTx1UMxDKYo0ca71DTZm6qli2iwpjNlFYXEtzAwSudrscx2R1zAIPFugPfaPBRcZvyXhsmpyY8jjPn7TP0dpdBptVpoZsNLi4NeP88o9d9HrKgxGKwu2sXixXwbA7DbP65hqYiQXRRq1vWBLAAARvurW3umWBrCngMXsPH4Rhd1TX1to4jBOAqQMtSqOy?+lfQki54lXuk7dnY/o9g9pYV1PGYrYf2OnXFWk5gqMY+mypRrU6gBNKYcDcdnmV29DbuKxmzMLtDC7RwOzKBos62i/DNxdKk?/exz5YWCBGWBEL0+GPGyMvCfhtr?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?/AMoHitgUWUogXgT3wJ+MqFtUUaYZAGXfwjcOaqMxJcZG824nmVzsmZLhFuPDLIybH16h7DTFjL7HLaey3Qu5lT7L2SwS6HOcfWe5xe9xJAuT6og6BNhqBfB5/Nv6LdwrQMoi0i3g4/MKi7dm1YYRQ4bkb1VOAHlpeGjLIZxjUX0Udd2SGj1t3LfdWnkS4jQDs/L4kqFlC8+ffwVqbfAbYx5MfEipqSdIB3KxSINMP4gjxj9QrGNENOmhuqVFxyUmi0TJUlHaye7cqHr1Y3dwAPGFi7dxIaGnstNyZZrvtxsFq4p0d066fRXN7fxW9jA8ge6YEb/eLpvZTZKCKlEl72Fukj2AI0kwfV9kKTFYoPrlzZOXNFp9UBpAixuCPBV9mQ6s7MQ8wTUJ0aNfV0aLG36oaVUzULQdTlIBdmM5rU2zA7QElQoudEpqPmQ2L+tbfeSPZ7lea50DfpeACedlm4ds1MoLiC7WOF4+H7rXYyTy?/NEn4Eh2xqUdt1km0+G7mD8E8tHM9xhRHQTRP1qo60zAkzuGqVSuB3qxhWCJzCTqeXBNNEXaPpGE4CQRtC9w2eTGaESSTVFgIIwEyJqTAQCcJAJ0gEihCo6uLpsnM4SPZF3eXFRbBX4Jk8LFHSSiMTTwz2upGsD1L3FmV7xE0z7j7iPFbkfWn9FBSscouPY0JwknCYhk8JQnRYDBOkkkAkkgiLUACkiyrM2xtelhR2zmeRIY2Jg2kzZreaQmSbcwdLEYavRrECnUpPa5xIAba1STYQ6DPIL5y2vgamEdDnNzSYyuBLpO4bxv8l6H0t6SVXlvXOcGVHHqcPTAzPtEtbZ1Q/jNhM2XHbWw?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?/Mu+6BeiTalWm3FDHO2Y2qA9uQ1jWcw3a5zaRZYtjU7wvVcVj9kz9nqY3C4anRJaaFDqmA+zDqzhnaQ4G7I3Kx0qpYDaVCmG449XRa5xoYermFVrQ2z6dIis+AAIHvHirMPp2OFW7rrwWa/wDVGozWseLYpu5Scd3hJVarpHnm3fQy7FkPft6nVrNGXPUwdLPAM+sx4JM7zKx/SR6L9p1msrYfC4J5pU8tQ4E9Qa8Eds4d8MFSZ0O8cFX25jOjVR5wo2HtQV5jr8MzEl4MmHtp1nZ3DkQuRw7MfgNoY7DYbbFShS2fmfVrtdWqjqm9WA4Yanm6x46xsiIEP3BU6mOH8VG1LhtPn?+50PTHrtyye7Tgm0pwSTTpdw++OzjNp4SrQe?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?/kss/EVY9v1bgzZXXYHE44ZXtDKB/yyCKXjMGoOWl9F0+xNhsoiwl3vFoBA4NGjRy5qSi2UuTkc3sXo0Kc1sQX1KlSOsc7NVqVf?+oWAxTm4piBbmtLar5wlfAYrCnLiqdRjKuGZ1rZ/yzWYY6moIY7Ui25bO0ca2gIaMz?