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b/wnV+M+FYKakALRA1n6cF4PvbYY79nzxxzTFWsgjnssMOewv0y6vmsv9U1uOGoAU0BNaKlhR7oDTfccF4pw8yjSpYSjhrQArB7Pdq4SgOLtxGgQYyaObtNNtnky3LHSckvakAT4Bsu5vmNeqlQv3glS6gBTYC9BEmNo6LkFzWgBaDGU1HyjRrQBGjPM5/oiyTFRQ1oQrQhKYqiBjQBajgVJRyjM2r2uPLBIv3PP/9881LFK03UgCqKUhTwuz/++OMfWH/99ZfyHTET43aLiDZ7KrGq4t577z2prBEtgMwa0Erp5T311FOHjRw58miUuXF7o7KgKsTGcfhrh11fKelU/kOW50HdZXRZiCe6BajXd+3adZKtWYBLKX/rrbfed+3bt59RzjgWQmYNaLHwVaq4roAs5j7yyCMfRa27X79+Nw4dOrQ/wgqINaBQw3F23Ewv5tkDFX22KGFjsqT3OOSQQ8Y+9NBDx9avX395mnHLI4XsF1YsJk+e3JnPTp06TZF+32+//Z7jr7SxSo/cGdAw7U3+D3tyL168uBHyX4sWLdrw5Zdf3qtjx45TzW9Iq/GZB5WaY4899qFCN8Jr2rTp/BNPPPE+5OnSipfyH8rd+wTJgNIjxWia3yqZ3BlQg3lS161bdyWqPrgGYgyjCB5ffvnlV7Af9pAhQy5gO9g33nhjF2S/6ImxuyaGZdiwYeeWNEElZurUqR1nzZrVttBtHa699toLt9lmm4+nT5++0xqmpxW/tPDpw2ZheCyRtV7oa6+9tjufrlDzCSeccH95YpQuuTSgRsCX7Vj79Okzgieiq0sZ1EgeffTRI/lk8zf0E1FMpyfGFrHst73RRht9U5qUlA92djz66KNHGk3OpNSqVetH7vPss8/un8SAunoEhcQlShhRjmeFrMSPOU4ekOY7u9PWrl37h3LGKS1yaUAZXtvq3PRC6U1Gvf77779fl0+G8mxFXKx4lhp0IOkRrlixoh76kexhz/FRo0b16tu3700owDdv3nweQroMv84555ybpfugbI5RJH+k3xs3bvyVeYgBw7u4G8i5+0iVo0eY1V5oVsBQnnHGGbe785+nnXbaneWKU9rk0oDCQQcdNE46/uOPP9Ziq1eMBnqTUiOhp8k2sBiVAQMGXNWkSZPPVq1aVeedd97Z4fHHHz+CKYEkSuvlBv1HegYol7NHjjGgpJdhNpuRMV3BMXZrbNOmzWzpPt26dXuhf//+Q5cvX16f1QgcY26YvGWqg7WB9vnchymRKHHM0gZ8WR7KZ4GwF0i0mf333//Zbbfd9gPqG1uLMC3Eb4MHD76UqTLa1ty5c1uus846q0sZ96jkzoBS4SkMdiPkOw2cbV232GKLT3lrzrCcvXnYNxvjKN2DPXkwKAzlKXyOcc2ee+458aSTTrrXfqlUaVCBWVVw3nnn3bBw4cLNzMsw9sqxNyNbsmRJw0aNGi0Ous+hhx46xnxnCQu99Tp16qxyDS/34X5hcQszVuUasmZlqFxOpHLxGVAepoziaHtt27adNXz48LPReB09enRPc07v3r3vpn1xPKvGEyrWgBZSaRs0aLCMYSp7Y2Mk2ZbAvAxhF0gKuEuXLq+OHz/+wJYtW86NEhZ7ZvPHsMUcq8SeCYZv0KBBA3kzzgLnSy+9dDDHXQNK/mEMffeZPXt2m4EDBw5yj9Ng+LOPcR/uFxSvKGVQrvx241aJ5Z4mGD/mtM12IHROfOeaJXAsCWSXgYsvvvgvfGfDQUZxQXUsC1SsAS2kklLhJ06cuCdDVBb6Mhxt0aLFh/zG4l7epNvLc/LSIPAOoddJhWd+mKVatgFlaG7OrVev3gqGYHy69/npp59q4r5n8hRYM8piatbHuuf77mPI+jDZGsr/+3vW41tseL8Q9xoM6FFHHfUIBpSeKy8nEc8uRvzSpGINaKHQU2QROMNHnnZms60RI0b0wZOI4SZzoeWOZynBSDZr1uwj/sc/GU8qXghhOPlt++23f9ecyxQIL4kkw/f+++9vR4/S3cDMt2Ca+zAakH6rFGNkLx+qhPhmDV5Okm/z5s1rzgjIrHTJOrk0oEGT/927d59Ab4n/K6XxpgXDd3uYzhIv5oLpOa5cubKuvTyL9a8M0/mU7oMPNC/azLHnnntuP3aFlMLlPltvvfUnhcY/K3ORWYlHKUmjndAL5cUt7yHMO4qsk0sDGoU8NgIMmd3L5A0pKw2mTJnSyfU46ty582SO44op3cd9URTkssd9mHN2j8d9gOXpYVeNYEBx0DjiiCMeL3dcopJbA+obcuV5GEbPEaNpvpMXTHNcdNFF1+y2226v2+fiWUJF502qu5geA0pPXgoDLy183813ljYhxsK6U75jwFkNwVvaSlbpUeKDQ4r9Jr4SyK0BhShum3kaxmNA7R4o8EaVOSl38fPOO+/8Jh4mrB1FSMX+TeqBIl2G0AovquzjGOcOHTpMM15IzKkyhcLSFZZTsRogavzzOGrICnlpIy65NqCGoDnRPFQMlpzwwuzrr7/eGMNID9Gs3dt8880/p1fqGlZgyRc9Suk+vu2Gb7zxxn72d14aPPzww8eY76z7oyzwepKG9UHkoayUbKEGVPn3XGeQJ9DYsWMPkY4jQWf/FnYfCZ8UHi+v4rjXKko5UAOqZAp6n7jD/vrrrzWkF1SKkiXUgCqZgzWo7kurKOgcaPnI6/SJGlAlc+y+++6vmf/piUa9Lq+NWCkfakCVzBHHaCpKOVEDqlQNOoQvH3nt/asBVTJDoWtu89qIlfKhBlRRFCUhakAVRSk7lepCrQZUqRp0DrTyqTRDqgZUyQw6/5lfKs1wGtSAKopSdirNcBrUgCqKoiREDej/UKlPQEVRyocaUEVRlISoAVUURUmIGlAHFNIvv/zyK9iVs9xxURQl26gBdUCB/ZxzzrkZQd9yx0WpbL788stNxo8ffyB7PM2fP7/p3/72tz/oA7q6UAPqsNdee71sb8erKEl45513drj44ov/wpbQHTt2nHrhhRdey3F9QFcXuTWg7Nnz7bffbsDmZQMHDhzUv3//oRxnZ8Avvvhi03LHT6lseAiz0+haa631i31cH9DVRW4NKMMrPj///PPNt9hii0+NAa1Tp86qRYsWbVje2CmVDpviHXTQQeNeffXVLs2bN583YsSIPmzYpw/o6iK3BpTdH9lzh16orgFV0uaJJ544nF1Ln3zyyR6PPvrokWwLPXPmzHZRH9B52k67ksmtAT366KNHjhs37qCNNtrom2bNmn1kjn/33XfrbbjhhovKGTel8llvvfW+4wFdq1atH//whz/8je2e41yvxrMyyK0BPeOMM27fc889J+6xxx6v1KtXb8Vll1125Rou+/TTT7dgU7Nyx0+pbHbddde/0/Ps1avXKD5btmw5l+P6gK4ucmtAL7jggiH8uccnTZrUtV27djPLESelerjxxhv7HX/88Q+cfvrpd7Ro0eLDO++88zSO6wO6usitAfXx2WefNRk+fPjZ5Y6HUtkwLfT666/v5h7XB3R1oQbUYfDgwZeWOw5K9aIP6OpCDaiilBB9QFcXakAVRVESogZUURQlIWpAFUVREqIGVMkM6n2jVBpqQJXMoMZTqTTUgCqKoiQkFQP69ddfb9y6dev3vvnmm43s4zVq1PjV/v7rr7/WSCO8tFGRWz9dunR5FUWhQu4xbNiwc9HGxG326aefPrhmzZo/4Sc+YcKE7q1atZqDapERHE4r3gaUkFh7ufHGG399xRVXXH7iiSfel/ReO+2003Q8iugp49s+bdq0DknuIwktJ41TMdh9991fwwlgDa+/9tpru/uOxSFqmtPKY5s06rCPVAzovffee9LixYsbSb9l1WjaqMitnzQq3rnnnjsMX/DtttvufYwnx84+