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uWLTZfaaVSGR8f37hxoxqmE3GU6mLOcv2Xf/mXdDr9hz/84T/+4z8uXrwolq6YptnZ2fnCCy/4O7mz2ex77713584dMesk7tq2bVvA1TrZbFau23SdkH744YeDzwGLkzovX7587dq1QqEQiUSeffbZ5557zmnbhhycv/vd7+7cuSPCNAxj8+bNnZ2dTz31lBqsyAXXWQiZL17XNIQ4e9SnKDY0SeJczO1fkE6dOrVv3z6vOdzghcEr3+XJqq6FPGCivOqLqI8yeiIr9+/fv23bNrWQBymTPufeSjjTHgDuJbzbBwDQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgBAgwAADQIAQIMAAA0CAECDAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CADQIAAANAgA0CAAADQIANAgAAA0CgNVDSP1SqVQuXbokPnd0dHR0dDQXaK1Wu3nzpqZpXV1dda+cm5vbtGlTe3t7Ew9SI6zS2dnpE2A2m/34448bvWt+fl6YpVFTzMzMXL58Wf7y+OOP//SnP3366afD4bCmaceOHZuYmMjn8zdu3PAKpLOzU9M0/wtcY1432M8++8xpih07doi4+Vusv7+f+gNLwN1/EI/HbX/pup7JZO42QrVaTSQSuq5rmmaaps+V5XJZXplIJO42RbVazWQysVjMFnPDMHye6zRCNBrNZDLlctnnWYZh+ATrbwphTNM0o9GoYRjil0gkEolERBaUy+VUKmWapi1ipmmmUqlyuVwulzOZTDQatV0QiUTEBV6J9b/Lsiznv7quV6tVNRzLslQjRyKRprMMwMb/06BEIuElUrlcLkhA5XI5FovJKuejQeJK9RGLL9DO2usVbWdKnVXOSS6Xa8gauVxOao1IoPqIXC6nRliVLVvcbOJSrVZVCzsv8FJD/7ucIh6JRJzhZDIZoddUG1hiDZIVTDT1zqa4biiiYtvudb1R6JTtysVrUCKRiEQiQRTQmcYgCZSdhSAXS3sKvPqSUg2/kR8evVQvtW1Oo13KgYNYLOZ6mWVZVBtYYg0yTTMSici2MZfL2ZrNut0Eea8YXPhU12Kx6LxySTTINE3bcNLZR7AsS9O0VCrVkAbZhm/+XQ9bp8O1JkvkWGwFapCregbvCQIE5FuappVKpdnZ2ba2NlHy2tvbL1y4oJbFr7/+2t+pJO+1+TKdyAvqXtkEL7zwgvp1fHzcdsFvfvMbXdd37tzZULC2cJzBqoyNjRUKBfn10KFDPhefPXt25XgG4/G4re3ZunVrqVTCZwotn5u/evVqKPSNCTLbfJaUmBVOW1ub6mGdmpqq1WrqJNrk5OShQ4dsia07sTU1NaX+YgvWdvHIyIjqGveX2vb2dqdL+F6xZs0a0U+0efe9EguwZBrkj9Pdu5J5+eWX5edCoTAzMyO/ill8/46Jk7m5uUKhINyxrsHaLla/Hjx4sG74ExMTK8d64XBYTalIbHd3N/UElluDKpWK/Hz48OFVlJ729nbV5Xzy5En1s2majY4BX3311Wg02tXV5RWsyrvvvmvrWay6AtHV1WVzq6XT6dHRUaoKLKsGffjhh7ITVHed4UrjzJkz8rNlWdlsVtO0+fl5y7Ia1dNsNmtZluhbuQZr4/bt2+rX9evXLzItDzlIJpOtNuCRI0dsnd+RkZErV65QW6AVuHtGxFhD1/UV5TQNyJYtW3Rdl47h119//erVq8Ib3aienj592jRNsQRZdIWkx+T06dPO0NLptPr1b3/72yLT4lzNdPLkSafXZsk5d+7crVu31Aft2rXLtuYAoFUalM1mJycnhXdjtXijv5GkUOi11147evSo1AWRIudCcH9KpVIymVTr4YkTJ3bt2iU+J5PJsbEx2w6JSCSiytCXX365yLQ490Ncvnx5GTQoFAql02nDMNQ5vmeeeYYKAy0fi1Uqlb1792qalslkmt4vds+xTdKLFNl+rIuYDpufn5/+B3/+859tnQXbLTZn08LCwuotGeFw2OZiV/UIoFUatGfPHjENpA40SqXS6pqgtU3SFwqFaDTaUJ9OzrIPKMi+lfSSqM57TdP279+vfr148eKqLhwdHR0+m3gAll6DRkdH0+m0TYAqlYphGOqamkqlsjyStJgHqZP0mqb98pe/bOh24RFzLhC3rZm27dq3rX60LMsmUquO/v7+lbOCCe5zDRodHR0ZGYlEIh9//PG0wp49e5588kn1su9973vf/va3p6enWxoz+aBTp041cbs6SW8YRkPjylqtNjg4GIvFnKsZbT2swcFBVSVDoZDN6/TWW2/5PKhUKq38+abx8XF1Yw3AEqNuifYiHo+r+60kcvOX674k/31Y6pUyfK9tn84Hue4Xc93nrWlaKpXy2R7lvFHoiNfmTJsRnJvdbNvQvSJfLpcNw7DFzTV3Wr1fTHTufHbtlctluY2D/WLQwn3zXsjaaNvtaSuO1WpVXcjnc9qObWOn80r/B7nuhtd13eukC9uQqlgsqoHbzu6Q//rsTbXZx6Yy1WpVlSHnMUzi7CTNsaP1Xp3dIcTav81o9PQSgKAapDZxXsgiq5Zm9YiZTCYjTs+w3RiLxRKJhFriE4lEkCvVBxmG4bVxX1RmdcyVSCTUShKPx9V67hXPaDQqblRPHRMnddmqnIi/7XZd151drUwmY1Nk0zTFEQXiqypM4tHObTEyDnUv8BIO/7vECXAyniIXvMqKaBjQIFhaHqpWq59++mld34rqK5mZmXnkkUd27twp3SWlUsnH+bpu3Tp5ZT6f93mQeqXrg5yOG2fkw+GwnAKr1Wpff/21/Oofz3A47NwmrobmE/+2tjbXXSDz8/PXr19XD1Tt7Ozctm3bE088YXPz++xQFyH7X+A661c32P/93/91GsTnQNtTp07t27evFWcewAPLQ15nx4CK2JmxZcuWhvbcA0AD82LgxY4dO7Zu3bp169bu7m4OsgCgH7Ss5PP5DRs2qO751bt8HIB+0Krn73//O0YAQIOWD/Wow9V4kgkAY7H7ATGh1tyLGAEADQIAxmIAAGgQAKBBAABoEACgQQCABgEAoEEAgAYBAKBBAIAGAQCgQQCABgEAoEEAgAYBAKBBAIAGAQCgQQCABgEAoEEAgAYBAKBBAIAGAQCgQQCABgEAoEEAgAYBAKBBAIAGAQCgQQCABgEAoEEAgAYBABoEAIAGAQAaBACABgEAGgQAgAYBABoEAIAGAQAaBACABgEAGgQAgAYBABoEAIAGAQAaBACABgEAGgQAgAYBABoEAIAGAQAaBACABgEAGgQAgAYBABoEAGgQAAAaBABoEAAAGgQAaBAAABoEAPc5IUwAS06pVLp69ar82t/fj00ADYLlY2pqamRkRHzOZDIYBHx46O7du1gBlpYf/ehHhUJBCFBXVxcGAfpBy0StVhscHCyVSpqmHT58+MGsfvl8XghQKpVCgAANWlYB6u7uTqfThmFYlpVMJovFYjgcftDscPnyZU3TYrFYT08PpQIYiy0f09PTCwsLhw4dCofDtVptbm7u3XffnZiYeNDskM1m//a3vyFAsCgNqlQqbW1ti+wU/PWvf30AewGaps3Pz3d0dKzSyFcqlVKp9NVXXz388MOaprW3tzcRSKlU+u53v7vIIgQPCncVcrlcJBKRfxmGkcvl7jZItVpNJBK6rpumGeR60zQbjbNpmplMxjAM1391XY/H48Vi0f+CTCajJtYZvoie80GGYRSLRa/kFItFTdPK5fLSJjmRSHiF1kSmO7O1XC5Ho1HVROrnRCJRrVaDlwHTNH0ifPfuXfVZPml0Xqbr+l24v/j/GhSPx13Lq2VZAcMql8vxeFwW30Y1yDCMaDSaSCRsVVQU6EQiIbVAhiwqvE85rnuBc+bYVV9SqZSoAD7qI4jFYv6SESTJsVjMluQgGmSapl9zj3cAACAASURBVLjRJpoiqFgsJrPGpkGqEUzTlP9aliVlOniDVC6Xha38ZatYLKpK51XYyuWyMI6u6020iLBqNEgIkK7rzr5DkJanXC6LumfTjuAaJPsdd+/eTSQSXqohnqKGbKu9dTsdzorh0zG0XRaPx+v2AYMYTURJrW+2JMvKVq1WRV/AX4MMw1B7Xl42kX1DtTLbBMhfKdRs8lfhIBdbluUsbE6Vz+VyAR8Nq5FvaZqWz+ePHj2ayWQ+//zzjz76qFwuq0pUKBQqlYp/3/7SpUs//elPM5mMs2ULQjQaDTiJOzw87DXCCjoRGGp+KnDNmjX+F8zMzEijZbNZnytjsVgQn1EoFJqYmKhr1UuXLgVxvoTD4fPnz9tcV1u3bpVfz54967xlfHxcft26datYeeDjB5yamhKfX3rpJf/4CJeTSqFQ6O/vr9VqzosfffRRPCf3Jd/SNO2zzz5T15K1tbWdOXNGvahu+e7v7+/p6enq6tq+fXsTkejr6wt+8YkTJ1asNQcHB+Vn/xp44MCB4MG+9tprPv/quh7cc9zR0aGK+P79+1U/l2tG9/b2ql/feOMNfxUWi4NERy+fzwfx7qlf0+l0Q8aB+0GDurq6bN0Qtc1xDrKWls7Ozp/85CfBr9+2bVtnZ+cKNGU2m5XVz78GdnZ2NjTftG/fvvXr1zenUK4iLrTmypUr6mjo4MGDrte3tbWpHbHJyUmffvHJkyfVr0NDQ3XjMzY2ZvM9J5PJU6dOUTkfIA1ycvv2bdk2BilGi+HIkSMNTeK2tbUdOXJkBZry9ddft40T33zzTa8kNxRyOBz2Gas2GlpPT49YM/Huu++qvz/11FNet9i6tx9++KGXCqtubKEmdQfymqaNj4/b5iiPHj3qP5iF+1mDSqXSrl27RCf//Pnzi3GgPDjk8/l0On3mzBm12+jfZbjnSO9Vow6XP/3pT66/nz592jCMd955x6YvdQMMhULvvPOOze21d+9ef98T3IcaND8/f+zYsbVr14qvhULBMIzV1RxNO7h169YyPPfcuXOGYXR1dakuoYA18F6hjhz92b17t/r1xo0briqcTCbPnDnT1tamCvHU1JSrj9nZvf3ggw9s0YtEIkHuhftHgz755BNb26hp2tatW+fn51dLegYcOCeAl5xKpTIyMiKc5c3VwPsAqcLaNz3uhULBWahcaW9vF+uwJJZl4Z9+sDSop6fn888/d06xq7MnK5wlWZTcKG+99Zau6zt37hRfbTVwbm7uPis0zi04qgoLNVHNbnNU+9DT02ObA0kmk17OcrgPNUjQ1dW1sLCg+ggty6JL7EWtVjt+/Pj4+Lh0nNlq4KuvvroyY+61VcXJzZs31a9btmyxXXDp0iVVhTVNGxsbU8tP8BH98PCwLWLpdJpi9mBpkBhQ2HyEeKZ96mehUBgYGHhIIZlMNlcDl5NNmzapXz/77DOvK22+YedCgcHBwUKh8O1vf1taYMOGDeoFp0+fDh6x2dnZ5ha7wmrEU1na2trGx8cHBgY0TVvk0uQVjmmaqmQ0yksvvWSaps1rKwYg0hV1+vTpFXiaV19f3+TkpPz63nvveUVStY+u67Z+kFgYZdtuItRZhp9MJsfGxgKuigqFQpZlybkReEA1SNM0uRRw8+bNapP4xhtv/PCHPxwcHHxwDmcQqw2dayPz+bxlWefPn3fdeCEUXNTAiYmJlXaSSVdXlzhuTXydmpoaHh6u2wn67W9/a+sUCxV2Hlzf19enLps+d+6ca/iuhMPhTCaj7iOB+3ksNj093d/ff+XKFdt/snMux/aVSsUwjMnJyZGRkc7OzvvDSWTzuLuuSTl37pzrloje3l7DMFwFqK+vTx1QHDt2bAWm/dKlS/JzoVBwXdgt93+JPqPtcDKxLvHw4cOu3Rl1DffIyIirbb/66isvifQ6ywHuK9TTLaLRqLqtXDhW1R3btqlT51kKqi82Eok0t4/WZ998E9vi615QLpdVsXDuHRc7y53RENbw2Uxvm+LxOXrCVtmCn5fiis2n63+xum/etv/edviJYRg261WrVWE6r2M6xDkeXrb1Mqxr9nFwx317doetlIjzvcQZNLqup1Ip5ykKElt5dZ7F09wRaM4zw7yKuC0+WoDzg2KxmGs9VGUoGo3mcrlcLmdZltjK5BSaXC4nbolEIl7RsymL1/FDsib76GBwnLlgy0TXMzSkzXVdtyyrWq1Wq1XVLKZp2iIvzxXRvA/WsJUukUHCXMViUdzuFD7X8oAG3a88dPfu3fn5+d/85jfq0N0wjOeff35oaMg5HTY9PT0wMKDr+oULF6QL89SpU65rZwXBXSH+L8Obnp5WhwA+Uy2dnZ379u3zGf50dnbatlnVarWxsbGpqSnb6mHTNJ3OVGd6bQH6RE+1RqlU8h+jqUmui79N6r7nQ9zudM9Ho9G+vj7bva4xD5g04VZzFhivxJZKJcMwPvjgg+YOloUVDmfa2xEHKovP69atewAXJUivUFtb2wrxo1cqle985zssEEGDwA/xcrHJycloNKouWQQAH76FCZYKIUCapk1OTqqrhAEADVoOfv/738vPFy9exCAAaNCyom6tZJslQEDwBy0ZtVptZmbm8uXLu3fv7uvrwx8EgAYBAGMxAAA0CADQIAAANAgA0CAAADQIANAgAECDAADQIABAgwAA0CAAQIMAAJYD9nbbUd9vEw6HH5x3qK0u1CN3NU3jqOnVC/vmHRZ56CHxgSNZVzLioHv5AoJyuUxrwVjs/ukEibePTkxMIEArlnA4bFmWfPXQhx9+iE0Yi90PfPbZZ6ZpOt/pvLqYn5+fn5/XNK2jo8P1HbD3kwyJ3tDMzIz/m4uAsdgqIJvNqi84LxaLK+0N8Q9OKpoYlFWrVfqtjMVWd1E+ffp0KpUql8vlcjkej7/xxhu1Wo1UrIreUCKR+PrrrynG9IPuEzG6DzoO90cq4IHToEqlMj4+/v7776fT6UgksmnTprGxseDTDeJlwdeuXdM0ra+vz/mCYFf83+/8+OOPP/fccz/5yU/UaNR9JXTwd0Y7+dGPfrSwsOCTatfAz549a7vFeZnX25aX6k3ZDaXC/6GuZvfJ9IbiVvdN3Jqm7d69W9O09evX//M//7Mz+f75OzEx4Rq4LY9c30Z9+PBh/+R4Bb7I/HqgkW+ez2QycpZBout6sVis+9b6arUaiUScgUcikWq1Wvf2crlsuz2RSESjUTU+pmmqMSkWi7bYGoZhu8AwDJ8LXMlkMpqmxWIx/9jGYrG6KS2Xy4lEQv5rWZZ/mNFo1BZmJpO52xRBUuFq9lgs5m92JzKNwsKmadrCFD+apimDNU1Tjad6ZSKRSCQS6sVecXBGXtf1XC63JHnkH3iQCyA4mmtpsBm3bijO/JbE4/Eg8VCLslRGm7RFIhGfW5w11nZBIpGoGw0hW7qu15VOp2S41nlhmXK5HETHbRWm6UwNnopUKqU+VNQip9l9whFGjsViMo25XM7V7NVqVRhNatDdu3dN01S1RrWGrVA5a7hlWf4lbTF5VDfwuhdAQL4lhmB79+5NJBIiG2wdokKh4O/UnJ+fHxkZMQwjHo8nEglb+3D8+PGA/XPnj6FQSB03pdPpK1eueIXw6KOPLrJLmM/nRcESc73+F2/ZssX2y8jIiHOUt3HjRk3TgoxnbXM6TffnG0rFpk2bXGPyzjvvqGb3D8cwjKGhobppDIVCExMTrv1l14uHhobUcjg0NGS75uGHH1a/rlmzJkgeOYuQax7VDbzuBRCQb2madv369QsXLvT394ts6OrqGh8fDx7EiRMnYrHYRx99dOTIkf7+/qtXr6rtT6FQUHc/NDHroX49f/5862zx5ptvys8nT54McottuDcwMCAW5txDmkiFE1uFfOutt3wufuWVV4JPir/88ssBrwyFQtu3b5dfk8lkcxN8tjzatWvXYgoktESDenp6bL5StVdimqZ/Cdu/f7+tjWpIwuqiNobJZLJFhqhUKpOTk/KrZVnZbLbuXel02uaW2rlzp7qPaZlpLhWuqKOkdDrtddn69et37NgRPNht27YFXwJqa4E+/fTTJhLizKNnnnmmUqlQ+VeQBjn57LPPZP2fmJjwD6Knp8cmUqFQSO1yr1u3bjFRlHuChG+iRYYQTb1aWINM94TD4bm5OVts+/v779WSnOZS4Yoq97auhEpXV1dDw8a2trYjR44EvNim5s0VpHA4fOHCBVse7dmz5/5eNrW6NUi4h0RRtiyrOceEbDnrdqPqejfUr729va2wQq1WO378eCwWU3twyWQySKe9o6PD5vxOp9ODg4PLn5eLSYW/2Q8ePHhPkqPqYCQSabogdXV1OfNobGyM+r/iNKhUKp06daqzs1N0PQqFgmEYTXTm1RZmMTldqVTU0h+JRF588UWvi2/fvp3/JgsLCwEfNDc3VygUBgcH+/r61N/PnTsX5Pb+/n7bFMzk5KT/KqRWsMhUNGf21gmQreScPXt2MQE688h1DsGLhYUFW+m6ffs28rE0BJlib3Thg5zpDz5haZvQjcfjqj9C13XnzLqtZauLz9y8YRhy1tZmBK9pdfF0/xVSYg+Bzch+CyW+6Y5pYkq+0VTYzB6NRm1mj8fjQVZ4+YTpvyRCfZxcH2RboySOMWjiQYvJI1vgiyldUH9uXjI8PCw2Gdns22hXXPggDMNouv1cs2bN7t27E4lEKpXK5XKffPKJ/9JYTdPElSo+q5ZU5ufnLcs6cOCA+GobRl26dClIIGI+2+mfvnnz5vK0JUuSih/+8IfC7IlEQpj9yJEjy7kRdGFhYWBgYHJyUjoBU6nURx99tCS7/8VSj+byKBaL2UqXbWkVLE0/SG0EbFkVXNVEqxJwgbVXs9PEskZnZy3gGkWxiterP+i10q+hxnMZ+kHNpcIW4SVZ6dt0P0jE3zZi8rFDo/2ghvKobuANJRN8cG/i2tvbLctau3atOj4P0h7m8/mBgYHFOLOXmUqlkkwmDcNQ+1m3bt1S51Bu3rwZ8Gya9vb2VCq1a9euVsf54MGDqi9jaVNxbxkfH//9738vVyEnk8nOzs7gU2krJI+gSZ+0SjgcloMyXdeDCFCtVuvt7XUK0Pz8/IpdjjE+Pq7r+ubNm9UfN2/erHYDX3rppeAB9vT0BBwDNs3169dbnYp7SCgUsq3oOXr06NKu/FyGPIIGctznv23btokP6nLVWq02MzPzyCOP7Ny5UxWmWq3W3d1dLBZtAiSOmLJthloh1Gq1kZGRRCLhdDapJ4FZlpXP54Ofmj48PCzOHmhRtF999dVXXnml1am4h4gVPepJbDt37vQ/BqBRhoaGWppH0Fg/KJvNTk9PO1eR/P3vfxcfDh8+LIv7Y489NjAwsGvXru7ubvXiwcHBdDq9du3aY8eO9SusXbt2MSs7WoqY/XVdc9TV1eW/Wcmf2dlZ5yEES8KVK1dsuyVbl4p7SFdXl9pVEasKl7a31bo8gsYoFovys20qXRQCdauxbXu9dGH692zrHiLh3MDdhE/aOX3r75MWCffZnm6bH7SFL5Ls43dXDduET9o1YlJ9ZGQWmQqvDL2HPmmfqXRb+az7oLqHFvjkET7p5Tu7Q80GUZozmYxlWU4BchZZUQN9zv0QBDkHx6ZiQebUbAXUOYGilm/NcTSEuF2ME/1XOUmnmCzN1WpVbF/wL3kyhCA54ZzrjcViCQU1ObZDNppLhdPs/occBcQ2sWUYhs8BRuouEMMwbHpRLpdtXRW1LDkfpBphkXlUNxX+T4fGzg9KJBLODUGmabq2irLUiqy1SZhXV8u/JXTdjmSaptcSR69bxHFZdS9wHp1l069MJmM7RkutAzbti0QiPksxRTfEPw/i8Xij++CKxeIiUxGPxxs1e5D1Aa5h6rruPILONW7OK20DT+0fCyn9H9RQHokiHTwVwZMJQfjGWa7SJbRu3TofD06pVPrud7/LK+WCe3B6enqwA3kErnCm/X1Ync6fP9/Z2fniiy/yrhtAg2BZUSfjo9Fo3XNXANAgWEr6+/vV8y7IXFj58I7D+wrxShyBbVoQAA2CltPX1ydmeUzTZCAGjMUAAOgHAQAaBACABgEAGgQAgAYBABoEAIAGAQAaBABoEAAAGgQAaBAAABoEAA8EnLN3zxBvahOf+/r6OPPQRj6fv3HjhqZpvb29HBxMPwhaIP+hUGdn58mTJwcGBm7evIlBbDzzzDOPPPLIyZMnDx48iDXQIGgJ7e3tN27cME3z9OnTtVoNg6gsLCx8+eWXmqat6oOQKpVKPp/P5/Pkrye8WuQeYlmWfL+NYRi8Fsb1tWiRSMTnPYWkYrVDP+ieceXKlX//938fHx8vFouWZR08eLC/v39+fh7LjI6Ovv7666lUSljm2Wef7ezsLJVKpOK+oVQqTU9PC2twjiIALDc7duxIp9O6rn/yySctn4up1WqffvqppmnhcLi52Q0RQltbWzgcXozu8l5GWGbk1J6maR0dHU888cTyzH6WSqWrV6+Kz4888simTZva29tFVbp582ZXV9diEvLII488/fTTojLOz8/ruu5TMUul0h/+8Icvv/xSREO+PLW3tzedTmua9vXXX7fWH5RIJNT3+RqG4fr+aC/Ee3Xl7bqux+PxRt/qncvlRCD+7x0P8opkiWmasVjMmRYRYeeLhv3fQO1ERtV5i/OdzuJt0aqhXK+RAdretyGiJ11RzrTLoGxP0ZR3Z9tiYst08f5oZ1rEK5h93p7sZRnbI2KxmM97tNU4y7zwynefR4tXOcfj8bpunXK5HIvFRAxF8mVso9GoWoBtJVzTNNWY/q/Sdn0rdyaTkdeIvJZfI5GIT/JdqVar8XhcRF4kX5Yf8VXXdddqVS6X5Y3CArJSRKPRRCIRjUZ1XReJbaEGiVeti+iqVrYsK6B2uBYFwzACypBUH1vFDih/ahHPZDK5XC6Xy6VSKWlcZ5GSOScz3llKxHsvRLA5B+JfW6WSqYhGoz5xTqVSoqjVtU80GvUxpsy4RCLh/DeRSEjLeNVGERPnNdVqVZoulUo565j8y8syaiaqT3GG5oyzj1S5epETiYRlWeLpiURCZpzIVi8jZzIZkUZb2SiXy6Ie6rpum3wQmiUri8/URLVaFYE4279qtSoDSaVStkerOR5cgGSEbcqoSqezWsmZFpsbXo2Gmhet0qBcLqfreiqVEpGoVquNWkGqrKz8svg6K7bXrFMmk1FrVENJkFb2z29d132qsfNeWYe94hOLxWyNVd1b/n92BkumZVleliyXy7qu+9QE2Tb4tKjVatXrGh+rymR6dZZFE+pq57ptm0+wziu9poyljogK5iNhPpnrGltZ4b1KlM1KPnrhlUwZt4ACJLs/XiVBPNGWUvkUL8WXuSx1rVUaFIvFnGVCWjlIN8SZePFjQ1ouys2Sa5AtOc6a5lOd6gpKuVxutQZJHbFdLIqyf1McRINkTV5aDcrlcraeoNpZ9o/2kmiQfydXKru/OovbnbFVO5g+nVlXDfJp85z904YKv8/YUDRXao7I7PAfrMiKIySiVXPzw8PDHR0dth9feOEFEb+6t7/99tsXLlyw+brC4fD4+LiIevAVX63zQ8/OzgpNTCaT2Wx2qYJta2u7J6vyarVad3f3f/7nf1qWtRj3f+tob2//1a9+5eqp0TStUChEIpFWLwUMhULCmapp2tGjR/P5vPxr//794sOrr77qc/srr7wiYnvs2DGnn0F8SKfTY2NjwR3GR48eFbcL37MXPT09hmFUKhX/ALPZrHhjuK7rW7Zs8Smor732mrraYGhoSHx45ZVXfLzv/+f//B/VYsu6Pkio0pkzZ+peuW/fPlfvvdS1lbC7KhQKCU3UNO2ll15aqhkNobb3RIDESpaVKUA+lpmbmxMyZFlWd3d3q2MSDoflkErWuvn5edEP0nXd2fqq9PX1iQ/JZNImB5s3b5ZjmZGRkenp6SDxkXE4ceJE3YvPnz9f95rXX39dfHjttdf8K5roVQgqlYpQLjWNrjzxxBOyH1QqlZZVg06cOBGLxYJMDXpVg4cfflh4+1ZIxejs7JTWVJvEpnG2jctTvR977DFN0/74xz+uTAESwxOvvx5++GHpB02n06Ojo62OzHPPPSd1RIjj9evXxS/bt2+v23TJtHz44Ye2f7u6uqSvfWBgoG7/Wq35Tz/9dJB+gP/IoFKpyI7evn37gvfZZVp0XfdXrlAoJMd6b7/99jJpUK1WO3bsWKlUGh4eXkw4ly9frquyyzw6kJ/lAorFaIEsT8spQIZhPPnkk7Ozsyt2734+n5feFq9Ga25uTvYgrly50tL4PProo2qlVXP/8ccfr3t7b2+v+PCnP/3JdcQk+1l79+71X1p96dKlui13E/3N4AHKa2Ra6qqwpmm7d++WtSa0DEX87bffPn78eKFQ0DTtX/7lX/74xz82V9Zrtdrx48cNw2hikVVDxX3Dhg3qL7avpmkG7CT7c/LkSSGpkuUXoJs3bw4ODhYKhd/+9reNZsqtW7eWxA5ODh48aCv9QSzT0dGRyWS2bt2qadquXbssy/IfE9XN94ceekj9mkgk+vv7vSrnrVu3xIeNGzfWfdaaNWtkDTxy5IjzguHh4b/85S+Tk5OFQsEwjE8++aRu7vj0E2W0VQ4fPuxaj5puSpu78datWy3XoP/+7/9WI2dZ1oEDB5oru2NjY4VCQTZ3LWLdunXCvX/w4EHRKU2lUps2bVL7n7a8l33Xhti8ebNsDTRN++KLL65duyaUetmYmZkRT9y1a1cqlerp6Ql+b7FYtGnoUvHss8+qNTm4Zbq6uuLxuHDQ7ty5syHflsx3qUS2FWpqUGoZ+Oqrr0TBXlojjI+P3759O51OFwqF7u7uur1Un5ROT0/Pz8/v3LlT2NAwjPPnzzck0A0RpCeoCsLy7ZtXpx59Jvz8p9iDLDPzmm1d8rl521Suukyuubl5sTDSx3StmJtXl94FMe89mZsXD/WKjO16mSJ1hlhborl55xJWEaxMV5DFazKl6sR2IpGwmUtd0imzxjY3L4PSdT3gmmH/EqKu0myovkgvbZCl2DLapmkun0+6v79fPvi9995rdBS2Z8+eWCy2SHfSkqPOa6h9peYIh8M+PeqAPPLIIw1dPzw8LCvtyMjIMjh0m/O7+e+eURkaGhJmbN00mZrv69atU7shQYYkCwsL4oPPzLfw3Upfu9c02fr168WHQqHgvy5BDgCDu7oaQqZFDksDlvllnRfr6+sTBr1z505DNx44cCAcDq80AdI07c9//rNshfyXZgRkMR4W4U1sQgpXhQwFH+yEQqHZ2VkhQy2aJpNCE4lExBDp5z//