+G7x4Fc9iTWrntnMJkCOzbS2+6UoKqLMb2uzwasCx+V4gN7LhuzaeN96mc8DmLQAuu9KnR7qMuJZ6tU5HNgdl8TPcWgX5LkNnULAuvGg1MfRXk8+KWPI0z1uky+7DcZeLw5c8w0uB3fVlBs4VMLXp1qTzTqUnh9N0wWuHyOkcyt?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?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?+ueTeBu?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?/KNPgsCbfbOnwujjsUzqajKjCczHh02FmkSPKR4rU23ttjaZe9rKuFfIc6rrTY+MlYFp7Lw45f5jwtV2ph7wbEblQ2XMvoVO018lggOmfWZyEX7yVdhmlKjFqcbfJBtIZCQCTk7bedM3PwldBsjo5RrUqZbiOvxGJwubD0KVPECozGZ2sbTeQ00XU+ss5xc2MzTEERzeHpfdPoB5dVwbsoGUkuou7TRNy9oa5pn8K1ui2NxFJlXAD7QQ6X0fs1XC4aozMWGpOIqtd1VIjD0ZiB9yJUc2GDnuku+D1v6U9XzRxS0sJVzuX/07f8A9Nu2qeH2jiME/DVatbF03MpXAp030cxqDEUnGMshkvgkQRxn0Ta+zts1yRiuj/RyvTdZ04siRwDn051XgHSJ9XB7Uq1msdg6rKlOo1uHrBxpipSY8upVmAB0tJdp/m8lq+kyq+piSOpw1cYqizENrfZqFTE5XQXONSmM85mk5jucVdptXHHieOSva/8APDO36p6X/E6taiMklkim/wBmvKqSXJt+lKhW2VWwv2Wo/CUsVQeamEpY87Qw9CsxwD6VI1JIpZXsIaRvMCypY3p47GYJmGxrKj6tOmKYxdCt1FV9FskUa7CCyq3tRNt/Ez521rWbhOggCTHduv8AFX9l7NxGMeKdJjnT7IgQOJcbNHMrFLUzlN7FSl47RvlpNPhwR95puP8AufF/3Iata5DBPMr2L0WdZg9nFlVpbUNWo5gcIOVwa5r4Ps/uqfRjonh8CWvflxOKHC9Gkd8TepU/FoLQuxw+FLiXPlxN+OvEp4sTx8vs8f6/6zHWL2Yfjd3/ACMXEsfVcXEntGXOOpPhaOXctHZtLQblrDATu4WUn2QMNh+qt2XyeaVLgmwlAAKfqtYEosHS9/yWiC0AaeFvzT2Ie4zRQfyb33KsswFMjtdp0an9lM+SbS4/BLI8+yPgo7UTtnObb2dlktFuS5jB4w4apkeSWPtTPuOPsO/CdfIL0l2FLhDoM6zouW6U7DaWEiNNFmlF2XQaoepUGWeAgfxHX5Jy3sjuuuU2VtJ7HjD1vWzdhxIGZg0B3Zx8xwK6V1SRraLKHTJOmZ7c+bJZgv2gSD2rx5KRuGykEEzvJMqGpUiAIL895OgF5kdyOtV3TJPehOlbE07IdpYgMZlHtGD9blTw7ol/uC073O0tpvVbabjnaP3/AGVzBYKtWbTDGw27nvdMTuhu9STcuiSSj2VcVVytudbuPen2RiCCKfqmoTkLpaHj8J1ceS6HD7HpMOc/eVDcuIs2NCG7tVLitlU6oLXic0SZhwLdC0i7SNQne3sjusgbRgSQD3BAZNxZR4aq6m8UK93SRRqxDagHsOizawv3/BX3Ujw+IViTZBtFLJry3oHs4KzVAEgnwVHE1j6oMcUuENchPc1trk8N6q1RJkzqpWi4TgzZRsmo0fSycJJwvcnkRALgNp1srqhdfLWdkGV8DNUgRrvMr0Bc3Vo/eOAAIa526wLptvvBPms+ZWX4HyDgW9hvIfuddyZzDu3zuHhqp3CBYX0uSVG4GOPMDx011WQ02QuFxe?