++zhKGIdccQRj7dt23aWERxOm6uvvvqSHj16PDl9+vSd9t9//2cLMaBDhgy5gHswV5vU6PmElrMEBpLOj20opWNRiZPmNPLYpVjGEwo2oGPHjj1k3333fZ4MSiNC5UBFbosPjeL666//U58+fUasvfbaP/PAomEhbF3McH//+98/9tNPP9VcsmRJQ3zSC7nX3nvv/ZI7yoqLT2i5momT5jTyuJQUZEDR0vzwww9bMBzzndOwYcMl33///boM8W+99dYzeQLZv7/55ps7n3rqqX+dO3duy0aNGi2+5JJLrqZ3wpPuwQcfPI7u/M0333zOypUr66KYhI8xUwZ33HHH6fXr119Og0Thhu+HH374E+60Adi9YEmJXhK5Zci3bNmyBjQ67t2pU6cp7du3n/H222/vyO9/XgPxef755/e148Aw54YbbjiP///0pz9dv80223yMoXDjRM/ITQ/CzohPkBcMPTm2yy67vHH++edfxz2R31uxYkW9o4466hETvrmfOccOd+jQof3tuBH3q666agBhM23xwgsvdNtvv/2e+/P/4MYRxao1nEH+SfefNWtWW87bYYcd3vnHP/6xJdMg5CfnkbdbbbXVAjvtDMmIM2VEb/Skk0661xYcHjVqVC+uXcMN11133fkmzAEDBlyFUpaUD6ge0ZP1XUO4lDXl/uKLL+5jp8+cax8jH2677bY/unXEnIsx4Dhh8+B94403diF/7Trh2+0AJKFljkvlznG3ztFG3PZBPNawV1Ae2Ol165GUXrcuGKT2FRaulOalS5eu77ZdKY+J3/Lly+u78T7uuOMefOWVV/awr3dtCWLpZ5555q2mDhOXtIfzBRlQFGdoiL7fP/nkk60322yzhfQAyLRTTjnlLteYkIlk3JFHHvnoSy+9tDc9FRo4huuEE064f+HChZudddZZt3AuxpUKS4OhEvFEo5uPIWWYRiYec8wxDzOlgA7jGmrRSO3wJCV6SeR24sSJe2677bYfYGRo+BgLhh477rjj28zbGePVt2/fm+w4UHgU9j777PMi6SCeFLYbJ/LNTQ/xuPTSSwdT2ZBAo1HReKic3POAAw54hjCpQLbxBHOOHS7xdOOGAR05cuTRVCxjPLjXvHnzmrtx5IFH5fPd34RNmV5zzTUX9ezZczT5eeihh4754Ycfart1Y/Xq1euQXua3ZsyY0V4SHCYMwrLDNI1RyocpU6Z0olH7roFVq1bVefjhh48hjMmTJ3d288w0Lu5DXpi8teuIOReFJeorv2OQqdPEh6kIc51vtwOQhJY5LpU7x6U657YPendheeDLP196/8sDdcOuI+RrWLhSmqkfbtuV8tjEzY03xtK93rUlnGvXYUh7OF+QAaUx8me+U4h2b4+eHZ/Me9Gb4clkP8E4lx4smokUCsaT40wk0yjxG7YTD2QYOp7//Oc/f8t3JrX/nZA1w0I+eSr/b+LWHLO/Q1Ql+p9//nltM1+HOC6fNHriap+3YMGCrdw4APN+TG2ExclOD3mD8SFcSYTXzjs3H6VwfXHjKYwhJKznnntuvyj5Jt3fhjJDpJr/+Rw0aNBA+/dffvllLR5uNH7ynZ6vT3CY3se11157IWFJcZB6QUHX8HKQhxjTBtL9XILqCKMhes/8T89ozpw5rYxUXZTrfULLvnKX6pyvfYTlm8HNvzi7M5h6ZOoIBjQsXCnN1FmpboKdx754S3VbsiXFpiADajdc13gCww/zxL/77rt7d+jQYRo9O/ucrbfe+pNHHnnkKBodw3SG/FQQGhpPXrr89vkYNt7eNm3adD6Nkp4twzgqc5Q4S0r0ksgtQ1SespzLxDb3520uk9v2eQxTpTg89thjv+/cufNk5nToPfjiY6eHgmdO2fREjAivwe4p+V7O2eH64kYlvuuuu04hbTzUouRbWLpozAwFKXPUhugJYKTN7/TU6SlwLd+33377d+nF0ljctNIQqAO+BmnnQ9g19HzosdALcvPTh2+3AqBO8gCi5/mXv/zlYu7vzu0FXe8TWpbK3VfnfO0jLN8Mbv4FxTcKYeFKaWZaz9d27Tz2xVuq25ItiZuWuBRlHSjzhQyteKJSKBgGnhb33HPPye65NDqeSPRQ6ZU89dRTh1EYHB89enRP9/wNNtjg2wYNGizDIPO05K0qcywUjrk/vQ0+GabShbevl5ToaWCuyC33Y56JN8S8nadica9bbrnlLH5nmMK1TGPYcTCFxhCCoRzzU8yv+uJkp4f/GYYwhLFFeM1w5plnnjmAOSA7fHMfc44dLkNyO25NmjT5jHNYktKvX78bzbItcy83jgcffPDTfOfTNGo3XRxjDpT840033997773WlD3H6SmRvzQcypdGQXxIB/nKfBe9DdJq0oBhxrDawzgzB+rmA3Ut6Bp6RsyL8YAiP+wy9uWrVEfMPCcN01zHHDP3N/dr3LjxV6TNt9sB5/iElqVy99U5t32E5Vvc9JqRo9TTJ42mjpj6ExaulGZe6rlt11xv5zH3MQbSjjedMfd6yZbYdZgldDzg6dW76UpKagbU7hFhPPmcOnVqx7DrKDQanPnOixvmwpjMZnjrnm8y0MCaMvcchha+IaikRM8wyBW5ffbZZ/e3v/Oix/xv5mShe/fuE9w4mDkh1MfD4uSmx8x9ufcz9wTmeILOscN142YqNr0nPu1yc+NIhQtLF9jz2r17976bT+bnzDF6BfyZ7zTCDz74YFs3DexaaafTDjNqPrjX2HVLOs93P2m3AnMuc3H8bx4Q5vc2bdrMNtdK14NPaFkqd6nOSe3DTYcd10LSC24apXuGhetLs9Ru3DyW7usrd9eWgF2HCS/qSDUqmfNEonFROXiK2Md54cInBoshb5phlkPktpjpUUrDgQceON7+bl5yFBNf+ygWTPeUIpxSgOFN22khcwaUt3PSceZ8+CtGmOUQuS1mepTSwMqDoO/FwNc+igWrA0oZXjF56623fpf2PTNnQBVFUSoFNaCKoigJ8RpQyfk/S6IbSTwKiikqUGziiiwUktY41xaap/b1aQp/VBvFEPhQCkc0oD7n/yyJbiRptJVqPCGuyEIhaY1zbaF5al+fpvBHtZG2wIeSDqIB9Tn/q+hG+ag0kYUkpCn8oSilQDSgkvM/a/Qk0Q0XFtH6BCsQSJCEN1xxAyMewJOVYQrxwQ2Q/7m/LRAgiVxI69ZsYQwp3mGCGK5ABF5QrhiI63IHCC0ECWRIAiVuWKRfEllw/eENroACSIuiwRUHsa/FO4uyQkWJ/HPFNySxEV+ZSeFLZeIT/rCRhF4koQxJcII35W654Z9vp4tlZVFEasAnfGHnK3nhinVI5W7SECbOkRRWm7D+1xY/MfF10+EKjJg6aO5FmUl5yXpVN60+m2CmbyRbIQmcSGIhYXlW7Gk70YBKzv8s3pVEN1yItE+wQhK38IlkcNz4uuLNRINC+YjvYSIXkniHKyrgEiaI4QpEYEBdMRBJyMTEzye4IIlFSGH5RBYkpLRKccOP2RUHsa9lKI3LHedg7GzxDSqyVA6+MpPCl+LpE/6wkYReJKEMSXBCEnHBFdFOlysQ4xOpIZ4+4QtJdMUW65DKPayuFApLkhD4ccVPpLrlCoyYOmjyiN+kvJSEVHw2YdKkSV15MEm2QhI4kcRCwvKs2NN2ogH1CR7EQRKs8Ilb+J7ucYgq3hFEkCCGT3DBFgOhIfrC9QkuSGIRvrB8IgtRkPIEA+ATBwFGHJSN65MMcefBo5ZJFOEPSejFECY4YXBFaex0EYcoIjXkn69M7HyVylMqd0NUUZC4+MRPwE1HkMCIW/Z2XgZdJ9kE33HpPkFiIWnmGT71jEbtY7z/cesKiAbUJ3ggiW74kAQrfOIWkjhEXKKKdwQRJIjhE1ywxUCC7i0JLvjEInxh+UQWCiEo3+h90jMvlbJNVOEPV+jF/i1McMIQVG5B17n4ysTOV7c8feVuiCoKEhef+ImUjjgCI3ZeBl3nE7GRjkv3CRILSTPP6KVHPVc0oD7BA3ygXdENF9P1lgQrfMIbrriBqbTGoJpPDBpd9CgiF0HCGK6PN4QJYkgCEZxni4Hw3Q03SOiBOSNJLMINy/SGXJEF3zDel1Y7bqZc3Hyzr2WblnfffXf7+++//wST/3wy/FvDEVI5+MpMyhs3nkHCHzau0IsdtzDBCXMPu9zcdLn1VBKpMfnnE76w85V2YJcnGrmkzy33oLrCcNfOV5uo83yUgyt+YtLkpsNXB00e2fe185LpFKmdgGsTWOUjHfcJukhiIWFCKmmLh7iIBtTn/E8huqIbLkQ6SLDCJ7wBtkiAJEpgiCJyESaM4RImiCEJRDCv44qBuOEGCT3Yc1u2QEmQGIUrsiDhS6sUNz7tfAvKJzctvnLwEVYmQcIfNq7QixQ3n+CEwS43GqN9rSQQI8U/TPjCzldfedrlHlUUJEzgwwfzxq74SZCAhy/OLm5eStcF2QTfcek+bh0JyrNiiIe4xPJEKofoRlZRMZDKpBrKLanAR9riJ1nPy2KIh7jEMqDlEN3IKioGUplUQ7klFfhIW/wk63lZDPEQF/WFVxRFSYgaUEVRcgOrInjB161btxdYR1zo/dSAKoqSG8wC/DSMJ3gNaKnUfEodVqlp3br1eyxeJp5mKQoeHCyVYU0ty2WM2hW/ZT09xaTS0p5UPcqXTkkBrZD7Kf8f1vay1VBaClZeA1oqNZ9Sh1VqWHbB20+zPg0QzaBxsISFdbZG7Qqynp5iUmlpT6oeJaXTp4CW9H6KDB5OaSpY6RC+BCDGwZpSfIbxPmHRMIuA8f4od9yU5KSpHuVTQFOyjWhAo6r5GKUhW3kGr4Koaj6cY8Iy9/Kp+fjiYO4jqTLhFWGf58aHYwhO4HGFsAlDMq7H08JV9kFIBfdBWx3GjYcUP+LGAmaUqHCjY6ExyjX0Nly1KzvfSzEsM3mGbzFr+iQlKJNOVz3IVdZCcENSRIoaF6PMJNUptxzBLcuo5RikNORTBQtSRwpTjwqqs/Z3SQFt6dKl67t57CoSHXbYYU8FqYzFJaid24pNDIXpzUl5wzU+RTbXe05SWIpaB4PKhzyTytQNXwpLqsc+9TPRgEZV85GUkDg3qpqPHVaYmo8vDgg68JsvLjZufDiG6g/r6qi8+P3TCCkkV9nHeFvY6jDu/aX4md8oAIZnNBA8VKhgrtqVne+lGJaZPMNdE79tKoikpsN3Vz3IVdaicUuKSL488SkzRSlHcMsyajkGKQ35VMGC1JHC1KOC6qyNpICGGpibx64iEVMHQSpjcQlq57ZiE1uXY2x9eeNTZHPDkxSWotZBjgWVj69MbaSwpHrsc5uOPIQPUtPxKfqkqebji4NbGeOqCyFCgAoMfu+u8pT9NA5SmQmKn/mOvzANgCFfGmpXQcRRkwGGn6aS+tLpqgcFKR3Z+RamwuRTZgoqR3DLMmo5BqXR11sMUvoJU4+KUmdBqhN0NNw8DlIkikOUOuKWjaQ8FZQ3PvUlGyk9UetglDiECRQFteso4kapzIH6FH1KreYTFBdffBDBGDt27CGm52KrANnKPnHUaVzQr6TB06PGj5shqaR2lRZx1GQAY8hqASqhlE5JPShIsagU6lpuWUYtRz59ZemLt0/pJ6p6VBQkBTTS6OZxkCJRHOLWEZCUp4JUkHzqSzZSeqLWwShxCKuLQe06Sj0WDWgUNR9bachWnvnd7373lrk2TM3HDstEPkjNx42DEWsIUmWy00VjtOMDzC0xjGB4YpSnJGUffnPVYSShWzeP+J8XSPSMaBh169Zd6VO7svOdIUUxVWTApJO8M259kgqOpBolKRZJ+ca58+bNa+7miU+ZydSDoHIEtyyjlmOQ0pBPFcyn9BNVPcpXZ+22JdUJXk65eewqEjH9YN8vDfUhXzu3FZvYBcCXN+Y+ksqSOxSWFJai