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材料表征设备
当前位置:首页 - 材料表征设备
HALL载流子浓度测量仪
日期:2020/3/11 9:47:11 点击:5868

;quo,t;Times New Roman"; font-size: 11.5pt;">,其在微观上看就是因为其内部载流子的存在.本设备利用载流子在外加磁场作用下可以形成偏转的原理,先给材料固定方向加电流,再将其放置入不同方向的磁场中,载流子受磁场影响偏离原来的方向,在另一方向上测试获得电压,据此可以计算出材料的电阻率,载流子浓度,载流子迁移率等微观特性.可以对产品进行抽查及时获取微观特性.

 

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,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,,7Yyaj3FckloDXjmfM37Rsh89vHO0Rqb6KK+uf18iXfPiFYOLRotXVoNtSkRfGlaQCdztK4MOiK0pLN7bVzw1Tf5vLIOif1+Zx1ystZTxJeIKD79yCQzI4lvP4rJT/GPaCnphZ8jUmkLmjtlRp8XxbJhW0MAACAASURBVPtcQ8jcJicLehU9axZcZy72lwdpKUnj64coIj6nUtG/jjVcXTixsLUyy2zg+yNdSzT9iCS6bNRzzE33sTV+w316hdYfEXEU9KxxtN1Hfkwknwv6/K9BCXdv8pvUXWFAGAhgQIRWgDGergF3sabOpaDXhHW8ktTGeaz2ZZpzqhi12VlW5VE+ZsVm1JKVqWE7MB/cOU5ZehNzx6e4DlaYnhmjvVnNyNw8s/PzzM4NUZ3wiaSGSXYCjwsop3Ozi9LmOU+u/IXQOjlka9PI/lIjcckdbIYee+OIlp3holiKxs0yohVg61CmRGj9zk6iXDuUR/kuTNydgWP2V0bRdnbS2TPBqnmd9rQoYqomPQtk2JeaiY+Ip3Y2IL3QvUlHWhQfvSLo7te8jZ+OMCijZjkGzytNbroP00336U0d/FQ+xpEnprsxjlcTG/GJdPVKeAF4Tez/NWW+jV1kH7G9MPA7GRCh9cSB0bU/j74pl8/vkmhV5mdNVJLetIj9eJWW3GrGncesKEJrwo7roJusbJ3/XVZnp7j2tOSVjQTludtW9DRqFzk8OWKmOY348pGgY3yAWbd/Mjw+RFN6Bo0r55OZL4TWmY2N8VbSoiJI6VrDYR1ncNLufyoRVmipPYthbOz9pLMmjy/v0+g6kNRBn73DfYrQkoAfjgv5Tbh4EQw4FtDW1tIxZbpIdXcd9JL7IZq8voPz3yxDFEV/IFO3d7GP2zJM8acoUtVb/jT1B7S99sUOspJyaVsMEHPHKzQnKYJv4lwE3XQfN/3dN0crZHn3meYUIiOTqf955G8fH1CWF+F3KZ/4Whi4NwMitH4HPI5Rij4V0Gs7vbPQMg/XUjUcGuCP2eyv5P9n702b2nq2PN36lsfHGNt/29gYMLOZZzAziBk0Moh5njUAAgQSQkIj+Hbc+6pvdVdXRdSpc7pO3eroNx3PDYEEkpAwBowZFhE7Ntpj5son18rfzty5C/OzSSvTYbo0U2G4EePGPFzG69d1zISGI14IrbNjXC7n6RTvPquSlsigGEdo+ay9pH1SYAyc4LVMoZ3ZwS2zDl5ZGUVohVmUtTSwhIFHx0Bgg97c4Dex2pmz+/G5Nhj59oVXqY1Mn39K5ICxmhRefqpCa3TgPtpitDGTV68LUW5Hvrd1i/J3zfLt4yveFitZdfgJ+G0sDZTy7lUW7avhB4Q/SscP9scVWicEvCb6Ct7x8lMd4/K+1pXx7tHx/Tvag3LPJ8+QCK3fALnH1Ena6yrGPNcRWipM+7bQN0sOGe/qYT44ne15ugPYjXpaSr9SWF5CZlYZzZpp1u3hjzZGHntCwK4i50Pj+ayErvEKPhSrmFtdZTlimdeUkfyugbnwvRwqMt/UMLaxhXnrbDGtDqLonmQt9Ptsu5GurLdUziW4/3m6Y9L1TLaL0Hqe5X5RXyX/YovHzcDhuorij6/508tkkl6+4k1GNcr1swkowmXr3Z2gIfs9f37xij+/TOLF6y9UD2/e0dTuQfsFsC/3UfwplI6kJF68zaJuJPrd5B+l48r9iYTW9xO8OyOUfXjFH6U6NmPfZ34msSxc1rJ+3PVZyu/Xl58Ird/gFL07w1TlNaPS99PZUk3xt17U2j7qy+vo0GjpbaygulOLWtVKaWkV5YU1qMwefNYJ1JNnwzF8rm0W9Eo62lto7tGzbDsbCujamaWvoYjU5CT+/DaNr016DBHT5Xo3Ovn85qJHK+CzMDnQQUtbGy2tEYuiG+Xs9sU4dFs/6UnF9E1OMzF91TJBw+dkyqfDTxV/PcSPyVGI0BIeHhOvklbhNS4DXhumtWWWzVYcsTPjnsdUN7vmVRZWDFicd9STdX7tULn4HWwZVlhcNbMbfigYe8z3H6XjR/uFgbgMXLKz2EnsJAzEY0CE1iNyFs6dbXYDAewb84xNzrFqdV2MgY/Nx7GTbaMRS+SMhafH+LDZ7BcCKva8RL9dRuZX9q8xvt7PlsEQM7OUVL5w5ROhJSyEWZC1sCAMCAPCgDAgDDxtBkRoJRIWsj1ieOLTrgT36eREaAlL98mb3Et4EwaEAWFAGBAGfh8DIrREUImgukcGRGj9PmcngUZsLwwIA8KAMCAMCAP3yYAIrXtsZN9nwcq9HqYjEaH1MMtF6ouUizAgDAgDwoAwIAzcNQMitERoSY/WPTIgQkuc+F07cbmeMCUMCAPCgDAgDDxMBkRo3WMjWyrBw6wE91kuIrSEgfvkTe4lvAkDwoAwIAwIA7+PARFaIrSkR+seGRCh9fucnQQasb0wIAwIA8KAMCAM3CcD1xJa//bXv/LP//IvsogNhIFbMhAWWlKfxJ8IA8KAMHAzBsSP3sxuwpvYTRi4fwb+4//7D/72t7+duq1/CDuvyHVw57///e/85d/+TRaxgTBwSwbCdUvqk/gTYUAYEAZuxoD40ZvZTXgTuwkD989AUENdKbT+9S9/IdjtdZ/dbHIv6dZ9qgyEGwhPNX+SL6m7woAw8KsZED8qjP1qxuT6wthdMXCtoYMitAS4uwLuuV9HGghSl557HZD8Sx24LQPiR4Wh2zIk5wtD98WACK17nAjhvgpV7vNwHYg0EB5u2Ui9kbIRBh4HA+JHH0c5SX2SchIGTk5HBQZHBwb/4r6jJUMHpaJIRbk7BqSBcHe2FC7FlsLA82RA/OjzLHep71Luj5EB6dGSHi15/+4eGZAGggSKxxgoJM3C7UNiQPyo8PiQeJS0CI9XMSBC6x4b2VcVxJ3t8/vw/ESefD9xbKI0+g632bB5RbBdw5bSQBCHnKgeyXZhQxi4HgPiR69nJ+FJ7CQM/H4GRGhdo3F816D69mfo7hhm3RXgcGkI5fQyS6urLK2uMDOoQr/pCYkWP2ZVNeUaE+5wOv1WNnfcCUWNS1/D50odM+MqNMt7PxBdTpb666junmXb/wMYA1voe1TM7vku3du70U1GSi0TB4FL++7ado/9etJA+AFnYc5lfY26dMT2ju3CN9zAZj77DhbXfddbNzZHYh/2ozr+e9Is3P6oXO5zv/hR4fF2vIkPup39hL+fsZ8IrRs0Tn7GwPGP9bPZn8/7umn2h8tIb5xgeX2d1fVVVBXZVE/Z8B4HGz9+tvq/UqRzXDS6jq1oq4tpm7cTrzfKNVrJp/p5XM556lNTqJ39QYPGs0JL+ifqZsPiLlyBAviOw/+frR0LTXz61My8N3q7d6uX7NIhHL/FltFpiW/vh3OMNBAeTlk8dFZ+nD4fZk0lebWDGNw/sOvxHkuza1gDMce51+gqKaRt/iCuP7mUhmMnm/M6mku+Uq3fwXuTOu9doOZtKs0rrgu/9v0Ety+mV/yu0nyTNMo5UWVziYPfbB/xozH1+DeXx0Pj44fpER/0oOv3D8vvkfEuQut3FdjhGlOLexyOVJDdbca+t8fBsYeZxhIURjdr3cUUKw1sDhREC63vJzjGKklOU7AWpxfKNVXL57oZjr4H2J3up