+8xeOSVU+PfojEAmbG0CxtNihzfnG6/H5KtrkmMxttLzxt3JPADhYWmL20Oug0lOQZEwBOvDyVfF0yTFwyPV48Tm92JQAWKqy0ZHtytJLoh5dlHqh2gvF15B06g4iYcM2ZpLhIJBOgboI3L1zBuY4CmxuZsX3Ab+Ujs/BcJ6S9lfcda0iBUBgaZXMDQBu1H5qrLG4E8bSkeKekou?/svE5TdpomYmAK9KTbdF/BeQ/23VGVrhIEZyCc38Vtf2XvWMw1KvTqUaoJp1mPpvDSQ4zYQRcXhcLieh?+DxIf9kzUyxxb2okOE+MSD5rFGFkc81GXJH0R6SuojPQquaRB7DzaN53gr6i9BnTL+18M6lXcftOHN3Oj72i6Ax+7MQTC+OMXsDFbNrCoWawdJa9ul/Jd70F6R1sNUGJwz3UKoEdg6HQtO4tvMLdps8sUrfRjy41NcH2lVbltuULlzfo56U/2ths2QsrUQxuIEdkvcHdtjtC05HGNy6jq4Xexz3KznyjToghHRolxA3lSOgAk2A1JMAd5O5cxtnpzhMM7Kwmu8O0pkZBHF5gf0UMuWMFyxxxuXR1eJwxpgXHacGi8XPyXN9K9rU8BP2h8uPqMaQXuHvAAy0LhukfT3GYmcj+qYXSA0AkCIF77lywa+s52ep946DmfJDjN8ztW2kyVzJ+pJqompaPm2a3SvpjisaBRJdSwzRAY12saF9odZZ2xMGcSfs?+Hw9TEVasNbNQ06QcHE5nhv+KAI1gDgsrGVAxxB7cGDlMgxwOhHNA3btakIw7zTN5NMuBjfJHqjmsie93NmrpfFHV9JejOydlYYvxlalj8e6Cyi0/dUA4Wf1YnrHRJDnRMSBZeHOxbGYshjS2nUdGgESTEx3ldXtKXmHO6x7hPYd1kF1yHEe3act9FyG2MKbhjTmE3Nrj8rqOSW6NRRPH8ZW2dXgKcHNntPwWs?+n2ezv5DfZYvRCjUrsZmEvZAdrutuXoGD2FFPrKhAY3W+6OGv9VxnCW6jtQyxcbPO9q4B8GGExM2gd44rAxOANjmylpzMOkH8+S9M6R42ixuVsS1rpJFgAJBJ8l59tasx0F9ak1riYGcEzJ191syr8cGVZJKSLuy8Lh+tw9emHVJY6nWaOy1rS13VkuiID81ufcsnabeprjFUSfuMQHDI8g5M4JDHsIIOokcStrofXw1J7hXfnaSCzq3Nc2TE54Mhlp8+K6bb+waNfDZqTKTHhpDjTADHh05dLTmiHc3LpNbocmHR6mWm1CnH7/sYWL2fQx5ZjMVXZhsKadZ2DpUcM5+NxGHoVDRGZ4BFCj1hcfB7spuVpbG2zUw7qDdnYahhMLSfS+34p0u6/I4sqYari8RLi3KDFMXOamRZxCzuibsTVwWEpVaDIwprOo1Kji+WVH1JYaLYzQ/rgCXN1Osq7Uwrmdr28z3l9gQSbuYxoaylP4QJgSTAWjFshHdFcvtnV9R1+bPk2b/gvxS+jn2dE218Ziax+4w78RUqUaLgeudSqVXFg6s/4LSwh17jMLLvNhbOZSbkpMbTpa9kCXcC4+0d08lk4GgSQXGxjdBN5nzXT4ImAAFj9um9qIan1DNqElOTpdI0cLgBbh81q4WhlCo4FxGpst2hhy+IB3TBt4cSksO7kw7mgKDcxho8SpxQa2+p4kKyMMGCBooXtJO9L2nHse/d0QupbwPBHQbmJEgD8VwpA0kw2ZPDcFZbQgQNfzRs8ktwqDWtEacwjqC3FV3OuLCdwUdXE3DW68dwVcnQ4qyWs4Dhy/puWZjKfWyCrwZrPiTuUb2G1vmq5RstjJI4vpF0ZbV9U5Kre1TeNWvGh56fFZWFx72l1DEt6us0SJHZqM/5lM7xcW3XXoNctvLY7/qy57pHgKWIaG5C9wu0tJbkPvB4u21oVU4JqmSjJp2c22uxr3EkAAb7fR5K1hC6uR1bd3ruswDk7eeSp7I6KAYgivWdUIBc1jj2Xt0zDjBMLsG4VjQGhthYDdbkLKpY0uCx5HIysFsOkHZ6n3zt0t7De6frVazGCIkAbotA5KfIWiDAB8P2UFSsI7IB5nTwUyNgmkRpMfmO9RhjjyjQan4KVzzGuqrYiYtMbxu?+KOPI+SrtekCwh4mR6tpN5tOh3g8li7O2hXZFHEh03bSrEiKtyGtJGlWAO/wvrMrh2YNEbr2B7goK+HFQEETNjJjXfbW6N/A9vNieDGZ0HdEye820myrPZAi5PEqWkDThlR2cEw1+62lN83B577b0b2qDiSTKFcHiVLhmG50DQJOiKrSUQBdHEchxTiiadn06iahTgr2zPIBFYdUAOeLmXudJBvN/BbYKyceIqO1kmT8viqp9FuIgDd0QoKtpFpF1ZEgTx?+p+CqVNTxuYnxWFmtcgub423HXzUYvG46jh+ykqPyt3ab+dlXd64jeLbxbkq2yZMXgmJFhe/G/5KtteiHNAeAWwC4EW7JzWy33I33ceUW1152UjvUB9bWZ1+KaAbDOYWQy2QezBAiLTvsVhdL9mMq4Os0S0gOc3KYaSC5wBHEmSugw1wYicpy2bbSfkoNrkGi6bgnhMkAtRLmNBH8j58bAfDiWzMOG53snuzR8VyVHFfZ8fWblLG1TmaL5TnMuI5Zy4+K7DFtAe9s6Fw1/FEfBcp02w2VjMQCAaLhmNpdTdFpHCNOZXOhINbiuNrwdPiMEzE4epReMwe12XNYBxHZ1tqvI+jNKrhsVWwdUEPa/NBBkiA0nhoG+a73AdJi?/DANyhzGg9bINt0cDEeS1+hW19m1adSjtfAuxLDW64YuiKdPGtIaW9QK5GapQJydiQBBPJbahJpNnPxTdWdF6MOmmI2Y6GuDqTyzrabpLX5RBPFj9RI4L2PG+kPAVaIfg3irWj7yk5tRnVSN9odfeJXzDt?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?/gr7wAJdbhxnuWPtKiXltRpy1Kc5D7w3038aZ/RRfBInzucSXeqLeCFxA5qLCVxUbIBEWLT7JFiOd?/kpBeLx9cVWkTb?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?+IRGuwDKALiQ3uLZvr7Y8kLKwLiSYlrLnvIMfBOlwDZPXp036yYneY4qu6k2kHBo0zWvZoBtzKmNZgMl4iBBiB6rCdNbErEx23hP3YLzEZhoHQDJ0nU+aUtq7FFN8I2KlXLBblEdrWLtcx9/5XFZeP2uWl7aeUyHgPItlLg8Ecd4jnyWE/FvMAkvtAg2ygAW8gJ/CipVg?+x193hB1VMsv0XKFdnFdLOjb6tWpisxfUfLqjjcmJIbz1gLjnF1J+U6CNdQeBXtNWnqIm1wT+Y3NneuZ270apVw57WltS5MX/Zw5rJKBbGXBwjmMqNIcMzHiDNwQfWssCvsjLmoj1XGaLjaB/wAsn3gQt3E4Sphqjm1AcpsOU6GUONoZ2OaCMzTLTeA8bzF9LeKrquTLqtP7sbXZ53tbCmnUezvBJjKRHa/Nch0b2bUoY12QnJUOjQSAZnu0XofSzE0qTmCqw55LTr607zoR+oWDh3kYhjmskEnO0ARlA1Huq3DG7RhhcVTPQ9g4FtXK1zmtgFxLtSTzWnicFEgEGOG9U9h1mEiCA0CL8vitSttLDAwXmd?