1sGg8jGq+26Zmp6weccgheW7NvIcaBw1H0l5xoeknBKmkhQWB/f+QXGRFKZ4eWMmpu1jcZR9wuLnxsendmXygjWAVKaoYSZFKg9JCcqnGiUpa/nyzc2TKGpZQXXKzb+45RikNBSkCmZ/j6oeFVRnDb464eYxDd0XblrqQ0HtPEgNzD4epr5kkNITpw4GlY9U9q4R9CmfRW3/uowpg5RCRUapPrTelB41oBmkFCoySvWh9ab0qAFVFEVJiBpQRVH+l7TViqodNaCKovwvaasVVTuZN6DFdmlkqQVvP9NSZyk2SRWAWCfH0hgWC7NsZNq0aR04Xg1KPqoclh5pqxVVO5k3oMWucFSSNNVZik1SBSC2/+V8FiLbb2qz3qCjoMph6ZG2WlG1k3kDWizwPsB90ayzw5WMtXis/yp0s61iklQBiLmtb775ZqNixk1R8oZoQNNUupFENxAIsVVmGEJL98IDI02lGZuTTz75HvaxZsF67dq1f8DLgp0FOY4HjBtH/Njx1mEhLoYWRSWOz549u41PecaoxdgqNpKqC5v1seDYeED41I7M+bYCkKtwRRp8KkluPJLkL1vq4kN9+eWXX0HZcl/KGddO0u2Wo1Htccs2KH1xyItymNQGyUNJOUhSDpPqWJS2au4fpEhlYFpp2bJlDXiwEz/jrRRHycvOE2nrZvzz7faHV2Mc+4RcYJR8kNo6Yf2/+EiFnKbSjVQoffv2vclWmSHhPvWTNJVm/k/C1xSEcYMDhrY///zz2vREpThSyBhIZN/Q9cQooBSEH26Q8oyrYiO5g5G3+CaTfgrJp3ZkzncVgGyFKynekppO0vylUlO5evbsOZqyRSgC1SDyxqTXLkej2uOWbVD64pAX5TBfG5SUgyTlMKmORWmr5v5BilQGNB+QbqQTwTy7eSjEUfKy8wSXUikP7fZHWuLYJ/6Pkg9SW49sQIuhdGPjU/IpRHzCJorSDD7UKOgwJOY7ajg8bYxPc5DaEAWP/6x9vyDlGUnFxoaeKtt+GJ/4sPB9CkAoXPGb77qweESFF1KIMPA/n4MGDRoYdo1btkHpk4ijMFWNymFBbRDClMOkOhalrRqCFI8MdECIH//TnszxOEpedp748tBtf3HsU9x8kNq6jWhAi6F0Y+NT8klDxQeiKM2wzo2MNOExrxgljkBFYaiMiIQ5FqQ8I6nY2DCkQNnHViP3hR+mABQU77B4RIXhIMMehmbDhw8/m14tD4+ga9yyDYqnRBL1IIlKVQ4LaoMQphwm1bE4CmNBikcGht30FLknLy05FlfJK0yFC9z2F8c+xc0Hqa3biAY0TaUbSbXIVfIxklzuvcxSmzSVZlwwKObTfksqqQ2Z39D2bNCgwTLmUE33X1KeMZXDVrGRVF0YvvB0N98bN278FXkvhe8qALkKV0EqSW487PyNqv7EHOimm276BUNMviMEwZOf40YAxX4Amp6IW7ZB+RuHvCiHSW3QjmeYcphUx5hrdM8z60BNezD39ylS2XGmHJkXbtu27SzTayev4ih5uXkiqZvZ7c+XNz77FDUfTNrcsFxEA1pMpRvo3r37BEnJR7qXIS2lGRff0hIpjgZTIIDRCFKeiaJiw7yRPWHepk2b2b7wXeUaNiCz7+vL26B4xFF/suPZu3fvu/lErs9Nr4Fer1137LL15W8c8qIcJrVBKZ4+5SCU7t06FqZ6JN3fjrsLWrfuMV7AmP+jKnnZeSLlod3+II59oocbJR98YblUzDKmLCjNMKnMJ0aKbn1a92XXTvt7qZdRFTNvmVsqxn2VeJS7jqVBGu0vaj5EDatiDGgWlGZ4O8hf2vc1Ysa+78WmmHkrva1VSk+561gapNH+ouZD1LAqxoAq/0HFHhQlO6gBrTBU7EFRskPuDWglCDzYZF3soZT5aYeVVGQlTSRhmkoTq4kC3jtMzRTDQ7DSyL0BrSTjCVkXeyhlftphJRVZSRNJmKbSxGqiYAxoueORBXJvQJXqIKnIipIMaXvhPCIaUBaS+gQyXCEAnxCI5PNtMMIB+LiyXMAnauCKEHDPqEIkEDUTogo82KQtuFIKsQfpOju9Q4cO7W/nLXnvqwdS/pIPRpwjqjgEvsdhgi3kqZs3khCKLbISVN6Spxs+z5JYh1sHjUBM3PyOGg+mIOwyR69BErUgnVHaTKNGjRbjx00PmPWULDJnQby9JjMqH330UTPCNp5FOAQsXbp0feoM9dcOg4Xwa9jLrfsm/+x6wQtRqZ34xHhYW4wzyaJFizbE9dKUhZv2qCIhlH3SMhUNKBf5BDJcIYAgIRAfRjgATwvctvA84LgrauCKEHAsqhAJe5G7QgT8XojAg03agiulEHuQrrPTK5Wtrx5I+WsLe0QRh+AhFFWwxc0bwnBFRFyRFV/aJaEPX/lJdTBJfkeNh1k0bsocAyqJWsRpM+Q/vXIcHhYuXLhZEuMJlA+GCW8qjBJCMTyseLGJd5odxpgxYw6VRGRM/rntzGdDJBEcXC7ZPx61J8IwZeGmPapICPUraZkGDuElgYw0hUDIcBLlc+Z3RQjihB8kKGEfiyPwYJO24EopxB4k7PT68laqB2H5K93fvWb16tXrRBFskfJGwiey4iLFHQk4qfykOghJ8zssHr4yd0Ut4rQZfNjp/dNLLETdjIcYDxgjGMIDEKNKXvGyTArDZxeitjNwRXB46DLPjWuyfZ6b9rgiIUnKNNCASgIZaQqB0GBbt2793qhRo3q5zvySCEHa4UtEETOAtAVXSiH2EJZeX94GCaXEub+bn1EFW6S8cQkTWQlDKj9fHYSk+R2Gr8xdUQvpPF98iSe9PXpnTE8kjRvliDsr7sN8Z0qFHiidCV8YvnYZtZ2BK4Izc+bMduhOsNrC3FdKe1yRkCRl6p0D5VMSyIgqBBI2B8onlZQ5CXoirjM/cxOuCAHH44QvCREUIvBgk7bgSinEHqQysNPLcNLO2yZNmnzmqwdS/trCHr78tK+JKtiCUXPzBl9nExaN2hVZ8aXb4MZdKj9JCMMYeim/J02a1JX/pYe4b3mXGw+pbrj5wXfpPF+bwSgwHzh69OieYfkSBG2VsmDKAUPFsBjjyVw/IwQ7DF/dN/ln1wumMtx8Y+7WTLu5Ijj0JjGeRuSF33iAumkPEjay8zOsDTFVwHSFlCfeOdAggYy4QiAukkBBkKiBPWcTR4hEEiIoRODBJm3BlVKIPfius9Pr5m1QPXDz0hXbiCIOEUWwRRJbccNyRVbCcOMhlZ9PCCNKfqNOJb00C4uHVObMQ7uiFmF1w8QXhXh6bLxEYdgaFp8gyHdTlhg7XuL4wggSOZHqhSRCEyaCw1ywqY/2b3ZZRREJ4cVoUJn6jCfoMqaMUA1iD2kgiThUYt4w7ZHGfQoV0KC3jmGjN5ZGfID78ckIiVUoxQijWCI0aQsCqQHNCNUg9pAGkohDJeYNb/TTuE+hAhpst5JGPGzYgcDehaAYYRRroX7agkBqQBVFURIiGlDjv+seV9/X9KgkH/ykfuassODlAmk1L1hYh8fLI97AMz/18ccfb8M8KEtTKilPFAVEA2r8d43B5JW/mfdQ0qGSDEVSP3Ne7DB/ad5qAgYYo8kSGNbnsSSGBdD8Vkl5oigQaQjPIl/zFlbJH4X4mfOSAe8UPD9Y+jJs2LBzWQ71yCOPHBW0rlNRKoFAA2qvy6I3ir83a+1w8WOdFi5Srm86ngnGl9S+l89/2vWFZi2X5LvLGkHbz9X1yff5UZu9nF3/e86L6k8shWXul8QHP8xn3PbBT9PnnvWWQT7HQb7AUfzMpfWPpJH8Y50ey0WoM7gnsp6QHidpYDE962ndPHHjmUSHIWoZB+UB4UXJX9wxXZ994pJUr0DJPoEG1J3zpPJS+KzpMgu6Xd90jIvxJbW9ECT/ackXmgXFku8u3gS2n6vrt+3zozYG1PW/5x5R/YmlsMz9wnzwWVCOsYvjM27neZo+9xiuIJ/jIF/gKH7mkm83xzEkXbt2nYTB5J4YTQwqa19JA/dkHaGbJ248k+gwxPEZD8qDqPkr+ewn1StQsk+st/C4OuExQgMxLow+/2mJqL7Qku+u6+caFK7k52ow/vf8H9WfOCisMB98e6F4VJ9xm7R97qXzDEG+wFH8zH3+8Xh98NBhGmDzzTf/nK2OiRf1yE2DjRvPJDoMcXzGw/IgLH/DfPbT8J9XskUkA0pPkl7E1ltv/QlzV/iY4l6FG2WQP3MYvmtdv1rJzzWqH7UbpvG/pyJH9ScOCqvYPvhp+9wHxdnnC1yIn/nEiRP35CHA0N9se0s+EncMmJsGGzeeSXQQ4viMB+WBFI577zCf/WL5zyvlQzSgLCfh066QDLdp5PQWGEoyn4WklOTP7PODdf2nfb7Qru+u5JMc1Y/aHHP97/k/qj9xIWnkXkl8xk280/S5N703n3+yzxc4jp+5m1amYegtYyjr1q27kt/IT+LP9INJg5QnbjyT6DBELeOgPDBzmmH5O2TIkAtcn33iWoivtZJtRAMatJzE9Tn2+aZH9U93r5X8an0+yVH8qH1xgqj+xFJYcdKYxGfckLbPvY3knyx9j+Nn7qZVShMPRDddvjxx4xlXhyFOGQflQZT8df3f8R031yb1tVayTeY8kQrxq03bz1VR4lCJPvtKYWTOgBbiV5u2n6uixKESffaVwsicAVUURakU1IAqiqIkRA2ooihKQtSAKoqiJEQNqKIoSkLUgCqKoiREDaiiKEpC1IAqiqIkRA2ooihKQtSAKoqiJEQNqKIoSkLUgCqKoiREDaiiKEpC1IAqiqIkRA2ooihKQtSAKoqiJEQNqKIoSkLUgCqKoiREDaiiKEpC1IAqiqIkRA2ooihKQtSAKoqiJEQNqKIoSkL+G0yhR1OdpPYQAAAAAElFTkSuQmCC) нергетикалық диаграммадағы валенттік зонаның үзілуі (4.5 б- сурет) электронның валенттік зонадан өткізгіштік зонаға өтуі ретінде кескінделген. Сондықтан, жартылай өткізгіш атомдары арасындағы валенттік байланысты үзуге қажетті энергия болып табылады. көбінесе меншікті жартылай өткізгіштің өткізгіштігінің активация энергиясы деп аталады. Валенттік зонада оң зарядты бос орын қалып қалады (электрон атомнан кеткенге дейін атом электрлік бейтарап). Басқа валенттік байланысты үзген электрон осы бос орынға келуі мүмкін (бұл рекомбинация процесі деп аталады). Бұл тізбекті оқиғаны бос орынның орын ауыстыруы деп қарастыруға болады. Сондықтан, оң зарядты вакансияның қозғалысын квазибөлшектердің қозғалысы деп, оны кемтік деп атайды. Ол кез-келген бөлшек сияқты эффективті масса ( ), спин ( ), қозғалғыштық ( ) және т.б. ие.
Сонымен, меншікті жартылай өткізгіштердің өткізгіштігі екі типті заряд тасушылар арқылы іске асады: электрондар е мен кемтіктер р, олардың концентрациялары өзара тең:
Достарыңызбен бөлісу: |