3v6rDHkO7SwsrLM4vLlZVKnZmg+evtETwkZRf2suCIcemCb4S4Na+4tFpatHPm9p40j12YP2aWD2H1e3N4dJlRDrEae97ts/ADvKw2ECJ4eYPk8OgfvW6c9K5t2Q2RPswfzuIbRrciHJwF2R6tJz+tmyeXAMDvKiF7PsF6PpiGb9Br16f/Dei3N+ZmUDm2FesoCHGwuMj42glrZQ13uJzLrlAxNLbBsOcBumGN+133qB9w+D3vLo4yaj86DuGt7mfHJScYil7E20l9k0zoWsV3XQOrrXPrMd5FmYezRcfyTvkD8qDB+XcbFBwkr12XlVx0nQusnHfxtC8Jnm0OlWWIv2Ft07GBbU0FOt5FlRRbZPQamQkLL0JVHmd7F9kDhJaEVcCyg1ZtwudYY7OtHqRtEO3i2qBWFvMtqRD04iKannoKCRkZ2/AR8OyzPL7FiNLJuCi3GOVqzM6gbN1xsC+87XZuxOAN4d9dZ2bt42uxa1jOytsxgvwr10DC6gSo+ZjagGR5mMLiM6Jnd+kFP2j3b/bbldlfnSwNBnP6NWPLtMKXqpU8zdFbHwnVteBiNWnNR94Lbh/ppqa2hpmOCrciHMYEt+ivqGLa52bNssLlvx74zSlVmCX2r+9gPHeeL48gTp4fLw3xzDjXTF3V7X1fCp/K+0zo/NDJCZ2kqWd0XQ519hxssLhsxb2+ztXO2bM43kpLewXLEtrN9O+weRgqtEwK3TrPwdiPeHrh/Fj8qXF+Xa/FBwsp1WflVx4nQuveA4mauKYOsbiOujSlGOspPhdZqRy6lesd5j5axOz+x0LoizV5LL9mFWvavOOYcJr+JzpwiBqw/eEfDa6K3JJ9v48HesQPGNSNsRQxB8lr6yJGhg+dP8c/tG6cMpIEgTv8qPq63L4B1opHC+rELIRXYYUajRm84uDScz+dyYI+orx7jOKNmH4FjK6NNVbQvnA1DdqyPM7Iaf0jyWboihFbAhnnLzsFwOZkdhtC7oF6W2nKoHL8QYmfnBbBovlGuUKJUq+lvzCY5s5F+tfr0d3dlJuktCxxG1Je7S7Pwdj2mHpedxI8+rvL6/QyKD/r9ZfB8mRWhFRHc7wtEz8YwXSMbmEeGmByuPBda5aNXCy2vdQ71gAq1uoG8rCYm7NECyWtdZn5VQ3FON6aIhlXCfHlmqEstRDE5zeR0aBnrpa7x8jsfR6ttfM7pw2zR0TVkjXrafVloBXC4ot+/SJiG32D/35kWaSA8X2d7V9wdrvdRmFWJcv0wqh4GvNuMtRSTVzPA3P7FUEKffZbW8lr6Vx34vh8xNziMwWFmRNFI58wOjqAQc9jZ21ulsyCL6tMHKuFy8mCe1qEK9prruin//J6cFi2aAQV1jWrmNNcUWt1fSGk1XhKBwfdQ11tTyRywRz2ouF2aw2mX9V0x99CuI35U2P45JgNYxAdF+difs5/wdht7idD6XQ39wDbq/lF29GdCa0lRQO3M4Q96tHx4/Cf4dvrJze1j03/A4mAvveo+6gpKqVO00NTfS1VWHZOeH1cM71Yfefk9rO7vY7WdLZaRKj4UKjHFvlx/fMiO1c5yTxuatWkGepVnja/BQdRdlWQUtJwOVzwdwqhupSi3Bt3WxXDD20D6lM6VBsKPuXxK5X23eQlgXxmgprqbadMqy5YLMRXwm1DWN6JatTDTksXrrO6odzjt03WkFOnYt0/QqzVztNHP19Rsimqaae0eQDU8ysTcEktjDaSXDJ4NbY7xjR5DB2kv/qBqMuIdrJHKa/Vobfd+ISmvjb4BZcwyQEveazKVB5caAXeR5ru1v7D7UOwpflRY/DkWA4gPEmZ+jpm7s5cIrZjGxH0VhHdbRYvSguN0Mgwjs00ltK25mGkspHXNzVVDB0+FVl7fxfA9vwlFZjHqgyAYdtRFeXRu+C81XKLzFmBXU0JOlzFiCvgAu+piMtrX4k8ZfThFQ/0I+1GzEToYq3pPSv0s9t9ky+h83V3l+BXXlQbCwy6fX1Hmd3NNJ8ZpDX1DS1iD7135TWjVF3XOu9FLdkoNepufgNfEkGqK7che7WMbm9sOtrQK+jf8+KzDNNRqWHVZmVKrmd52c7QwQJN6Hosrnu84ZKIum7T0VHKq6ymv7kS/4cIZR2hVjF0eOrjdm3l1j1YcoRW4dZqFtbth7+HZUfzowyuTh81aUGiJD3rYZfR0mRahdc/iwHe4h8W6yWh9CS0rXg6Hy8jqWkFbXo72wM1MYxGtq24MXbmUjsSfDONqoeXH1J1LvnInelhRbD4DG/QUFNO3Fdmo8rLY+oUiXcx7Gp5D7EcOlhSFVOijnzy7jV1kpjcy7YgexigVOr7TkAZCfLsILz+yi4ejqM8q+NnSdTAQfNfqu4el9mxyek0RD03iXM+3RkddP+bACd7tPnILNVj9O/TlF9C348c1UUNW22rchyxuYw/FVYMMNwUnw3Cypa/hU24Pq8MVMT1a2cQTWrt9mSQX9TEUmukwONvh2TJCT9HbuD1ap0zcIs3CVBwGYuPAI/0tfvTplu2vqbcBxAcJM7+GrR/bVYTWPQcan2ODid4S/nhdxaj7BOfSEJqFUWoLFSw4PLiOXHi/+1jt/ErV+CGWOLMOngst7zYTuim2vJE9Wl4OTT1k5/RgDDaorCYMlz4kHGBv8hv5zXMx3746ZKg8nfr56Jm/fA4To90l/PGiELU9AipfcJKMEroNZ0+wPVsTDIwYOLhnm/6uynOT+0oDIYIf4eQHvc4/sJVjmsZqJYbtQUpzW5m78pMKfixDlRT2mE/fkwoOA8yqHMV1bKW/oAyt6wTXZC25ivDEFhH39plR1rUwthecyCc866CbzQ0L+5eEVhblo5d7tHb7snjfMI/FamU7atlhtuFjAqF1izQLW7dj64HbT/xoRP184GV1kzh59+cEhZb4oLu3q3B4HZuK0PodTso5THF6Cwu+IKQBrPpaivsMrA+10Ta2xdH3E3ynHywOxJ3e/ewdLQXatm/0Gjx4D+aoT/1EfmMH3ZpxVu17DJamUTpixT6uYzhm0gzf3jjfyhTMHcZUEt8qLV8K6Y83C6FniqrPdUyeP1U/ZKG7lpYZW0TPWfADqhXk1AxjPj8u5h6/w94P6J7SQBAeruOYr3eMny1tBelphbQtORM2rH32NQbbi3n/IpWmlbP3Jl1TdeS2r+GJK7QC7O/th3q2nCxrOtEag+9leZhrCn5Q/UJIOYbK+FTWg3Z4GN3wEB0lqZTqL/af5eOskfOubhrT1hbmqGWDybqUS0LrdmkWxq7Hz+O1k/jRx1t2v4dN8UG/x+7CadDuIrR+QyPcvdTMx0/Np0LLs6PnW62SteDkFYENevPSqJ0+wHXk5OjYz1b/V4oHHVGNKI+xg88vkslUzKJv+MKHjFKaNAtYIiaw8GwoyUvJpby0kcGIJ93e/Tk6vrUztnP2Ir3v0MTs7Cpbh16c6x1kfm5mPo5I8m50k/5HHVPBfb5NRhrzyazoRqnqp6urg1ZFF139KlRaJd+y3vKhYTamt0wqXLDChf/E6QkPt2XAa1ugq+wrXwu+UtQxzdZVE+B4F6j/VMDAXnCIr4fFlgK+zbpPp3i/3KPlYW58kt3jE7w7y8xthCe/8DDbmEn15IWQ2teVkqlYwxX8WLnviIXWLEpHYkVfAGt/FsmlKkYjP1x8+v84/aV/XBJap7a5YZpva1c5/+HXTfGjD7+MHlY9Eh/0sMrjefErQus3CC2fbYbO1kGWDXo6u0dYixBCtmkFLWP72DenCH5fJvnFB+rmoofyBZwrdNZ0MOs64Whni604wijYU7Y73Uz6qyw6N4PvYfnYXRqmp1/P2mH0+1QOs57ajNf86cU78pUXHxuNrJjB6ZYVtX0sBXvhAhb6i9LIqWyhe3CKhY09DiNevHcbuij8NimTY8RhSxoIz8vBRtahO/s/cMDqcBvlFS1oDQ58gX3mespITy+krmeYacMO9tPe8gtb+3YGyHlZgs51gntDTWW1jo1gnT3epa+gFI3jbOhgVusK7u8HDNbXMnwqyi6uERRo0w0ZVE5cCC377AC9oe9wBfPnPLDjjJosJ3j+WSPnyundlXZsi91861s5/57W3aQ5Mv3y/50xGMe33ee1xY8Kyz/Hm/ign7OX8HWX9hKh9bsCxvEBJtMOrqvu799maXHzvOFxk4J3ba+wsufndAYvS/A7OvEr0NHWEjMm+9Uv0yc49ybpeq7nSAMhPn/PlYefybfHYWZ6aIAORRfKWcslv+DaXUDdXkVu6h/8+UUy7wo6mLaGeq73x6nLbWR4bZze/lGM4d7vwBY9hRXobAF8e1O0lpdSUl5GSU0vs7boBzKB724m6zKoiujRuir9Pscy2t6+s+ncuxW0dvXHTO1+NtV7b1c7bd0DdCpaaGxVMxd6p9R3J2kW3q4qo8e6T/yocH0ddsUHCSfX4eRXHyNCS8RD1LDEXw3cc7++NBDE8d+oDvh3WZ5fZSvu1OuxNvVzuLfBpj1yRtHgMQHs9oOYjwb78fhjBVXs9cK/A9htttN3SG+Uhxv52tumOZx2Wd9fmf16W4sf/fU2fkq83C4v4oNuZz9hVYTWjYK/gCMV72YMSAPhZnYT3sRuwoAwEGZA/KiwEGZB1sLCQ2dAhJYILenRukcGpIEgQeGhBwVJnzD60BkQPyqMPnRGJX3CaJgBEVr32MgOG13Wz7cCSgPh+Za91Hspe2HgbhgQP3o3dhQexY7CwK9nQISWCC3p0bpHBqSB8OudmgQOsbEw8LQZED/6tMtX6q+U71NiQITWPTaynxI4kpebOUJpINzMbsKb2E0YEAbCDIgfFRbCLMhaWHjoDFxLaP3jf/9v/Jf/5/+WRWwgDNySgXADQeqT+BNhQBgQBm7GgPjRm9lNeBO7CQP3z8B//x//xL/+219O3dY/hJ1X5Pq//dM/8e9//7ssYgNh4A4YCNctqVPiU4QBYUAYuBkD4kdvZjfhTewmDNw/A//5n//JP/3zP5+6rbhC61//8heC3V4PvWtO0ifdx4+BgXAD4TGkVdIodUoYEAaEAWFAGBAGhIGbM3CtoYMitG5uYIFTbBfJgAgt4SGSB/lfeBAGhAFhQBgQBp4uAyK0ZDIM6a28RwZEaD1dZyqBUspWGBAGhAFhQBgQBiIZEKF1j43sSMPL/8+zIorQep7lLvVdyl0YEAaEAWFAGHh+DIjQEqElPVr3yIAIrefnZCWwSpkLA8KAMCAMCAPPkwERWvfYyJZK9jwrWWS5i9ASBiJ5kP+FB2HgBJ/Ljs171yx42Nuz4/ntMf6QTcveA0jHXdtXrid1Vxi4DgMitH6bEw5w4DjEF/f+Pjz+uwXY6/f9dM/VocuJN276rpE25xbrFudP3/M60D7mY0RoXYOdmzIn50l9EwYeAAMBgvHGe3z9uu6aqeFteicr7ivOcZlY2Ti6yJ/byMTYKnuBBOcc21AVfaZ60p4gziY4744Z8llV5LxIp2VF4uFjjt2S9vupL0/RziK07tipXoLk+JDdvaCDdbOs7kRndp8FisAGiowUaufiOF+3norUUgaMHgJ+G6a1VZZWVi6WGSXNikksicSYe4d5XQslVUpWj04IHO+hLc+iesL6UwHHPttOaeMom4nuc5Xtjq0MVWZSMGDAHXmc3/usn+yJ0BJnfclHRNYP+f+iIS22uENbODGMdlJdUkBOfgmVbTqWbP5rXN/NuqqKgo5Fjs7LI4B9qZuvH5L508s/SK8ewhjRG2WbrOHt61J0e4FrXP/MHxzNfyOtehrXdzeHbh/WeRWK7k4qvmRQ2qFGqdbQW5HCn4r17J0LOB+m/kI+V+mxxBVbDrSleXRu/MxDxnj5Dfusm9jQx1r7F1Kblzg8t1/4eqG124SqqYOJn7CX+JAYGyayrWy/dh0Upn4dUyK07roiuk0Md3fR29tCRWUrvb1NlFT0snB4gtek4HN6J8ZgULDrqCgfxHIeNCIK2T1GWUotE57gtkPMq8ssr6+zGlxWxmjK+kiuYpbtiOAWFFOr06PoNAM0fU0lp3WcedMOdt8JR6sdfEmrplc/yshQJ9W1KlZdEfcL2cCzt8NuZMAKmOnMyqbTHB2QPY4DHFHpdjLR2UD3oJ6hkYtlsKOY1MJOBs+3aWnOSyG9eTYiWF5Ox1Ou8CK0nld5P2WWJW+PhWU/W4Nl/PHyPdm1nfT0tlD46TWvsntYjYwhl2KhG/NIHalJSbyunsAV3u830J6eTFavCZdjica013zVhB7i+U10Zr4itW01QpglspMbo76b9l4l/S25vMlspL+rmpziPlaDPVveJereZdK1ExRsfja6vpDebYl6WOhzjFFd2MVq3IeBF0LLa51laGbnBw/5EuT3NN83s6Fvb4jijFLalEGxeLZ0VqSTWtF9/ls50Iuio5Oeic0LG4dtLWsRCsLAo2dAhNYvgtg1XcO7Yj2O7ye47RYMJhMG4zTKgVGWTSZWtB10TBlYX1BRU6fBeCqqQgHJM07FpzomI7cF0+ndQFuZQ2H/2ul14zd0fKx1fKV6MtRz5jMxUN/G+LaDA6eDtd4KSnoXsV4KTG7mFbU0qbWotRdLf38/yojfak0v5Z/+IE9pjuipOmK47BPVUzbshw7stml6FMMs7znOftvnGejQMb8T+u10RZybKAg/ze0itJ5mucavi5JXscsDYMC3QktaMh8bZs/jxpGxi8ykFGqmXXEbMT77KuqGXN6+es/bNzFCy67j658zaDcEe4o8TNd94E1NsDcqwP54FW/flDNku35vVpCRo4UG0k97tC7s5d3qJu1Ta0hEeZivTyFfF2cEyPcTfLYF1P1qtMPD6M4XLXVZaZT1DqHu76KtW89acIRHnJh/ZX6Dx9/AhoFjK8PVJShWI4Y7fvdj6sokvWvj5sPy46Q/Xp5kW/yyFruIXe6bARFav8Rp+TF3ZfKlZ/v06ZvPtoJ+RENTeTVdo3PMzM0xM6uiOr+SrrE5ZuaXMB1EBKaQ0JpwbjI2NHfWy3RkQFmWS7HKgPPKNIeE1sQWc9MrGOZGmbWeDZ3w2WfoHVjE/t3P9vIc6xG9Wo7VLjI/NzJ75RPOE9yGfmqa9Zgizg0Oi9RXpFE76zkLYu4RitNbWQ5fyzNBRXo90y435ulJVpzPt6KL0Hq+ZX/fzl3uJ6wFGfBu9pGd9J7qqYgGv2+NtvRkPrUsxX3oZR8q50N2PcrlFbpykqN7tA6HKHyZTut6MK64max5xx91sxz5DHR8eUWaYj3uNa/i8VxoHe+xvGLh6LuTmW9fKBqycrSzhH5UR/XHFOpXYocBOjGumzgIxsQjA1OzWxG9QofXHjp4ZX5vZEMf5uFmmke3cPkiYvsloeXDsrrKduRIkivjuzB9FUeyT/h4iAyI0PolTs2OuiCNxsigcDhM4btSBnfdp8MXfNu9ZKW2sBjxhC34VE7V04dS3Ujm2zwa1RqU6iFm12doK/xKuZ+KVwAAIABJREFU3ZglJoAFLl44PjIyMjCAalBHS34KOQ29KBQDjM2P09enQjM0hE6nRTU4hG5IR332JyrHbaFhGAH2l4cYmNqKuX5spfViHOxleDs22B0xUp5GRZ+OPpUGlfob6SklKNRaVBotKnUTWSmFtKr7aK2vp2108xrDSmLv/TR+i9B6GuX4EJ25pEnYisfA0VwD75MyUZz2QIVsdLyPujCZpLKR816uyHN9R66zB3qBTbpjhVZgi76816Q2TLC6oqX0/Xsqxu1YRyt587aSYXuksEhcJj7HEsqObnpVGpQdhbxJraEvOOS+og3lQD2lijn2T4eouzBqK8muGMQcEiQ++yLq3gFU6kay/ihkwBIc3u5lvaeEr52L2E/Pu77QujK/wR63n7Shz7HG1PIevoCF7oIsqnsuhg4qit7ztqjrbOjgQBtluXlU6cwRAjGxzSLLSP4XOwkDj4MBEVq/Qmi5Ril5nUmdWoOiPI9KvZV9fSW5nQZM3bl8bl3CrK6mZsKOZaiZuiFTtJONHDp4OEtDWgo5jf30dnfQrR5E1d+Fol+LRlFCaqEKY+QwQP8arWlvKNDshESTG+uWiXWTMWJZo684n05zhGDyWRgf6KY3cuigppOKr1W0a0JDCTUDtDfW06BcDAXAMOROdMVpNC57Qz1aekqzO1kPp8szTXV2Cwu+8PHPdy1C6/mWvQRFKfvfwYBrspY3Sbl0b0a+a+tksDSZl4VarFHv28aUUTyhFRwOvzNJa1ku6V8KqB5YZt+7Tnv6K9I7DRxuT9PTVEd1Yzd6c/yhied2cO9g3j3Cu91DRp4ae7D3aGeOoalRtJpZjDvbbJ0uW0z3taM2hYbEh+O2Z4Kq7DYWw7HFMUb5uzx6toJ5vb7QOk9Pgvze2IbHu/Rkp9K8Go61MnTw3NbhMpR13OGsYqcYX/SIORGh9QsKz6Yv4U8pwbHlwSF1+SjMO6hr6hmzW+jKzkJhsqBq7cfodzBY/JGKSUd0RYsUWt8DOJxOfJ556tJK0dqcjFZ9pHT0kMORcj63LEf1QrlX20l98YacskoKmifZDgSHCU4xMbfIwvJyaFmgqzCPjkihFbKDz2FjLxy0vDPUfvnGVHgIYCJbHe8z8DWbjvCkGa4hCj+W0aXToQkummZys9pZDl830XWewXYRWk/HeUoglLJ8DAy4Zr7xLimHrih/70BbkszLYl3MQ7OYMk0gPKLzHcA6Us7rt1Xo95ZpSXtDWk0fA+2FvP2jkuH9xD1c3s1OUv+oY9rUfSa0jp2sTs2x6RqlKDmX9vFJxieDywg1H99RMbkXNRlGIFZofXezPj2D+TTW3KHQuqkNj6305ny+htCKGJ3yDOJgND8xzEn+o9uDYo9Hbw8RWncN8fEOyqp03n9pOxda9f3fKG3RMznSQHbpMObpegqq+1BpWsnNamMl3PMTTkuU0Ao6oQD7Y9V8+TaL42iamtSg4PKzqyokqzvypVoX041FlJbmUT2+giKnFOXKFAP9KlRh0XO61vItJyf0MnOkkwtgVReQnDeAMRioYoXW8QGWnTjf/vIbac8sQesI4LJtsW5YZHZhjTWjIbSssTStplv/fIcMhgOLCK1I3uT/MBeyFhZ+FQPudQVpSWk0LYVGHATjTGCL3txk3tRMRo+mCMeg8Po6QssbHEXxioxuI87lFlKSShk8PCHgX6c1LZmi4ZgHieFrfz/Bs9pMavEIju0e0lMq6VX30d6iQLs0Qun7qtDMu0E2bPTlZNO9GyPaLgmtSI7uTmj9rA19BxsszM8zOzdO/ef3lGrmmA3+np9jsPYTH2qHmTn9HdrWlMX7vD5Wot59jsyL/P+r6odcV9j61QyI0Ipw+ndhbNeKlv5pPVW5YaGVR1VTFaWKEQabKmhZcePdHKVXu8i6tpKige3Lsw+dCq0atEtjaHR65oyzNOZVoLP62B0qI7V6koPvPtY7synQ2M/VvndbS23zJLOKs1kHXc5DXN99uINCzrWGXr8aGrvuZXVEy/ylmaG8LLWk8SUs3rwz1KTm0xgaTqjsrCYnv4nR3cghKEFBNk1NXjvL/uDsT0bmF6boUfQzsRz69tfyGA3pf5DZOsvOVcNU7rgs7qI87/oaIrTEqd81U3I9YepKBpxjVLx9zVd1xHcUneNU/pFMTr/lcvyJ9MM/FFoBdofLSP6jhjHHCUczdbx9E/o0ScBCT3YSOcqI+0Ze+/sJrrFyPtbN44wYOniaF/d4HKGVRef2NYTWsZPdnX0cHhvq4uB3tGLiVUwaomyXKL8/a0PfDsvzy6yZNzBtRi5mpprS+NQ0gzFqe/CYLXZFaJ23Z6LK5aoyk31iswfOgAitOy+gAAH3FJU5YaGVjyLo6J3TNH5TsbIb6hE63mGg8huDOwdRQyF8RxZmtbVkfCqiZcyMw2dh+Fs5LbM2vI5Z6jIKGTgdf+5hpj6divHQmPVjO5M9PUzZPawq8qk6nd7dh91xiH1OSfuokQVFHgXqoLDzsbu9c/lJ5rGVgfwU8vpWzl6Qju3RSmCr4JfvS2omol6qPjJqaVOtcXB8yIIil7TaCXafucgKBo7wnwQRaRwLA8LA/TBwwFhNCi8/VaE1OnAfbTHamMmr14Uot4MixM/WnI4B/erlYYSJhEc4FnhXaPn8iswe8+kkT15LP1kvs+kKvg92OEnlHx+onY15ryp8bnAGvs58CtqVdPVUkxp6R+vUJu5Ril99oXZARb8yuPRS8j6N9ijR5MUy3U5xXi39q46IOOpia1FHY+57/vSmkmHHT3CWML8/suF17yHvaN0P89ctDzlOyuPXMyBC69zp36Gx3ROUp9cwuLJE99cc2s1ujP2N9BgPmVF8Q7Xlx2Psoa7PxO54J51z9tMg4VruIOPVO7Ka9BhcJ/gc6wz19DBocODzbaKtyKVCvxN6AnmAtjiD5pWz4SDenUVmN4MBzceKIo+qCTcB9ywd3XPsD5WT07OB27rAjMmNa3GOyak2ir/p2YwYthgMkgVFKgxLKtp16xx4rveOlmO8ifrxw5inKn62Rr5RmJ9NWpkO04/e8/oV5fAArylC6w7r2QMsXwlaUr4PkQHv7gQN2e/584tX/PllEi9ef6F6ePN8wqTJuvf8KSNiAqNw3UooPILlHGBnsIRX72oZD4uZYzvTrVm8eZdBRso7UiqHMEfEmCjbHFvpr2pk2u1nZ7qNrC8ldOiX2Dz0E/Au0t8xgeV82nMPWyZzaETGCQHPFqMtRRS0zbMfOGR1sI3api7U43MsGTfZ2rOxv7PM1JKFPdsOG2YDS0vzLO8kEn0hbq/I79U2vC73foydX0jrNF/dkxi2v6xj2hXXtbMcF1XXhKPfypEIrV8BoHucsrRqdEsLdJeV0KnvpKCwgc7uHnpb8nlf1kd3RTktGi3KgUYyU2qYCH5bKrDHutF6/vV6556V/UBQcK0xUFtB07iF3e1NrO4APvsYFZ/KGQoHuPN8eFlqy6Fy/ICljhyyOgw4RirI7j574hgUYsbeVpTbFpRFhfScTot7QuDYznhDOZ3rwW9h+dgabaSwpJDPKRXoth0cxfRGeb2eUDoPGe/qYd4d6dgC2I16Wkq/UlheQmZWGc2aadbtoe9snac18pzn8b8IredRzhLkpJwfHgNuds2rLKwYsDh/YjhdQn/tx2paYN4c/kxIuMy92CzrrGzsXx41EXEt74aWjuGzb00GbeVzGBnp/kZBVhof3n/g3YdUUtO+kP4li4zTJZOs8k4mg58XOTKg6tBhiHiA595bRT/QQUNNJUWFBeTk5JCR8YXPnz/z8WMaJf3r2M+FWzitP7u+rQ19rLWn8bFt/TzOPzxOftYmcryUoTBwFQMitCIc/1WG+ql97knqK9Rsnjr1ALbpJr5W9DC+cYj3YBxF9yjKunKaB5ewuO1oyoro34kZex5M17EDw6Sajk4VM7tnPVcu6yLKumzevHhFasv82Ycao/LgZbElk/LRQ3bNRizuEzxmNaW5XymuqKSsooTs9By+TVhxuYLvcAUriI/NsU4U49tRzv9wa4a+5kpy0z/x5vVrXiYlk5T0ij8lfaFau3I6LbDPOoF68mwMvs+1zYJeSUd7C809epZtZ1PaunZm6WsoIjU5iT+/TeNrqMfup2walcfHW6lFaD3esnuOvEqehddfxYBzd/vKqeWPXPtsbRhZWV5gZmaasYkJFrYf+8O6ALtLE8xYIj4e/URi26/iRK4rPuixMyBC6yE4uZjeojBUPtsGhr04Qx0C28zPGi+GUUTlwc/2ygJGZxzhFnVcROX172DYiBzjHrEv4hyfz4Xdvse2zXEuyJw72+wGAtg35hmbnGPV6ooYKx9znWMn20YjFk/M9oh7hPP+VNcitJ5v2T9VpiVfwrQwIAwIA8KAMBCfARFaz6iRL5UgfiW4T7uI0Pr9ZXCf5S33kvIWBoQBYUAYEAaeLwMitERo/daXBJ+b8xGh9Xyd7XNjXfIrrAsDwoAwIAw8dwZEaInQEqF1jwyI0JKg89yDjuRf6oAwIAwIA8LAc2FAhNY9NrKfC1SSz8QOVIRWYtsIN2IbYUAYEAaEAWFAGHhKDIjQEqElPVr3yIAILQkgTymASF6EZ2FAGBAGhAFhIDEDIrTusZEtICYG8bnYRoSWMPBcWJd8CuvCgDAgDAgDz52Bawmt//2//zf/+b/+lyxiA2HglgyEhZbUJ/EnwoAwIAwIA8