+VsptKPRfBsyKOFc2vTdlsCHDM2Q4B12gWzaGy7DAMp4Jhc8A4ip2mMn1G+87e1oOg32XL47pTQw0mizPXizql8nAhrZHmuTq7dr1nGpnLjUMl0ySeMiw?+W5OWdKJYsEps7vam3e3lzZ6jj23a5eQ3DU9ndO+bTbLxJcD7RO8/kuFwbzrM62mF1PR2s4kTDQLzNlC1Lk0LDGCpG5isPLZeZPDcs1tKDpadwv8AutmrXY6wg2vA+ZTYLDlzpDbboUkhtk?+x8FmuWk9y0q+BMaRy?/XgtHZVAMaN39VPjm5m2W6CpFMnbo5XaVEMggSPVdN/4Tbx81KGZmAg5ckls3HGI8YU1akDnDpEghs6T+mipYV98l8w+V3d5vPiF5z1fTtTU49P/ALPQ+lZ01sfg2di1mvJY8xQxLeqqybNJILKvJzagY+fwniuR6U4I03VKNRhZUYX03j1gXMcR2TuHyc3ktyie0WCXA3abgHjrIS6RxXNDO2HNo06VRzXEmq6kC2nUOhB6oU2n/pg775cUXkhtfj+5tyS9vJa6Z5KcZUweJp16ZipSqBzOFr5TG6C4dzyvpXYOLp4zDUcTRBFOswPAtLfea47yHAheF9IMBlBhoHGNZXX+gbb2V1bZdV1u1Ww4PED72mOAhuf+Sou36fNwe1nF9QxqXzR6jXpmDwPif2WHiacFdFXcsXabTNl1Zs5kCpScI4c/2Vejc342JS0uiwtOL8TKzlpp4KxlblB8jndZGDpStFjsggaq?+JXJliSRxQBptz8gowTxgcEzXfiUJocCcgi8KEubvhBn7/MqKo4cJn6CyyL0uQatQTa/y71VIPmp6jJFuzKAgzHnNvyVfPksSorvSBHj3InsF7z+SFoISodjPZ/VV6reN/grPw+aVYAiIQ4iKDhHNRm11O8cEqeEe?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?/LuVW6+ydfRYq0wWkN4zrfNvd36KsaxYIdJPET5k6zy+jNTLX5i3sPv3Sd/7KCqwiGuFzv1DvH2SmQJ24rMBY5rE7iB70cJtG5T99jrOvdoqbQRugb5Bmdxtr8lLRqycskRBJdv5W368+/cURK+2tlU8QwhwhwEzE+fFeebY2LWwhzesyRlggmJ15sXq7b3mxtE/Dkgx2DZVYWuEjXQGCd/eoyhZJOjwPpZshuOp5WOArU83VyAWnMBLZ3EkDyXN9FqVTDFzMTT7YMFrjdoGgBGrYg?+K9h6U9F3U5qUpI1tr5LlMdhmVhkrMlzdH6OHceCyT3Q6FPTxnyjGxOOc4ZabCT7os0eSyqmxMbiHS6r1LDzJcB+Fv6rsMFgmU5DRbndTvpx37j8jyUPckThpF2zkTsllBsAueR7TzJ72hZWAEOfTNocSCdS13a/3F3kux2jQmfjy5jkuN2qw069N0wHfdnx7TYPcI8VDzya9iS4NLAvGZ15c2YsdQPy0W9sipUAAe6SRNoF+AXJ4staymS57QXEODD2nfzcFL0exZD2t6wls+obm2kq7HLa6ZVKF8npWz35iOErs9j4Zpy3mYlef7LqXgTJXpnRTCuyg7zGq34YWzLlNUYdsAypm4Mu5cJkfBaNLCga6+9u8FK5sc/it+0ztnM7S2cBqC43voPILmdrYYNcx4bFwDE79867gPBej4iiCD+a5fatAdq1vnuKy6vB7kGi/TZnjmmZAuyBeIIPIpqzM9MzuFr?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?