udOn68XFixfFBzmv6lNFP/jgA/HZdZpMlYwlOY1TSKr0kQW/UZ0jDuKIlJqwrBoUCoWEz7yu6VVGR0dLpdK5c+dWYMWQKzIOHTq0JAHK5nR+ft65lsy/kNVdexZchvr7+1fauX/SMkGWg4ZCoenpadmDWPJpspMnT4oPcinNtm3bxId0Ou1vukqlImpp3SWFsg8ox0d79+61lYH29na5svH06dNLUknluLIhN7PaV/UXr1qtNjk5KXtP9+YMs6eeeirgEOzYsWN37txxOuQqlco9ryRyOammaYODg0sYcq1W279/v3R87tixI0gbe/v2bVs71rQMJZPJ7u7uFXj8aKVSCbgcNBwOy4HMrl27ljAOp06dkssR5QCkra1NVl35qgJX5EoisWA6CF1dXcKPUSgUZO2VyGWHyWRySRapySXag4ODdRu2/v5+eY1sif17DFJGY7FYKBRaVg2q1WrXrl1zTq7XarVsNmszn1i5e/v27enpaZsAlUqljRs3/vWvf1XlYEms39DAZ+/eveJzIpFY2h0hg4ODzz//vFqdRFuXTCZ9dOH8+fNyaNC0DMkmN51Or0AZOnjwYPAj7sPh8IULF5a84RHzbpqmzc3NqdaemJgQkjc4OOhlt1qt9otf/ELTNNM0XafMfaq6Onug0tHRIf/q7e1dfJa1t7cLPS0UCnv27PEJcHp6Wj0XbGhoSBTUkZERn/ooWpFIJPL/Vni37qRkseVddfILz7lzUkx61OVOf7kPWJx4YkP75rZV6fB33Tkt93A3Oi8m3cO2+ZRqtaqei+Q6DyLLhDOxdacnhArY0iJno2KxmOtpIeLAmoAnUssRu+tEmHomhvMUZHVfYt19ws5rZGfBmVmyGHhNmwqrqmkUCQmyUVNb9LyYesKGVyTVYyuc2SS33bv+G4vF6m7G9tn1rc4GuhaD4LOrtn38ridhy6OFbAmRG8tdS6MUAfXfVmmQzCrDMOSRRc6DSARyQCv+VdPvhVrzZdl1HiKjHrIRiUQCVtFyuayuJNB1PRaLiVSoEXM9xqxarcoTZLRvHttWrVbVQ+zFkWwJhXg8LjdV+0yaRiIRUYHL5XIulxN3BT8S37IsNRWWZdmKkapBtpTmcjn13kQi4SydxWJR3UwjrymXy2rIpmnaLKMa3GYZUT+1b56YIROiBuUjXnU1qFgsqipjGIbId/UkMFEYfExdLBZlJsbj8VwuV61WRbslE24zuLCMKBj+Z6TJquE14a3O5VuWVSwWc7mcZVmqQgXUYvW8He0fZ49lMhmRHbque53SLw5+kBawLKtcLot6ISxjK6utOk96fn5+//79lmUZhrF58+bOzs4f//jHO3fudB0p5PP5gwcPPvvss2Lmq1Qq1d02NTExIZ2U8vpz586p4WezWaeXrrOz03Vlqv9dgscff3zjxo3q4ZjOAZpXzKenp4P3vffv3++6XDCfz587d25qakpdsKfr+vj4eMC3JHrFQdrz1KlTjS54VVfcet3e2dnp9fu+ffuC75KTz3ImxD9njx079vLLL/v4gH3yvbOzc82aNevXr//nf/7ngIses9nse++9d/HiRamthmEcPHhw3759thBcy4zXImbh/jaDmAAAGcxJREFUEdu4cePnn3/uNda7efPmzMyM6jbSdX379u2dnZ3btm1rdGmia5GLRqN9fX1btmzxKXLiRpsFnn/++QMHDthygTPtVzG1Wo23s5JNy/bopkPzv5F3+6xiEKCVz/T09L/+67+2eg/t8pSQpkPzv5F+EECrKJVKa9euFaMhr9ET0A8CaBU/+MEPhJNYKBHQDwJYbiqVyocffujvvkWD0CAAYCwGAGgQAAAaBABoEAAAGgQAaBAAABoEAGgQAAAaBABoEAAAGgQAaBAAABoEAKsWzhOApUe+LXbHjh0BD2CGlUOlUrl+/fpjjz324x//WLy3RxxT7XXENf0gWHGsX79+YGBgYGBgamoKa6wu5ufnN27c+Itf/MIwjO9973v9/f3z8/ODg4Mff/wxYzFYNXR1dYmXyaBBq47f/OY3lmV9/vnn4k1Ht27d2rlz5w9/+MO+vr4WPZEzzKBVjI6OjoyMFItFhmOri1qtduDAAfEec13X5+bmGn0jEP0gWBEMDw+bpvn222/bfs/n86VSCfusTEql0r/+67+Gw+FUKmVZ1qFDh/bv3y8dfPSDYPW1qH/961/VftCVK1d27dqlaVomk2mRjxMWQ6VS+c53vmM7/bpUKrWuM/ut5SmI+Xx+kdpcq9UWc/s9zNTm3i0ljHblypVsNrtI690r8vn8zZs3//CHP6jxf/rpp8WH9957b2lrTj6fz2az09PT+Xy+UqlIM2az2cUX4Hv1grDlp62tzXn8fmtH03dbiXjXs3xWNBoN+E50+eJq8WZrcXskEnG+Ub6h213fdu+kIQOapun/CnPR5gePdiaTke90V1/uHo1Gfd5E7ny9enCKxaJ4QbiKYRhq0lyv0XXdmfxcLifNbhiGLACRSES8PD4SiUQiEfHO9Xg8rpaQRnNKPE6NmPys63o0Go1Go2oMTdOU5UG9xb9YZjIZTdO8jC9foy6f63Wl04Y+KXVa278QqsXGmUemacbj8UwmY3vVvVcWuKLreitUooUaJHLOSS6XC6ggzuIisi1g0XR9ejQaDahBiUQi9w9k7qZSKfmjKCX+GiTkwP8aNckiTF3XLctyll3b717IiFmWJaKaSqVE/GOxmIx/IpFQ26FqtSoN7mUl/2uq1aqUv0QiIatiuVyWz9J13VnhZfSCFw9Zf2S61GAty5JZZhiG7a5oNCr/ctZJJ6KKxuNx/+ZWbTl8gi0Wi8KG/il15pe0rVoIRVpkGtVKF4vFxJWJRELmmqv91RsjkUjOga2orA4NKpfLItuEoYvFosyhgBVSNFmxWExUJLVtTyQSQcqNruvxeNyyLMuy1NvrtrGaptmqumyUbOUmFov5JEcYQVC3CyOLplcJlvWtbvxN07QJhFRkm+lEyZOJ8kqmqylsJqpWqyKLdV13vV10CUXdcIpXQw2MLSZeBpHS5tSL4AVJXly3FyBzsG5TF4/H66ZUaI36ixQCZyFU0ygrmmvuiIQ4C5gsIV7lWRSV1aRB0WjUVjJUKwTsBNkEWxZiZ8vmLDfO26XS+4tguVx2lg+vyin6BV5ByUJTtxWVnT6fnnxAjRCX2QLx0iCRU81pkO0a+btPxZYGccpQQ+2TGpS/IgsZ8qpvQTRIHRMFUf8gOZ5IJOqm1FnIvTTo7t27aiGUcfBqA5zqFkSDhLqtJg1ybcmFEesqiCg6ruVD9gX8u9CxWMy1uMjekH/MnSrgUzm9XAlCnuRI27XxcUbMWTld22R/Gzqj5FPryuWyjFjTGiTDr9tZkAaxRbIhDQreGon6GVyRXR8k41w3ejYnjpdmBdEgZyb6aJB6sZcGqV0kpz4G0aCGnLnBadW8mOubbcVKp1deeaXu7U8//bTrusynnnrKJ3zJoUOHXOd9N27cqBYpr5iLPTIB8ZoyuHnzZqFQOHPmjBixFwqFmzdvek27jIyMiM+Dg4M+z+ro6BCRtyxrfn6+0SgFnwdplDfffFN8eO211/yvfP7558WHxSyhfuONN8SHIGVpbm6u6QeJSN64cUP0UpPJpJxx83EPyxZl69atTc/JNpSJjc5brVmzptGZwUql0qLZsWVdo3jixIlIJNLf3x/Epq4V49FHHxWD7cVkiawGLeWll14yDKOrq+uXv/yl+OX11193vfK//uu/VEUIWIevX7++ciZ0Z2ZmbI2EF//2b/+2SA2qVCqTk5Pic2dnZ93rOzo6GmpU1AeNjIzEYrG2tjaprW+99VbdG4eHh1W3d13ZWra1Wul0Wu0NBGdubu7SpUureH2QYHR09NatW7Ozs4sJ5MaNG5qmNb11ZWFhQdO0AwcOtDqx8/PzlmWdOXNG5LdoRdPptGurKHs0rnOrNp577jnVFCuBSqVSKBTURsKHJ554QnwoFArN9RFU8W1vb29dukStEz3TF154Qfx4/PjxIEvVxsfHRW4WCoU9e/YsZnXbUuVRd3e3HO83qkHnz59vXdxCy5D4Dz/88KWXXhK+jAMHDpw7d665zn+tVjt58qToXDQXk6mpKdM0W1pwZY9Pjedrr7129OhR0fgPDw87R23Be9SykieTydatoL99+7bXX07hUH+pmwQ165vr3n/55Zeyi+F1jatlOjs7g2d9rVYbHBwUnSDRP41EIul0Woyp65bAUCg0Ozv72GOPFQqFdDo9ODg4MTGx/NIjVofeuHFjYGBAusD8ByK3bt2yWe/y5cvJZHL37t2rVYPeeuuts2fPSmdqMpkMh8PN5cfMzIxlWV7LjoI0TYVCYWxsrNVJLpVKyWRSjecLL7wgNWhoaMi5EF5bYYjtFE3Q0Kjns88+W0x7sHnzZq+/Ojs7b9++LVOh6/qFCxca0jvhzlPdc6+//roYy7z++utXr16tX7VCIbFGt1AoTE5O/tM//dORI0eWMxMfeugh9Ws8Hn/xxRfrNv/FYvHy5cs2VWppPFs+Fjty5MhHH31UrVblCHlyctLHn1q3XWq6EzQyMhKPx5ehEzQ1NWXrrIlWVPPwTAdxajgJuLa1OYLMi/k0vAGpO3Dz59q1a15/tbe39/T0yFnU8fHxrq6uhvTxpZdeMk1TvWXLli3+Y2on4XD4gw8+EJ+PHj26+F0jjWaiurz2+PHjQe7avn379Df54x//2NLCtkznKIZCoYmJiX/6p38S3YHf/e53jY5IDxw4sH37dudAJqB+7dmzJxaLLUNDJMTOMAxbj1dOJztbUTlJ4VOp1L5D3V7AMtP0dElzruL169dLj5L/lY3O/qgeOtFz9xq2uI6pvdQwk8ls3bpV07StW7cu50kmorl95513Nm7cWCgURLeuiSFIKBQKMv+40jVI8OKLLx4/frxQKNy5c6ehG0dHR0ulUnP+7Fqt1t3dHQ6Hm9OvRhGOTGee7d69++TJk5ZlpdPpfD6vdsdkP6hupdKUrZ6tG583ISWGYYhKe/v2bf+epuwoGYbRXG1Ue0/z8/OtONrmxIkTuq67ZqJwrLiOqb3o6uqKx+Oi9TUMQ0yMLGfuzM3NiY7M5OTkz3/+856enkYD6evr+/rrr+8HDQqFQtu3b08mk48//nhDAjQ1NfXJJ5804ckWAqRp2rlz55YhgXLA6Np+fvHFF6Ignjt3ThXE9vZ2XdeFANnkycnFixfFh97e3pXjP3r++eeFBv3Hf/yHfxGXvoaDBw823bxLyWuiQ10X4c7z8t0KB21Az7Tqkfjiiy9GRkbENNky511HR4cUwV/84hcLCwuN9kBDoZCofbVa7euvv26uA3vP/EGuyAnmIAL0/vvvLywsLEaAZmdnF78MLwhOR6aKnN8dGRmxTdbK5Sf+WlkqlUTds7kq7jmHDh3ySpqNs2fP2qzRBGLRg3jcknv0p6amdF33Wv9x+PBhOaZuKNjh4WHhmkmn00IOlpMjR45Ij2TT6q9p2tjY2Icffri0cVtWDarVateuXdN1fcuWLc7a5VzKNTo6evHixdnZWVt9q9VqO3bsUAuf6+1iCuzq1avOeagf/ehHrVg59tJLL0WjUS91kJ5pzbF498UXXxT+Tv9KJdYH67p+TyZ6/V1CcnHwr3/9a6/Lstms0NBUKrUYDe3q6pKu8f7+/iVcfSPcea+99ppXo6V6phs912l2djbIErAW8c4778jV3s2t6sjn8yMjI87Ku0I1qFQqTU9P2+r52NhYoVAYHx+3ZfDo6OjatWu/973vqdeL04g1TTtw4ED/N3nsscdU39709LS4XZaJWq127NgxcXu/g7Vr1z755JNL3o+4cuWKZVk///nPfa6Rjf+rr76q1hwxjyuKiFelOnXq1OTkpDi+o1FPyldffSXHgw1d74P0jtvaea8JoHw+v3fvXk3TYrGY13gt+DTwuXPnZLeiu7u7IRmSqXO6ZoaGhjRN27dvn78/QXyWO1TUYu8/opFC0AQy7/xzR9rQZhPhGBKfBwYGvCbpvJJQKpWeeeaZWCy29EOKFu1ZleGbpilOrhJeMdddgnLmT+7xq3sKl7rpzrZjW92g70VDZ6FlMhn1TAbXfe1SQfxPGlN3mUQiEefBAPL4C3F6kdxPKEzkdfhL3d2P6rkNXvPuMgki11x32KrXRCIRZ0rVA30syxKBqOcHuR7cIe/Sgu1ldx5XJCwmjZPL5eTRXLZDl8S5CE5rVKtV9ZQlr0y0lS41u+WKMP8znsQRH8FPCJAp8re8LQkibq4nlskL5KFL6tIZUbkS30QeShfk+KpGadV50tlsVq6NjkQi4XB49+7dvb29rr0PcfHmzZvFEupSqXTs2DH/8CcmJmRfIJ/PCyffjRs32tragtx+9uzZIP0gr6A6OzvVaf5sNnv69Gmb18DmsPQKSk2IDG1mZmZmZkadJjNN8/Dhw1u2bGm0FfKaXVaf62Mx2WkPco0czoyPj1+8eFEuTNU0zTCMgwcPvvDCCzaznzp1ynXTidOAPqOn69evv/nmm3IzlHziz372s5///Oc7d+6URvOxxttvv22LiWvW2DJaxtb5u/N2WzgBB0QBLe8VN1tZ1TTt2LFjTTvRWrE0nzPtVy6VSkWcJb6i3M8Nuf8+/fRTrcW7upwWa2tr421Cqwg0