tag:blogger.com,1999:blog-75344511016009863172024-03-14T05:37:00.432-07:00Blog LearningInformasi adalah pengetahuan yang didapatkan dari Pembelajaran, Pengalaman, Kreativitas dan Instruksismart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.comBlogger34125tag:blogger.com,1999:blog-7534451101600986317.post-29068038940150421642011-07-12T20:13:00.000-07:002011-07-12T20:19:11.030-07:00MAIN MENU VISUAL BASIC<div dir="ltr" style="text-align: left;" trbidi="on"><img alt="" height="213" 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" width="400" /><br />
Main menu terdiri dari dua komponen utama yaitu menu bar dan title bar. Menu bar menampilkan menu yang berisi perintah-perintah pada Visual Basic 6.0, sedangkan title bar akan menampilkan judul proyek Visual Basic yang sedang dikerjakan. <br />
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<img alt="" height="363" 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" 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Ezu3LmDWy6qIIQxwBgjhP7v//5v69at3bt3B58FPp+/YMGC+fPn63Q6U1NTNze3O3fu9O/fv6CgAGN85swZ6ODfeOMNX19fjPGkSZMgJ8LJkydJ3//WW2+9+eabFRUVZIlOp+vRo8fw4cPBzH7v3r0IoV69erVv375Pnz7GxsYnTpzAhiiKcGCnT59mH3NQUNDUqVNramqgO3/99dcXLFiQkZEBuwCpCCGUnp6OMV66dOn06dMZhhEKhUQawBjfvXu3RS5gg4DrBMb4yJEjCKEW1ENQmg6VBigUSuskIiKiQ4cO1dXVer2+pczUdTodBCpACH355ZeRkZEdOnSYPHlyz5495XL54sWL58+fL5fLJ0+e7Ovre/v27ddff53P52OWAmD69OkQb2fChAkwR37s2DHS95uZmY0ZM+bu3buwRKVS7dixAyF0+PBhWGHXrl0IobKyspycnOzs7D179sTFxUGGBbCLJNoCEk4xPDwchBVoYciQIXPnzs3JyYFdwDoIIfB0WLp06ZQpU/R6fUFBwcCBA8EAE4wun10mIXKDLC0tx44d+4z2QmkcKg1QKJTWBsnA27Vr1x9++AE/hT9h/ZZhhI0QWrduHVTat2//xRdfwATBe++9hzGePXu2q6trcXHx4MGDi4qKMMaXL19GCMlksrFjxwYFBUkkknHjxgUFBTEMc+nSJYQQjOynTJkye/bs4uJiY2NjjDFYCWzYsIEcwN9//w3tYIxhQuGff/6BmAHgtgdL4FDhrENCQhBCnp6eGGN/f39jY+MNGzYkJSWBNFBTU6PRaNq3b5+UlIQxXrx48ZIlS9RqdU5OzvDhw3/55Rds0O0/08iMFRUVDMMsXLhw586dNF/UC4FKAxQKpRUCXZejo+OkSZPYeYlaqmWE0IcffogxXrhwIULI398fYzxx4sRZs2ap1erBgwffuHEDhviFhYUY4+PHj0PvO3HiREiRMHTo0Bs3bmCDKQA0Pm3atL59+xIrwsmTJyOE1qxZY25u/s477/z3v/8NCwszNTUFWQQhNHz48Pz8fIyxTqcjo/zdu3djQ5AljLFEIjE3N0cIgTMCtBwXF0d2KpVKiW5gxowZY8eOlUgkt2/f7tu375o1azDGMpnsmYoCMAliZ2eHEAKjSJrR+PlDpQEKhdIKkcvlMIg3NzdfsmRJC7YMs9onT54MCgrCGIeGhp45cwYSH1y/ft3d3V2pVF69ejUnJ0cmk506dQpm3JOSkvbu3avVaq9cuZKYmMgwjK2tLcQFSklJOXDgALg82NnZ2djY1NTUHD16VCqV2traHjhwwMLCYteuXUeOHDl8+HBlZWVmZuayZcsmT568Zs2auLg4/PCofc+ePWC3COb6cLQikei7776bMGHCihUrrl27hjEuLCw8ffq0VCqFIM3Hjh0rKyvDGN+6dcvBwUEsFpeVlV28eDEsLAxjzM4v8IwAp0oI4Ei0GpTnCZUGKBRKKwSC+GKMRSKRmZnZ7NmzW6plnU4HfRVJdlAfdtbEe/fuERcGWFJbWwurQShi6GW1Wm2dLrCRSMAMwxQXF5Poy+C7D/b52BAvCBwrKioqyK5ra2vlcjnbhAKcBeocNjYEN4Q6RArCGLeUT0F9SktLe/bseeXKFWywaqQehs+fhqUBiKehM6BSqeAZgkdELpfTW0UBIB4qSVVCKiRymVarhdRw8NVTKpWwCclzWr9NrVZbXl5eXl6en5/P4XC8Dfj5+bm6unp7e9vY2KxYsWL27NkLFy5852GWLVs2c+bMuXPnHjx40M/Pz9vb29PT08fHx8fHx8vLKyAggMfjlZWVCYXCBu2WNRoNcXYC7SV8x6VSKbilET9peAXgjIiLFH0vXh60Wi3cTfjX1NR0zJgxYL4HrvnwrMINZUfvobQsMIWhMQAXnFxquVxuZ2fXrVu3nTt3whLoZWjioudPw9IA+7ZhjOVyOXwZSe4NGkeawgbyspA0puQ7C4OVxl/vhIQEDofj7Oy8adOm1atXb9iwYdmyZQMGDOjdu3ePHj369es3efLkmTNnjhs3bvjw4ePHjx83btyMGTO2bdtmYWHx77///lOPw4cP79u3z9zcfOjQoW+88cbkyZNHjx49fvx4U1PTkSNH9ujRY+jQoR06dDAzM9u4ceNnn3322Wef3bhxIyAggMPhkGceRmkQ6x4q5KMGK0BCFxB6NBoNDOyoNPDyAIl5sCHwfm1t7axZs8ARAO4yPJBKpZLc00cN9ClPCRh1gtyMDRI2xlggECxatAghRMI2q1QqmUwG35AXecRtksfPFNT5wEmlUjoGohDIMAv+hU4RlrDfZ5lMRiTI1NTUc+fOmZub9+jRo3v37gghIyMjSPfy119/LV++fNOmTRkZGfn5+Xl5eQUFBZWVlQqFQqlUSqVShUIhFothjrZxZDIZbKhSqRQKhVQqVSqVEomkoKAgKSkpOzv7+PHj5ubmmzdv/vjjj3v27AnWVT169OjTp8/q1auvXbsWGRmJG7Kj1mg0crlcoVDoWbTM1aS0HFqtFmzsxWIx0cA7OztDfF9bW1v2yiCztmCOPgqhzoWF7IjY4Co5adIkLpeLMVapVLCcrbOhPE8algbAZrUO48aNu337NmZNyFEoBJVKJZVK2dONGGOpVJqUlOTj43Pu3Ln169dDZPW+ffuOGTPG3NzcycmJy+U2GP+c5HtlA8MLto5BXw8S/Bwg5khNUTxqNBoul+vg4LBixYpp06aBpNK1a1dTU9Pff//dx8eHw+GwZ3whHRwRhmQyGX0vXh40Gg2Z0MEYKxSKyspKjLFQKPz6668RQjNnzkxISCD6gJqaGnJzKS0IeTHhHSwpKYHoyMOHD/f29iY2ExhjmHEjKR8pz5mGpYH169fXlwZMTU3BnoAKbhQ29ftgvV7v4uKyffv2uXPnIoS6dOkyZ86cXbt22draRkVF3bt3j/TNoF2H4YJcLif6ealUSgyjSDZ3sIoC1RSxYtE9DMxZQOPQAuSngcZBPwEduUajIaYDWq1WrVaLxWK2JkAoFCYmJtrb2+/evXvevHmmpqadO3eeNGnSypUr/fz8YNwJwIE948tMeTKIUlqlUhHdAKiXMMZRUVHffvstQmjatGkHDx58kQfaZrhx48ZPP/3Ur1+/oUOHnjlzBkImVFdXq9VqUDnDauT1fKEH2xZpWBrYsGEDQqhTp04QenPjxo0//PCDhYWFWq2mU2ttCqLwryOtNyi8K5VKR0fHZcuWQSa00aNHHzlypKioqKampo7JHjEzJCMGbLA2gn+ha2fbHwDs5Q0Cq0FyGjhI2EQul+t0OmiNGITrdDowCBCLxfArwzBVVVX1E9yBWiInJ8fDw2Pq1KnGxsZdunR5++23T58+DYFvH3XdHnvRKM8IEDHhUYFpHfC/h4cB1ikrK7OyskIImZiYrFq16rE3iKzwpLfylbv1zXuAG1yhtrbW2tp6/PjxCKGpU6f6+/tD5ERsCEgMtwPePqVSSV7wljgPyhPQsDTw3//+lwSpYAO36vbt22vXrv3oo49Wrlxpbm4OObC1Wu3evXuXLl165MiR999//5133omNjV2yZMny5cu9vb2XLl1qbm5+4MABoVC4cePGpUuXrl+/Pjo6mo6oXnLIAJoYysH3lK3NKygoOHnyZK9evRBC48eP/+STTxwcHF7oUT8PMjMzV69ePX78+A4dOiCEjh8/DqHcACLWgCYDrhixqHhxR015CDIAvXz5spmZGUKoT58+FhYWERERYHsIELc9GLPCfQQzUpBBQbcEGiyoEEFWb0jQ92LOsMnAiJz0wZDkCbM0f5DtCc7o3r17DMNIpVLQ7cEQkW1jq1ar8/Lyzp8/P23aNITQkCFDduzYQTv4l5yGpQGYV6sjDcBXTCQSTZkyhT2DMGzYMLAn+PDDD9nLfXx86k83gIQIzJ07l61upbxsELEdnEoYhqmsrGTr0p2cnJYuXdqnT5/JkydbWlpGRETUmdR/pvHLnjOguqhjMyiVSouKilxdXUeOHIkQWrx4MYR2AWBuAr6zoBetY1dBebFoNJra2lq4IzqdLi0tbefOne+9956Jicno0aP/97//QXohApl3AJkAFEvQ2UOoH5L5FxYSP9uXHzg18qySMTrIQMTz4t69e2AhhDGuqqpSKBTsd1wgENy4ceOPP/5Yvny5sbFxv379/vnnH19fX/jOw/eEYRialOjlpGFp4Msvv+zRo0eHDh3GjBkzaNCgoUOHzpgxA8Jm7d+/H/ryJUuWgMcOQmjbtm0YYwh72aFDh86dOyOEiouL4deuXbt+8803r732Gvw7c+bMJUuWQJ2ojCgvJ5WVlSAHgJYVhgsSieT8+fODBw/u0KHDhx9+yOFwwC8INoEPIhkMvRIDo6ZAenGdTieVSonNIOhL1Gp1UlLSli1b4MX59ttv4awhyQ1RCVALqZcH6JbgjsjlctKrKZXKmpoab2/vmTNnIoQ6d+5sZma2a9cuZ2fnBj2rq6qq6iwHBTjD4hXynifKPyLiYNZcPrzmxNwSziskJGTfvn1Dhw7t3r17586dp0+fvnnzZj6fDzoDEIjv3r1LIiW3jg9C66NhaeDTTz+tP6yHaJdQnzNnDqy5ePFihNA777wjlUpXrlwJWtMHrSOEEIKg3Js3bwabHZJoCyFEjXhfZoi2kIxvampqzp4926lTp9dee23z5s1Em6o3hOIhDgJarVYmkz274GXPH2KoSJaQsRS7g1coFMePHx85cmTHjh23bdsGQdcxxjU1NfQj+LIBYhyRA8B/tY5Cy8PD4+DBg3PmzBk4cCBCaPLkyebm5ufOnUtMTCwqKiLdPJH29Ho9GKm8WmIfhM8iXhigAKhvMK5WqwsKCmJjY93d3f/8889JkyaZmJgYGxtPmTLl6NGj4CtYBz0r3iJE8Xo+Z0R5UhqWBlavXg299fXr18+dO2dtbW1jYwOZP2D5kSNHMMZqtdrNzQ3sxe7cuQPzC6+99ho2ZKiElSH89f/+9z+EkLm5Oca4urqaSgMvPzDEIfbYu3bt6tevX+/eve3t7dkhVEHHCCoBEp8KYwxDotbkxg0GaGTABLaHSqWSJHsltlcKhcLJyWncuHEdOnQ4fPgwcaCCSeUXexYUAgmPgQ0TW6CtrB8kGGNcVFTk6elpaWn5ww8/vPnmmzAd/s4776xfv37Xrl3+/v7h4eFESVDnmX+lb7pAIHB0dPztt9/WrVs3Y8YMY2Pjbt26jRkzZt68eSdPnvT09IS0SQAIEKBQBHEZTHqxQSx45eSktkPD0sCqVavq2A0QNSks9/Lygn///vvvdu3aIYRKS0vB9hBmDWB9tjQAfgqQ9Uuj0cBPpaWlz/LsKE9GnS6NvLR379796quv2rdvb2dnB987iE4NUYfFYjGx9oeXHxsyppDWHvX+14kN0Mhnos6a9Rc2cvyNNPWoxtm7YKs3GZY/NLgkwPmCBRaxIINttVptfHx8t27d5s6dC3