/VdLsvo5Rpdp8VH8x2R4b1sAAaCOQsPILo49MkZJ5rMrZnR+jRgn7x4i7tAeQC1CUJchzLVGCRnbvscOTEpkxUyIgULkpQSnQCKEpyUyKA6BJJJYxHM9PQcmHI3VHyINxksPNcy1xBBDy1wuHCO/faOS6np7SaaeHcZ7FV5HjTIv8FzQbIkD9Vzs97zp4EtiI8s3JJMRcgiBpbQoKrDaQO82j5q5RpiOH+7z3KU0g6xEDjqVX2WtfRh1sIw/qNSs2vgXTJjKJ3knx4FdJWw51FxvjXxVR7L71FpMIyaOdqUCBLdAdd55A6qtUcSYmw7pzHeRp9aLpalAG3O6zMdguIkbjaVXKBYpWZhmDBiLmI3ceA5qWhjXGzgI0y/WqjdRLTDXR+HR3kneARls23IyeYVVkmkX6dHPoZaNWnlw4J61AE6gd3rdxVVkiLxwAg?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?/Nc5Vw9Nplwl246xG7hvXZ4mC08Fym02Ek5RDJ14qqdIlG30Z2LqF9t3Dj+ikoU43omUB3q7Qw1rafmqLbdsuVUXtlVtB+ei1XVDFlj4WnB7lpUXKxdEWSBvf9cOKeUnO8uKFxTArYwPiGEB0iXETDZkxzQyQN/HkPFTP+vFV6zw0SYjcL/kNe5CCxi+TIt3/ACRCSYAJdwHzVrCYJxh1QZGkAhp?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?/uVEKZp4gOm1WmWHm9hDm/wD6db8F0NPDYZsst3Bcptt4QpGkcfBRv07kFN11sU7ZQ4kr2jfeyruc9thEcFLUfwQvJy?+MeKbCJF9qA1BBQVa7zoLd6ctvdA8jQKrdJ9kqSIK9Q79OCp16OcaQrmQJgQP0UJcliRnswwbz5qZtOVNlk38BqnMqp0iQVKmP1SdYfpoU2ebJtE7ItckjRxsBpz70FVx0GswFPTwlR47R6sT6zhr3BXcNQYyMjZI9twvP4RxWnFglPsoyZYxKOE2c90vqODRuywTwtuCv0KLWxkbymJce6VrbP2BWrkF/3bNxcLkTeG98rp9n7Ko0PUbLt7nXd+wW/HgUTHkytnObN6P1H9qr90I5F5HIbl0WC2dRogZG9qPWN3eauFROctKRncmO50KJ7kzlE5yuSFYZKiLknFRPKnQWSdYnFVVS5Jr0iSZca9HmVRj1K16BlgFCha5GEAMQmcEWqYoAElC5E9qaFFCAIShHlQqVgCnTlJAGy1ykDlWBUrSsbiIy?+mR/up1/xKe4c1x3WEN18N3nqux6YD+5u/6lM/GFxEQC4xJFuX0FztQvkdHTP4lmiJEmwi/NRuqZiALqDrnEBo5Imuy6C6zmlIu0IDZ3njqjc4n6CpsdxMnirdIEi5iZ01QnYmDVBdYWG86/BGYaIARkgCBYQqt9T4pPglEdxJT07b/PcmdeYQOJ9XU7uSj2yROKtrAnwhvmYKjc177DuOX9dVYpURHE87DwCmy2gack9pHcZrMM78Pz89VWxOBafWid?+USRwndqtOq?/KJ3+ajoskX14pSimTUjmsXhKjCYEt/LvWbi6WcAEdrvgrr8YAJJ0G/XwjUrndoNzVaNyxlR5Zmhs5sji2268+SzzwN9ElOjExeGeyN+YhoEEunkBclXcD0dq1Hg1CaLOcmof5R2aY7510XUbIwtOkJa3t6EuILj4m6vWJ+tU46VdsTzSKmzdnUsOwMoiMu9xL3EkySXGSbkq1M6XhIDcePEoe5Xba6Ktw1Y+KobSpu6svA7TIe3fJZJIj+EO81pkwO7moHuF1KCFZW1ALbg3HBSU28lWwDcrSwyBTcWj?+HVvwgfyqY1RuVitckeQalkDiAI1SrGd6hDospOY0hPqBV6rib7k5N/2UT9bqmUiaQ+dMHcAoAb?