qIWUSqU33nhjy5YtQY4KAECDYInZsWOHGCBYltXSt8QBrF54x2ELkSOChx9+GGsA0A9abmq12tzc3Pe//31e5geABgEAYzEAADQIANAgAAA0CADQIABAgwAA0CAAQIMAANAgAECDAADQIABAgwAA0CAAuB8JYYJ7hTzqVFvG005Xo30wDv0gaI38h0I3btzYsGHDhg0b5ufnMYiNxx577PLly729vXXfUABoEDRJf39/uVw2TfN3v/sd1rBhWdZTTz21du3aX/7yl1iDsRi0hFKp1N/fL86c/stf/uJ8++ODbJlIJNK6l8oD/SDQ5ufnDcMIh8OpVCoej9++fbu7u3vJ356+Gslms+LtYJlMJh6PX7x4cceOHUv4QmdYUXCW671s6n/wgx+oHR/xqutV+jaxJSSfz69btw7LoEEA0GTrIkRT0zRVTMUbK7GPjdZ6H/L5/NDQUDKZ1DTNMIznn39+aGgouMujVqvNzMy89dZb6XRa1/Xt27e/+uqrwV0DzT3d6525Krt3716/fr3zzcv+r+UN/qZD+aZjr1tsr9x1fWOy62t567762fUCEVSQ9zJ7XdPZ2en1+759+4LPfIln2SLp82Lo4JbxibntXcleVCqVt9566/jx4+pLujVNi0Qivb29//M//1MqlcSj65aExx9/fOPGjTt27HggNOtuy8hkMs7H6bpeLBaD3F4ulw3DcIYQjUaX4enq7ZFIJBaLJRKJRCIRjUYjkYgMLZVKucZc13UZ22q1qv5lmqb4KxaL5b6JZVni33g87mqHSCRSLpe94hyLxQKmUU2CGj1BPB6Xkc/lcrZ/o9GotIzzX1sItmuKxaL8PRaL2SwjY5VKpWyWyWQy4t9EIiGDChITNc6maToTq1KtVmUcNE3LZDLBS3sulxOZbhiGeqOa42p1KxaLspAYhhGNRhP/wDRN+Zdpmv5Juw9olQaJehiNRi3LKhaLlmXJimSaZpAQRI0yTTOVSqVSKbXAudb8pX26WlGdhSCXy8l/I5GIV+Rd700kEuIvWZ1smKZpi2TdW2QVqnuNTWFjsZgzEGErLyPncjmfhEv7e10jK6TTMlK5XGudEAhb6mSp8FdeYRnLsoJISaPlRLVnJBJxlTmZtIDZWq1W5b+u2YQGBVIQm2Wr1apU9yAS5myI1Jxu6dPr1hZbgGq3xVa8mtCgYrHYnAYJ114QDZI1zXmxUE+fLkDAWup1jY9VfYwmsCzLVhtlZHzqv4xPkA5FExokezSunUpbk9ZQtsq+VaOdstVFq+bmBwcHbYPeUCg0Pj4uep51b79+/XoikbAN8ru6ukR7kk6n/WdqF/n0QI60UEisXtE07ejRo/l8fqlMFw6HDx8+fE8G5qOjoyMjI5lMZmW+GPaJJ5547rnnvP5Np9MHDhxY/lj19/cLB5D/8q6zZ88Kj2HwkNvb2y9cuCA+7927V/q57zNapUGu06jCnfzKK6/Uvf373/9+X1+f8/ennnpKSkDrnh5cLOSYa2hoaAmtd08kYIULkMh017ilUinxIZlMjo6OLvMUmFhiqmlab2+vv6AYhtGojnR1dYmeY6FQEI0oGrQofve730UiEVdxcZreVWUeffRR0etu6dODIxveZDK5JMsLg8+dLSG1Wq2/v39qaqpYLK5YAdqxY4fXX5s2bZLj9JGRkWw2u2yxmpqakiPBusuXLl261MQ81/79+2XS7suu0PJp0JUrV95///3Z2dnFbEe4ffu2pmkvv/zyPXm6k3Xr1snPf/jDHxavBdeuXVt+Aeru7r527ZplWSt2JrhSqcjuhlejJd0rW7duXcKhsT/vv/+++PDCCy8EGVs1scxy06ZNarfr/tOg5didND8/f+LECbFOZ2xsbHh4uOmgXn31VV3Xd+7c2bqnyzU+Ug4OHjyoVk51wYiqaF9++WVDabl8+bLtl5MnT9qWlrSaL774oru7O51OZzKZRgWoVCq1qKqfO3du48aNNssE6UIuLCyMjIxomvbMM88sj6T6K2Pr3BpoUAOcOnXq6NGj8qsoIs3J0PT0tGVZiUQieF+miad/97vf3b17t6Zpt27dEorw7LPPqlVi/fr16vWRSKS5gnjr1i1blZZO7mVDGmfv3r0ffPBBQyf1pNPpDRs2tKhzcefOnSYsMzw8fOfOnWQyWSgU+vv7l7zb60PrdtWqSvrVV1/dhyK0PNNvYr5ZPrSJZVdiLryhVRuLfLr/3LxtElr75gxrc3PzwqnhfETr5ubj8Xijq/Luydy88Dp7RUa9Xl1nqD5da83cfEOmay5b5WKr5irOgzs379Ty6elpuaLMOQypy9jY2JNPPnnu3Ll78nQfZ4o6RltkaF1dXUu1dCAga9asmZ2dlZV269aty+nQDU5PT0/Qjn0oNDs7K5bVLMM0mTTdxx9/3KJHqD6g+3LrxrLOi42NjYkPrhtzfBgdHb148eIiu9ZNP90HeRir9k3/dNOcOXNmMY7bJqRQVNqVL0Oum2+8UmRZlpChVk+TSYfxwsJCix4h5mHuY9/QsmpQW1ub6Io//vjjDQnQ1NRUOp1e5Ni+uafX9Z6KD9FodElcD3JqvFKpONdh+hf0pidNnDLkuqvz3iItEySZ4XB4bm5OJmfJfef5fF4ovlzqcfHixRYl/Pz587KMafcj9+YMs5/+9KcNCdDSznEEf3rdTrJwcmtNLRfwR+3OyM+qp9bJZ5991nR33SZDAwMDy7zYL/jgN+DqsI6ODtl1euaZZ5Y2Gr29vd/5znfU4bNlWXUPBZf75oOTzWbFlK6u66xRXBpu3brlOrnu2uwLAfrkk09s9apWq+3YsUNt3FxvD/70RVaGaDS6tO9+mJ6e/tnPfiY7Vu3t7WJk4b966L333tN1venueigUunr1qlz5PTIysgJl6Ne//vXzzz8fvOskNvcs7YqHbDa7du1amTty+Lxz506fNYRiIWhDI+VSqbR3717xeW5u7n4957dVGlSpVPL5vE0XxOS6c1vNqVOnvve97z322GPq9WLrQF9f38zMzLTCqVOnHnvssf/8z/+U1T6bzYrbZS+9oac31xXv7u4WE8aRSMTZQH3xxRfiQxOTqfl8fmBgwLaeW+wbKhQKXg1pNpsdGRmRAxB/ZKxkPCXDw8MBZchnTCQt39DwUI40vYyWzWaPHj36b//2b8HDPHLkiEzOUnV+9+7dq65I7OrqEo8oFAp79uxxbQsrlcqBAwd6e3sDtlW1Wm16enrt2rVCPTOZzP18onaL5tvUA3RyuVwqlRK+GNdTCORkkJzgrFtu1HDkdK+c42zo6f5ztNo/zg/J5XKJREKdzDYMw3VWtVgseh0VIk/GEOJlWZbtlJxYLCYi79yBLW1iO3nHsizhKQg4PVytVtUjL5wPUtOuOQ7EUbOmifOD1KzxOofAyzIiMs6EOM8tcN2zHmRiW02d7Rgjy7JkupznhKhJjsViIv7i3BiRp7ayp64hEAVJPEKcUcX5QUtAIpGQdhSlyvVALLn6Q9d1wzBEfbDVAVfUs2DEJIiu6/J8r4ae7lyk4zVBHolETNOMRqOidPqrj4pQouDb3Ly0MpFIqOqmfg54NptrHCKRiLxdrUvOVDh/tCmU6+2GYcTjcVfLxOPxYrEY3DJSbpyR8VEiUeH9C4BPwm3ouu7Vbrm6jSORiO0wJq/0ihVwpmnG4/FMJhMwT1c7LTxPWrwn03Y4uc/Fixwi2UJo6OmrC/W4Yk3T2traOKU4iHPgO9/5zjIUBvX1uWKKgKP4/fm/jKrmv0h2Y5MAAAAASUVORK5CYII=)