KAMCAMPG0G/s//+T/89W9/O23+/UO4ERi5/te//IX/+o//Lyf/5f+SRWwgDNySgXDdkvok/kQYEAaEAWFAGBAGhIGnzcB//cd/JKilgn8JhVaw2+u5d/1J/qX7+y4YCAutu7iWXEOYFAaEAWFAGBAGhAFh4OEycK2hgyK0Hm4BSuV6XGUjQutxlZfULykvYUAYEAaEAWFAGLgpAyK0ZDIM6a28RwZEaImzvqmzlvOEHWFAGBAGhAFh4HExIELrHhvZUjkeV+X4FeUlQksY+BVcyTWFK2FAGBAGhAFh4OExIEJLhJb0aN0jAyK0Hp4TlMAkZSIMCAPCgDAgDAgDv4IBEVr32MiOKsCAnV2b9wqRE8Bms+H+Xen7mfseO7Ef+q/Ii1TecNmL0BIWwizIWlh4FAwEHNidgWv5d9+hle1rHnvtvPt9eH4mHsmx1yqra9tf7Cn2FAZuxYAIrd8FkHuE0pRKhqxnAcxl0NHWO8OWN9T48BtRZH6iYmwPX7w0+g301TXQqVKjVEcsvbXk5HUw70zUiPGzu72DM941Q9tclnUMh9cLrKfO2j1B1cd8Oledt4LxOTh+EVqJuJTtz4F/yeND5DyARV1FQYsa7eDgpUXTXsi73D6M/h+n3b3STMqHBmYSxp+za/gCPtw+b8ziZH2og94Fe1TMc43Wktk8g+34x/cXvsRGwoAw8NAYEKF1heD4pYXlHqMis5UFX7hSOJlvyeB95SjW4xPcqx0U1U2wmyi4+Ndo/JBDvz18/tnau9lJano3W4nO++5mpCKFvLZBdENDcZZB2otSyOhY5+i6tvFMU5dex5gnOi2/1H7XTdsDO06EljAi9UIYeFgMBNhVFZLZbcYbx18ezTeSUTuFK86+2Hx41tv4lNPPdsL4Eyx7P9tzGnrVg+iGh+iuyCS9ohPV8DCDw8MMTa2zf+TAHoonrok68rtNcXq13KyrqijoWIwTq5wYRjupLikgJ7+EyjYdS7bIURc/2i+Mxpat/BYmhIGbMSBC6xrB45fA5Z6gMquVBZeFVaPt9Ameb2+UZsU0tsABEz19zDn9WFcWMLjiFG7ASMun3PhCK7OPnYSBzs1o5ScqJ90Jep+8LLVmUzGeaH+ctHhmRGhdkyMRWnH4uabtfkk9lHsn8ANSTs+HtwBWdSEfy3ov9WYFe7g0bYV8rLmm0DK0kxpXaAWieqnCtvXZp6jNLkIxs8G+60IIeUzd5OZ2sew+wTX1jYJLQsuNeaSO1KQkXldPxIhAP1uDZfzx8j3ZtZ309LZQ+Ok1r7J7WD0dMfKj/cJ+uHxkLSwIA7dnQITWPTe0fIerDPYrUWkayUwpoX2gk8Y2DWOjKnrUOrRDShqKS6jt1aIb0tDZ0oRifOvyE7urhNaXHixXCK2xqp8UWsdeXO4jnImWwylq02vQO4LH2FjoraVucCMm+N0e1qdQ4UVoCQdPgWPJw1PiOMCO8isfKwYY1usvLUMdRaRUxYiZ40O2N8wYzKaoZX2inpSMNmZNkdtX0Fank1o9hiUQYbeAldG2JpTGIwLHDhYGWuma2T19L9m72Ude5ehpDIkVWj77KuqGXN6+es/bN3GElm+FlrRkPjbM4gjF9yNjF5lJKdRMuwj8aH9km8BjZ8NkZMN+8eDRZdtkzbjFXqIRHDc5J/Ke8r88/BEGnhQDIrR+E9Du5VZSUyOHDoYCkN9ER04Zuni9WJFp9a/T9CGF0gEtau3Fouou5nVaF5uRAS3yvO9uxqo/Uaw2Ytwwx1lM6Ou+UDZ6EVgCXguTGhWa4ctB+DQwD3fwNaWAlsj940sX75tF3T8i0D7D7SK0nnf5i0CR8n94DATYHVfQNrHDYZyHaQfrQ3SNmtiYUKELiqJTv+3EtDDN7OIi8xHLnKaCt6kN6CO2ne9fWmMzFNc81gX6G2to1s0wOzfD5PQUY6M9lHxKpTT4kG6rj/wEQss+VM6H7HqUyyt05SRf6tEKirTspPdUT4XTekLAt0ZbejKfWpZw/mC/a19H4eu3FLZ0UZjymhd/TuJPSamU6ZaYaMvnj6QkXrxI4mVKGUqz59Qevhuc8/A4kLopZSIM/AoGRGj9lsa+H1NPNn96k01FxwjrwSGCpjkmp6eZnNJS9TmP5vFpJkYUFBd3MGuPMzGFf4WG1EJUey4Ojy4Wx4aS8hp94ne7vrvRV36kqH+BheVlFpaXGGxrZWAh+H9wWURbnUnFeESQOrdRgN21RYyxIlCGDl776YsILXHkv8KRyzWFq59m4MjIqFqDuq+RktouNKcTYejorKuicSB2UowBWmqrqWrVYwpP2HQeFy5s7xyvIPl1JYPxYlbE8d7tYRoqm+lU6xluKSCtdhiD/Qj7bAOp+QNsbvXzNYHQ8h25ziZzCmzSHUdoHc018D4pE4XBd+GXj/dRFyaTVDbC3g/22/c0fE1K4s8pFSjX7bjdGyiL3/Ei6Q2plTpW7B4ON3WUvH/F+2+zp71uvhuc89PlFWE/OfeCObGF2OKhMyBC63c4r2CA+PqO5LRmBvsLeF8yxPaemdWNHXasi7RmlTBg2WN3P7jsY3dfCC2ffQuzPTiWPYD3+ISjrSWWrMHfLszGzYjZBN0YF1fYvdSz5Wa4PI36hbMncUFAHROddC5d/HZ7PXHH0weP9Vn11BTUoduI6PESoXUR0H/AkwgtCQoPPShI+p4Xo+7lFtKLB1gxGlk3rjFQmk/T6BRDI2eTUwQnqBgc7KaqXBH/od+5z/NhUHwhs6mDNrUl7sQal9kKsK8tJacnNBHHsQOr3Y13O7HQOr9GAqHlmqzlTVIu3ZsX73wFvjsZLE3mZaGWzYmr9+9Yg0LrFV+6jKEJOAJsqwt5+TKXro2QeDu2oSlK5mWRjv3jE86E1s+dc56Pc/s9L+4k/1Lez4UBEVq/wcl5TD2UN7ZSejoZhgn96PrF+0yxQwePnThcF0LLs9LIHymV9J5O6a6i/WsyLyumsB/v0Zv5hjyF6my6d1Ub2S/eUbcU0zN1vI+yKI/OjYggZNfT0DzFwbVs4WdLXcTb9HaWwk82RWiJ0LoWOxJYnktgkXw+HtZPhVZhL3NLSywsLdBTnE/7io3tyUGGLe7TKdhtU3WkV+jjPLiLyOexlYH8NJpWrOgaW5m6Yop3t9vJgfPwdNlSlZDTtY79cJeZ/m5GLF68VwwdPGcrkdCa+ca7pBy6zBE9Wt8daEuSeVmswzJ99X7rqdBKpnjIEfLrAfZ1JbxMKkHrCOf3EF1IuAVnCT4TWj93znk+xHdeO36KzcL8yfoxsSBC696dnIvZrjaGt0dD07v72V3Q0asKToQxhG6wl9JP2dRpz6ZeH2gsIL1UxdrRWcXyGFr4kKPCfppuP0ZFGhm9Vnzf7fRnf6RxPRRc/Gs0fMhHFTrvHErfKi051eijtjuZaiqn03DRq3V+fDz7OKeozWli1h2q7CK0rh0opEdLAsSVdStefZNt165fYtufr19BofU5pwl1aOhgQ24u7UYfAcc4XUoD7sA2yuKvdJoihcvl+/h2BshJb2PZf8LRSgelbUscxmXXj3V5DJ1+DP3YGNqGbD5XqxgZO/s9vmrFtdFLXqU+7mQY52WcQGi51xWkJaXRtOS94CawRW9uMm9qJrH/YP/h6TDAZEpGwt+FDAut0h8KrZ855zwfcW102b5yvNhEGHicDIjQumcn57WMopzcwesepTwjNBmG33vxjZBQj5Y29j2oUDo9xjZSYoRWeu8Ovu8HDOT8WGj5rCoKi9WXvnPi3VJSlNfO/OH1QPb4IoKuCK2LgP4DnkRoXY8vCShiJ2HgfhgICq2MqvHQqAo3YzVfURgO2d3eRN9aR5eqjrzGudDDvURpOmCiJp1CXfChX/AYB5P1BdRM7CUchn5WvuGhgxtRQw2D07vnlA2f3jN21sFzLhIIrYBzjIq3r/mqDqflhIBznMo/ksnpt+D9wX63CK1rx7PzsvhB3JPjEtUb2f4c2BChdc8O4shhxxGcet2tpyw93qyDRhTZZWgTDLvwGFov9Wild58Jrf5LQisPZdR1/Jj7yygfjhf8PBgGCknJaWPKGiGirmMfEVrXDkwitCSwPIfAInl8PJy7l1pIy29Dq+6ltaWZ0vRUirr0zG7Yca238+lF9sW7SXHjgY+NwXIyyoejp293LtCY+YXKIXPEu8OxdgkLLTMO2wZLM+OMzJqxH9nZCw2Z/2mh9f2AsZoUXn6qQmt04D7aYrQxk1evC1FuB4fMX70/PAzwZ3qnbnKO1JFYFuS3MPE0GRChFTdw3ENhu0co/dzEfPg9p3A6/Abas0rQnI8Fj06LZ72F9x8qLt7RKnhLalfwxWM7fVnJ5LZdvKOVk5RDf8R1fPtj1NeoMfmjr3leuY9tzLblkPwmm5qBWTbDQwPDaYtaB7BvmzDt2jiw6Sn/VMt4ou+KRJ2X4N7P5BgRWs+7/M/r2jPhXfL7gHl3r6DIec/b1HzKmnvRzhjYcYd6tIw+fPZ5OmtbUA+3k5NejGLCjD12cqVjB8sD1RTWj2COjWXfT/Bs66l4n8TbvEb6p0zsB2PPsQPT4hTD2n4ULQ1UFOaTX91Gl2aCxW1HaHSHH6fLift7gP3hCvIufbD4hECiHq3vJ3h3J2jIfs+fX7zizy+TePH6C9XDm6ff6AoyedX+m4imm5wjdeMB1w3xz9d+eCwc/5hjEVq/q0IdDVPysYGZ2OAUfIcqowjl/sUEGJEgHy038qFgMDSMI4BF30H3ooPA8R4DpUUMWEKTXAQ2UNV3MBMegujdZLiznxlb/Ote3MPJ+mAtaa+S+KOgg6ndiEkzYmzl3F1msKOc1FdJJOX2YUwk4GLOu7jXjwF9aseK0Hp+Zf7UGJb8PBWGA+zv7p5/1PesXM+EVvPYOP19I6w6zuKFwzhIbdYHUitVLJ5O3R7gwDxBn6KdnmnLxWROcXy9b3+O9q8Z5DYPsxI899jOaH0eX+u60c2Zsfni2dPD9vIIHZWZJL94T+VEeGKKeMcm2uZm17zKwooBizNeHPvR/kTXle3iA4QBYeD6DIjQihMY7gUgr4mpCQO24DDCyDQc77E0u8puItHicXGYaF/kdWL+P9xYYT0UNKPuF3NceN/RvhXrte7jx7I4yZItXiCLyVuCe4Xv+RzWIrSEiefAueTxsXLuZ3NlnoUNK0ex/vrYhyfUo+VzmJhb2Ukw2cUd5j2ww8KcEXtsnIxNm/yObkeIPcQewsCDYUCElsD4YGB8Do0zEVp32AiTuit1VxgQBoQBYUAYEAYeMAMitB5w4TwH4fHc8ihCS4TWc2Ne8ivMCwPCgDAgDDxXBkRoidCSJyH3yIAILQk2zzXYSL6FfWFAGBAGhIHnxoAIrXtsZD83uCS/lx2qCK3LNhFOxCbCgDAgDAgDwoAw8BQZEKElQkt6tO6RARFaEkieYiCRPAnXwoAwIAwIA8LAZQZEaN1jI1sAvAzgc7OJCC1h4LkxL/kV5oUBYUAYEAaeKwPXElr/9te/8j/+5Z9lERsIA7dkICy0pD6JPxEGhAFhQBgQBoQBYeBpM/D3//gP/va3v502//4h3AiMXP/tf/5P/v3vf+cvf/2rLGIDYeCWDITrltQn8SfCgDAgDAgDwoAwIAw8bQb+/T/+frXQ+te//IVgt9dz7fKTfEt3910yEBZad3lNuZYwKgwIA8KAMCAMCAPCwMNj4FpDB0VoPbyCk8r0OMtEhNbjLDepb1JuwoAwIAwIA8KAMPCzDIjQkskwpLfyHhkQoSVO+medtBwvzAgDwoAwIAwIA4+TARFa99jIlkryOCvJXZabCC1h4C55kmsJT8KAMCAMCAPCwMNlQISWCC3p0bpHBkRoPVxnKIFKykYYEAaEAWFAGBAG7pIBEVq3aWQH7OzavFcIlQA2mw33be4R79zjPcwWB76ofX5sNjueqG3xKkuAfauVwx8eF+/c6G3R94/edz1Ij7A73FfY7ybXfNjniNB62OVzPW4lD2Kn58KAG9t1ffRt4pLfxaH3pjZ143QH4sYRj98Xd/s5v7dJ8/e7i6Xn6bmDuCzXuilHcp6w82sYEKF1G8fmHqE0pZIh65mTdxl0tPXOsBUOGH4jisxPVIztxYiiUGH6DfTVNdCpUqNURyy9teTkdTDvTFDo7ikqU4pQh+57VjkCWCeaKKofwxJIcF4wr4EtOtKSyB+0xkmTC11FBnWT+3H2xV7TyVJ/HdXds2z7Y/c+eS7wAAARL0lEQVRd87dvjbasTBrnbJimtIys2a4hFK957duU6y88V4TW4y4/CURSfs+KAe8CNW9TaV5xRQkWty/OA8ZbxCWfTcXXtGZmT2OeD8P0NOY4ccxnX2Zy2RYVn3x7ar6+L6Lf7IlKY+C7l2VFPjmdSzgS+fRbpPnuYqnUqWdVpxKxKNtj6u/TqRcitG4Dt3uMisxWFnxhIJzMt2TwvnIU6/EJ7tUOiuom2D0O749Z+9do/JBDvz16u3ezk9T0brYSneedoSa7ifnT+wbw+r0EA5/bbaa/upUpZ/C3nQWtiqm96Cd93o0u0t7VMGI0MaUaYNzqj4D7iMHiXLq2o89J6AQ9K7Skf6JuNjbABfAlSnukvf1mOnML6dvx43PM05gRFKX2qCCa8N6R13lE/4vQimb9qZWv5EfK97Ey4NpeZnxykrHIZayN9BfZtI5FbNc1kPo6l75YYXOLuBRwaCnI7WMrKK78JhRfC2lSa1FpopeeynTeFgyw5r7gzDFaybsCzekDRp9jj93zfT7WFFkUaKKFWVT53CLNdxpLH1EMi7KfpDui/XTBpNhIbBHJgAit2zgK9wSVWa0suCysGs+cuW9vlGbFNLbAARM9fcw5/VhXFjC44oAXMNLyKTe+0MrsYyeRWPHOUpvTzLx1Hu3IFCMDChqau1EPDaENLj21FNf1ohkaZnQ1Msi4mWvIoqB3mpnJdrLeZtM6G7n/iKHS/EtCy3doYWVlmcXly8ukTs3QfPT2iZ4SMor6WYmX50h7B7bp/ZpP9+aZ2DtYVtFY14radPRknZcIrTj1IJIJ+f/Jsh8ZeOT/h1cPfIcbLC4bMW9vs7VztmzON5KS3sFyxLazfTvsHsY8YLtxXDohcKijMLePzYNdtubayS7WsGGbprd3BovPhXlljR2PjVn9NJaoERRORqs+kdWoQTuko7PmK0Xdy6EeLB+GzuwfCK37jaXC/cPjXspEyuRXMyBC6wYNO9/hKoP9SlSaRjJTSmgf6KSxTcPYqIoetQ7tkJKG4hJqe7XohjR0tjShGN/iKPZeVwmtLz1YYoSWz7HK4IAKpaqZ7A/5NCtV9KnGWXP6MPWX8rVnlcPvfsw9eaTXxwakEzzmXrLzujG4nJh07XQvbjA9NseOYwpFfTdKjYrqtI8U92hQdlRS0DKLLZhm3w7L80usGI2sm0KLcY7W7Azqxg0X28L7TtdmLM5gz5gPy4yaHpUO3fAwg1GLlm9ZnyntGTrbPqiiU9FBu3qe3TjDRn51ZbiP64vQEqd+H5zJPYSzmzEQwKL5RrlCeTqcvb8xm+TMRvpDQ9u7KzNJb1mIesf3NnHJuzuHRqlBpazl88dyWhorqOhZxHbsYKbhCxmNY5hdAdw7k7SUFlPdPx89VP1glKriXgxR4itc9j4MXTlxhdZt0hy0641jaWwbQH7LgyVh4MkzIELrFpC7l1tJTY0cOhhy8H4THTll6H7Uo+Nfp+lDCqUDWtTai0XVXczrtC42E4mN8JPD8yGLJ/gORqmv17PrXaenUYnBe4J7U0/vsAlnMI9uA+qWr7z7WM2App60tOC6mS8fKtBva8nP6sVyfMRwqEfLNVpOVscG3kT28ZvozCliIOo9sXCAu+7azURdFvVzMU9GE93zCWwXoXVdNuS4mzWUxW5it9swEMDS/YWUVmMc3+9nvTWVzAF7/IbRTeJS2Kc7z3q0TocOfg+wO9lCRcc8+14Do4PzWDwn+BwLNKe/pmDIEbq/ny1lKQXto0xMTzOmquVLroIZyxZGsxmj2cRkcyY5XSunv9enuykp748adhi4SZrvOpaGbSDr+FyJXcQuj5wBEVo3LkA/pp5s/vQmm4qOEdaDQwRNc0xOTzM5paXqcx7N49NMjCgoLu5g1h7nvSf/Cg2phaj2XBweXSyODSXlNfrE73aFg4Nrg6GebpQ6HRqdlvbSLPIa+1Bpg791qNVqBjRTp8MWj3a22LJpyMtXY3frKS3RYA++CJzbzppriMKcvktCK6d7K06wDQVxzwx1qYUoJqfP8hzM91gvdY2DGM7HyCcK+F7Moz0MLNlYVuRQPHTwbByJCK1ETMh2EQjCwO9nIMB27xeS8troG1DGLAO05L0mU5nAX98gLp3n91RodTE9PYRao6Rv1Hg2/M8zScXnKvS2s/jp2TNhPAjF0qMFutsGWbWMUZ1RzeD2LttWK9bNJcan51lYXmK4/gtZbTMsLC+HllU2HBGx+AZpvvNYeuM2iNSXc37Ehs+mDfUYy1yE1k0raGCT7q/vSE5rZrC/gPclQ2zvmVnd2GHHukhrVgkDlj1294PLPvaI6Wd99i3M9uB7SQG8xyccbS2xdDophQuzcfOsB+o0XW6MiyuXhtE5LRoK3mdS1TfOenhmQr+BtrRP1EzvJxZHDg25n6roU9WR9jm4biQzMyi0hinKjSO0uhILLe9WH3n5Pazu72O1nS2WkSo+FCoxxQgth2GUvgEt2uFBGnLTKesZQhsUh+OrmIfKyWhdvvsp8G9arr/4PBFa0jh4jIFC0vxcuA0Krcyre7QSCK0bx6XvLjYnv/HpbQFdixaMC9OMT02dLROd5KWW0TsR/D2JtjmfjJqzmXWPNtZYOzwh4J2nPvMbk8Fer8MdLOdCyo+xOzfu0MEwzzdO8x3G0nBaZP1c6pjk87mxLkLrhg1rj6mH8sZWSk8nwzChH13HFb5W7NDBYycO18VTNM9KI3+kVNJ7Ou5dRfvXZF5WTGE/3qM38w15CtXZdO+qNrJfvKNu6WxyCJdBQ3VuGqlfi0hPb2Tass7cwjyz8/NMayp5n9HMyPzZ7+C22ck+Kko7mHeEKrZDHb9H63CQguzLQwezOxMNHQywqykhp8sYMR17gF11MRnta1eIJhdD5Tm0Gy6+beIxdpH1VXk221TYfk94LUJLgsxzCzKS38fEfIDdvkySi/oY0usZjlpG6Cl6e6lH6zZxyWXUUpmVRlZNOek5wVkHA9gsBgzbu+xsj1H5PokXH6toGhjGuLfHbnCx2TkMnOCzLaLpV6HRtZOf8pVmnY6uukK+tkyFRoMkFlq3SfMpz3cWSx8TG5JW8WXCwE0YEKF1o0a9i9muNoa3R0PTu/vZXdDRqwpOhDGEbrCX0k/Z1GmH0A0NMdBYQHqpirWjM0g9hhY+5Kiwn97bj1GRRkZv8LtWdvqzP9K4HhIi/jUaPuSjCp0XOFpHr1/D7g7NlGTbYs1gwmCaR5GXRcOkAYPZxNpINe/TW5kymjCYzWwfhkSeXUn2xwp6Bmr5nFpJz0ADX4I9WnYNeSnldEdMhjHQUECR2hK/dyywQU9BMX1bkVPDe1ls/UKR7qrp2S8LrYBvmeaMAnqjrvV0K7MIradbtjdxwHKO8PCwGAgKrSzeN8xjsVpPh+IFh+OdLTvMNny8JLRuFZdca4xPWziKekcryISfTWURWS1dVOS0MKZtpXMlwWy0ET1a0bZMPBnGrdIcjNt3FUtv1P6QOhNdzmIPscfDZkCE1g0cndcyinJyB697lPKM0GQYfu9F706oR0ubYDIMj7GNlBihld67g+/7AQM5VwitcFrD48pDk2HYp7+RUz97Nqb92IquJI2Kicvj6L0bnWSXjeIKvqNVrMEWfkfL48R+2uMWmgzDYsOy60ww5jfA3uQ38pvnYj4CechQeTr181dNbBErtPy4PEesdmSR1rIUGjLpZW1iElPcWaQedmW6jrMTofX4y/A65SzHSDk/TgbOhNa7umlMW1uYo5YNJutSLgutW8alUzvFCC3vto6yoi6WHFNU57SyeDBDfWETU/HedY4QWh7bKtPnnzQJCq1rTu/+W2Kp1JHHWUek3KTcfo4BEVrhIPET6yOHHUdw6nW3nrL0eLMOGlFkl6ENvz8Vc22PofVSj1Z695nQ6r8ktPJQxl4nRmg5thYY1vTT2dZEbVkmb750sea9DIJzvJrC/h187hFKClXsh4XWuagJzzroZL6zFsVieHani2v59sb5VqZgLjg2PjJfvlVavhTSf9UshMcHaEs+U9jSTWefCvXwOLObh3j3Ryn/mE3r0iGB70703f2sn6cp5j6R93yE/4vQelrlGVUHHiGPkn7hMZqBANb+LJJLVYxGfrj49P9x+kv/uLbQum5cOr1/pNByrdBd3cDwjp+AZ/pUaC35AljHq0n5WEbP/M7FMP1gnTsVWpV0qZupah1j8zz2+Vjv+NEHi0OjQ0JC67ppvotYGm134VDsIQw8VQZEaN2mceQeofRzE/Pnjj1UUfwG2rNK0ITfjYq5h2e9hfcfKi7e0Sp4S2pXcJienb6sZHLbLt7RyknKof/8Ol7s+zacR1NUZTYxHzG9e8BnZaqjiC9FbfR2VpGZlktl3zw754LFzUxbA9q9AAH3MIV5/eycCq0WJlfnmJjQo9MOUJn6gXyFCq2mkfS3xeiCx4fS792fo+NbO2M7Z0MbfYcmZmdX2Tr04lzvIPNz82VbeM2MKL5RWpBHdkElDb165red+KJsEmB3qoHP77KpUw/y/7d3bj9pBFEY739pE1Njml6jDUbbxnqp9qotKlQUodbQFSuxtFWkBARFkUvxAmwhTdM+ttqYtH2xia9fw2VhQQQFQnT9Hja7sLOT2TO/M2e+nZ3Zwfta2OT3lpf2bDdGFFpnu/4kX+Ce9ahMBtJCq+Ty7sYQggs6PNHbM9/TqiYuxRDeiiDqN6KjfQIrm06YtGOYzcSYeHQO/So1FlLxYBN2fRdU3RqY3bnXCMWQgHuNjbj+2ILVvE+iiHBojhJa1ZS5+liqTHbYJrBeyUAxBii0qunEbwvoujYAa6HQSo7utHbCGMiJFLnxtxcHceWuKTNHKw6vWQtdcvQo4YehuxMGb2buU9yDl0+1sGZfQRSxvvgK/Tcb0dglwJf4jPCaDYJejb7ehxiadiKU+cixGPyA4bZm3NA4Uq80ir4ZjL32pF9vjDlgFiwwDd9Bs2oUU8/boepVQydYYfdtZuZlbcGiHoApJbRE+GwCxibMcEjzvTJ2C7vNeNTahIaLl3HbuFRkIYwIHIIeU3Z/kXNyp0zOc9Ojp6UZDZd6YMqKS3mas39MoXX261DuyzxmfSqBATG8iKlxfXo5d50GQ6MTBUu7G1O/x0dHMKwz4IVGjcGhSbxPLbVeeVyKf4nAOz+JBy1NuPpsHqtuF7zyeBp5g762kdIP3uJrmDFMw3Xo4VwMi8O30GHwFTzYSzJbeZmri6X0FyX4C++BHJ+EAQqtaoRWbAlzFieCGXGTNXzCD9u7j/BlR5MKoIxuYeOoc8coTyywCu/2FjzzszC/XYAzkHu6ly1DMh9xHa6VcCrIREPBQ+UUP7nhWItkR6zyrpWXIxHEsjedT7E0yeXprUuh3Bw1+bUnPU5sYHnBCptfvtBGgf1OmucpSk+hpZy6LOYL/I/1e14ZqCQuSbaKhAII5I1GSRyJiFYcK+MIeFxYjUp5Hd5XUuaqYukpikWS7bk/zAVtQpvUkgEKLTZ85YUWbVQzG1FosQGvZQPOvMgTGSADZIAMkIHTywCFFkVEzUQEHb28o1NolbcROaKNyAAZIANkgAyQASUwQKFFoUWhVUcGKLQYOJQQOHgP5JgMkAEyQAbIQHkGKLTq2MkmkOWBVLqNKLTIgNIZ5/2RcTJABsgAGSADaQYotCi0OKJVRwYotBh8GHzIABkgA2SADJCB88EAhVYdO9l0qvPhVKXqmUKLDJTig+fIBxkgA2SADJAB5TBwLKH1Y+cnvn7/xo02IANVMiAJLfoT2xMyQAbIABkgA2SADCibgZ3dXfz++yfV/bsgdQLl+2SC/X/73GgDMlADBiTfok+xTSEDZIAMkAEyQAbIgLIZODg4wK+9vVT37z+F73VIKYorOwAAAABJRU5ErkJggg==" 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,