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?/UqYiniRmMaABFST1rkaD5p2kaR3c1WSZXxo5d3Lmuc6QsPVF7RmNJzKw?/ipuBJnuLl0+KpyPr4rPxWHzAs3Hsnj2xH5EpVzZJIhbcSNI1mD4HuVjDg2kwPOyzdjT1DA71mt6t38TCWk+bStLDuOUd6UE9xKXRM4fUb1GIaDMSYi+lwpnA7/AIaKpXN4srWVAV66jFXw77piwfXyUNRhOluaoc6ZYook62Yvu8BZDl46IqdOPH6spMqceRPghy/UoSeXyUryOPkoXie5SBELzwVd?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?+6ieTuB79fJFjspMbk6wfjLhMaP7UT3hSYbQ8yk6mc4Jvmb3gEGPGykaI0j65KFAyV8wLwOH9FTeb2n9VPVeba98Kq98HgiTVjiNCRP8ARA950B3hKLm6h5JWTgjVIiQb?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?/l81M5+5OksSNoTB3eeqnYdUkkR5QmOXpi66SSYkGL2G6/CBxV2nJvqkkrYFeQOANblED/RJJMiRP11HmE5fHs+KdJICN7/OygJk6JJKLJIZ9PQA6cvkonWP19BOkp0RTIqr+O7mFWeJ5JklVXJYhFmmg5pmUg4mTEa73Dw0Hjx0SSV2HGpOmVZpuKtF3CUA0xTbfiZJ89y39mbCe+HVOy3WI7RTJLpKCiuDDKbbOiwmCp0RDGxbXefFTSkkmimwHFRFJJTiADlEUklahMjcUEpklaiIxQlySSYBsciJhJJIBsyOUySGAcpkkkgGKbjbekkgBQgdokkmgI3BQvCSSmugIagHFQnzSSUQQEoCdE6SCZE5RymSSGTUqissqJJIAmZURdakklJUgJKTvPcp86SSrQH/2Q==" width="308px" alt="glass power pole insulators">

Now the prices have gone by way of the roof since after you get the prevalent insulators, it is time to go for the uncommon ones. https://lime-mushroom-g7ggth.mystrikingly.com/blog/performance-analysis-of-a-power-transmission-tower-using-a-boundary-element I’d say two to 3,000 people collect insulators and half of them are really significant and still collecting actively. It is all about provide and demand, and there is not adequate provide, specifically of the nicer insulators. If you like glass, there are some quite lovely colors of insulators, and people want these rare pieces of glass. In this interview Ian Macky describes the origins, sorts, shapes and colors of collectible antique glass insulators. Primarily based in Yreka, California, Macky can be reached via his internet site, Glassian, which is a member of our Hall of Fame.