CHƢƠNG 2. THIẾT KẾ VÀ THI CÔNG PHẦN CỨNG ......... 28
A.Giới thiệu phần tử ......................................................................... 28
2.1.Chỉnh lƣu cầu một pha ........................................................................... 28
2.2. IC tạo ổn áp 7805:( IC ổn áp 5v). .......................................................... 31
2.3.Ghép nối mạch cầu H và mạch khuyếch đại ........................................ 32
2.4.Khối Reset: ............................................................................................... 36
2.5. Khối tạo xung dao động:........................................................................ 37
2.6. THIẾT KẾ MODULE LCD. ................................................................ 37
2.6.1. Giới thiệu ........................................................................................... 37
2.6.2. Mô tả chân của LCD ........................................................................ 38
2.6.3. Tập lệnh của LCD. ........................................................................... 39
.................................................................. 42
2.7. ĐO TỐC ĐỘ ĐỘNG CƠ MỘT CHIỀU .............................................. 43
2.7.1 Giới thiệu. ........................................................................................... 43
2.7.2 Nguyên lý hoạt động. ......................................................................... 43
2.8. IC 74HC245 ............................................................................................ 43
2.8.1. Mô tả chung:...................................................................................... 43
2.8.2. Sơ đồ chân: ........................................................................................ 44
2.8.3. Bảng hoạt động của IC 74HC245: .................................................... 44
B.Phần cứng ....................................................................................... 46
2.9.Thiết kế mạch hoạt động cho AT89C51. ............................................... 46
2.10. Thiết kế bộ nguồn. ................................................................................ 47
.............................................................................................. 49
CHƢƠNG 3:THIẾT KẾ PHẦN MỀM ........................................... 50
........................................................................................ 50
................................................................................ 51
12DVC(MOTO_12VDC) ....................... 51
..................................................................... 54
............................................................................ 55
KẾT LUẬN VÀ HƢỚNG PHÁT TRIỂN ....................................... 59
TÀI LIỆU THAM KHẢO ................................................................ 60