品牌

产地

展示型号

 

品牌1

Lake Shore

美国

8400

详情请来电咨询

品牌2

Toho

美国

HL9900

详情请来电咨询

品牌:Lake Shore(美国)

8400交直流霍尔效应测试仪

 

8400系列霍尔效应测量系统能在范德堡和霍尔棒样品上进行霍尔测量。系统标准配置直流磁场测量能力,电阻范围是0.5 m Ω到10 M Ω。交流磁场选件位居各种选件的榜首,这些选件包括:低温选件、高温选件,高阻选件,低阻选件、光学通道选件、门电压选件。8400系列霍尔效应测量系统提供了一个健全的的平台,当你的材料测量需要变化时,可以根据需要增加新的选件。

学习和研究的方向

8400系列霍尔效应测量系统结合了最好的A C 和D C 磁场霍尔测量方法以便于应用在最广泛的研究应用领域。变温选件和测量选件模块,可有效扩展霍尔效应测试系统的功能,允许您根据自己的需求来配置系统。

光伏及热电的应用

光伏(太阳能电池)和热电材料的共同特征是低迁移率。这种特征使得我们用常规的D C 磁场霍尔方法去测量材料的迁移率是非常的困难甚至是不可能的。8400系列A C 磁场霍尔测量选件使得简单的表征这些材料成为了可能。

有机材料

8400系列的A C 磁场测量选件提供了一个测量有机材料的机会,直到现在要实现测量低迁移率有机电子学的霍尔效应仍然是困难的。这些材料是印刷和柔性电子设备和有机发光二极管以及有机太阳能电池材料的基础。

材料

ü 太阳能电池

ü 有机电子

ü 透明导体氧化物

ü III- V 半导体

ü 稀磁半导体

ü 其他导体材料

ü 磁控电阻器(M R )

ü 高温超导体

可直接或间接测量的参数如下

ü 霍尔电压

ü 电阻率

ü 霍尔系数

ü 载流子类型/浓度/密度

ü 霍尔迁移率

ü 磁输运

品牌:Toho(美国)

 

 美国Toho霍尔效应测试仪(型号:HL9900)

 

 

 

功能描述

霍尔测试仪是专用于测试半导体材料中载流子浓度和迁移率的仪器,其从最根本上反映了半导体器件得以正常工作的特性.由于半导体材料可以通过掺杂不纯物来实现导电的特点

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