This does not generally result in any key permanent harm to the insulator string even though burning of the glaze and/or fragmentation of the bells in get in touch with with the power-comply with fault current can happen. There is small threat of the insulator failing mechanically. It is also unlikely that the inorganic dielectric is degraded due to surface discharge activity, which could be extended-lasting. Initially developed in the 1850s to defend telegraph wires passing over wood help poles, glass insulators went on to make possible the electrification of private residences and widespread use of telephones. You can personal ten little pieces of technology history with this set.

h2>U70blp Glass Suspension Disc Insulators For Transmission Lines</h2>

I recall going to with a young pal back in 2002 or so. I’m a photographer I’ve had more pictures ruined by wires. They had been created in a lot of various designs, depending on what sort of wire they went with, and how the wire went about/by means of them.

ul> <li>As I’ve mentioned elsewhere on this website, my principal goal here is to concentrate on the background and history of the glassware being discussed, not on values or prices.</li> <li>And modern day model railroading layouts occasionally contain miniature telegraph poles with tiny “insulators” to assist recreate the “look” of an earlier era.</li> <li>A notch above the most prevalent types will be discovered lots of insulators that variety in the 1 to 5 dollars worth bracket.</li> <li>The old glass ones are for collectors and repurposers, now.</li></ul>

The Pyrex insulators had been famous for their capacity to withstand a larger electrical voltage than the other people. They made big insulators for higher voltage electrical lines. Hence, the CD-128 sort was the only tiny size ever developed. The style adopted provides this glass insulator a dominating presence that none can equal. Its distinctive design and style functions a 1/8″ ding on the skirt and a different thin three/8″ slice at the skirt region. This, combined with its rarity, tends to make it a preferred among collectors.

h3>Item Complexity</h3>

Consequently, the higher demand for glass insulators automatically increases the value placed on the item. One can of BKF can be mixed into a five gallon plastic bucket of water , and the insulators are cautiously immersed and left to soak for at least 24 hours. Considering the fact that BKF includes oxalic acid in a extra diluted kind, it may perhaps or may well not be as productive as other goods, but it is typically a reasonably fantastic cleaner of glass. Immediately after soaking, eliminate the insulators, applying plastic gloves, and scrub meticulously with NON-scratching cleaning pads or OOOO-grade steel wool. Most insulators will respond well to cleaning with BKF, even though some might not. Some insulator collectors use lye as a cleaner, but I do NOT personally recommend it unless you are Extremely, Incredibly careful and take ALL precautions as directed on the item label.

5.The moisture very easily distilled on the surface of the glass insulators. Amber and fancy blue colors have been only produced that color on goal by Hemingray, so they could be used to mark specific lines , so they have been never prevalent. By “blue”, people today typically mean “blue finish of the aqua spectrum”, which is a distinct beast from accurate blue . Then telephones took over and got well-known, and there was the Rural Electrification Act, which tried to give energy to all these farm persons. So there was a huge insulator boom in the early portion of the century, they were creating them by the millions. The most well-liked color among collectors is Colbalt blue.

Most of the colour is in a few of the types, specially in the signal insulators that carried railroad signals. They have been offered in colors by the factory, you could particularly order blue, amber, or green, which would be valuable if you had a pole with a lot of insulators on it, for marking specific circuits with specific colors. Otherwise, they didn’t attempt to make insulators in colors due to the fact it didn’t matter. Either for decorative purposes, sales, or exhibitions.

An air spray gun was used to coat the substrates with the alumina nanoparticles and the resultant CAs measured were amongst 108.4 and 112.1 degree. PS The cobalt Hemingray-19 was the most popular of the fancy blues, and used to sell for $30 or so, till an unscrupulous and greedy dealer traveled the midwest getting each 1 he could, cornering the market. Shortly immediately after, he had them on his sales table at insulator shows for $300. For comparison, a cobalt EC&M sells for $3,000+ regardless of there being anything like 900 of them identified, due to the excellent desirability. We contact this style CD 127.1 and with the W.U.P. substantial marking it has about a $2000 worth in basic aqua and over $5000 for the uncommon blue shade shown.


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Last-modified: 2023-10-22 (日) 08:51:09 (200d)