oUMu6s3z7l+QO3ku0iSwLoYtZUOsMwMpmMre2XSqVCoTA6OvrAgQNr166dPXs2QqhHjx49e/bs0qXL559/fuLECT8/vyaOg1vkGXjsY98UlEplYGDgwYMH9+3b991335mYmPTo0QOCg7355pvffPONhYUFn8+vqKgg1gOAQqGQyWQkTC3ECoMl5JmHeFCtyZaoldGwNPDRRx8RaQDmgMFqBhs6+MWLF8Oay5cvRwi9//77GOM1a9YgVjJNsjKk8ALdwCeffIIx1uv18FODkWcoLwpQ1cjlcvAgAD2/j49P796933vvvabb/pBg/vDkwIwDiAtgdA27AOUBPFdgkwXaCICocKERyJRBHBwwxnpDygwQO4j7g1gslsvlZNoCvlAwKIFcA2DTBIcEUgsEQ4VZZDB0ImYQZDrgaTQcGzduRAi5u7vDv1VVVXCC9UM1UF5pnJ2d3d3d586dO3v27AkTJkA/2qFDh169ei1atGj69Onz5s07f/78rVu3fHx8XFxcCgoKYAz9NMVWcBUAACAASURBVFpSeAXqB+gsKCgQiUQFBQX5+flFRUXl5eWJiYnu7u4uLi4eHh4eHh779+83NTVdtGjRpEmTyIzwwIEDp0+f/vbbby9fvvzUqVMhISE0Dn0b4fG6AfhmwcdLqVRCOEmE0NGjR/fs2dOnTx+E0KZNm7DBhmDz5s0PWkcIIcTn87Hhgwi6AfITnUN62ahjKODp6dm5c+djx47hpoXzw6zgVHUm1IlzP+lWYegACgawMIJhGUgh7LxHRGKAFcD7n4QNgL68ceNtiJFOUgmAwh9mRrHBOQrqMMEPYgHMBeB60VWbDnGehnTykKUN3imw02410yhtGfJ41HkIuVxubm4un8+3sLA4ceLEhQsX/vzzzzlz5gwZMgS8q65fvw5rPo2ZPXlTbt68uWLFitWrV3/++efz588fOHAgqCv69u3bt2/ffv36de/efeTIkdOmTfvPf/4zefLkRYsWnThx4ujRoydOnOBwOFlZWXl5efXlEtA6sEODUFoljUUfIjMF8AWHgVpycrKxsTH82qNHD4TQgAED0tLSMMaffPIJQuj//u//sCHoNKwG/oegG/jggw8wa6agpKTk+Zwn5bHAOw/9E3za/v77b4TQjRs3sEFD3kTvOBj0Q1NisdjW1hY0RtB/FxUV/fHHH2KxuLq6GoQPtp6W2DDDEtBGQvcJ65MjUSqVRDcAK2dmZh44cGDfvn3//POPhYXFvn37jh49WlJSolAoiB4VNBPwyQN5BY6KWETC7BWZ+8AGZUmzLyzsEWMcFhaGEFq7di3GGGIW6WgCsFYBPPDwwMCcApGD1Wo16KiIhhy05UKh8LXXXhMIBJiVYKkZgJANj+tbb721Zs2aLVu2bNy40cLCIj09vaSkpKCgoLS0tKioKD09vbCwEBKHKhSK2tpatmqWKOrIkRMPSeoT20ZoWBr47bff5s2bt3LlSswKO4MNmuTQ0NC5c+cOGTJk0KBBK1asiIqKwhgzDLN9+/a3336bpANhGOatt95auHAhKACOHTs2Z86cPXv2wE8zZ840MzNrTTbnrQDiFowx9vDwGDx48M2bNzHGMDve9Ak/vV5PRhglJSVTp05FCMXHx8OSiIgIhFB6ejo2BCWEJ0QsFhO35qqqKvYeScdMvPbJvyDBwPPp6OgItl1g6NStW7cZM2aA9SsJSAeqCIwxfBYhJTFRS0A78LkEdQKZ0WiePp+MqMrLyzHGqampCCGISUA6CaoeeKUhMjRIpWwRs7a2lh2Hn/0IBQUFde/eHYZDzX66MCtq58mTJ7t27UqEWjKOJ+Y78C87fxg2vBdk6E9iJYGoTabt9A8HeKa0Sh6fw1BtQC6XV1ZWgk8OxjgrKysjIwMb/MrYXQV8bcmjAxG7yK8kNCzlZYNozu/evTtixIjTp0+TiQOZTMaOItAIMAon0kBFRQXMSi5fvhyWREVFIYSEQmGdMQfTaFgSYpBc/yfiCXnr1i2EUGpqanp6elZWVk5OTk5OTp1RF7EbABpXfqpUKli56XqR+uTm5oKVNewrISEBIQRm2CR8TfNaprwkgL4KjOfZHzeYnIIQPUStBfLurl27Vq1aRTZv9ieRyCK9evWyt7fHGFdXV7NfE3itwKoG3k3Swd+7dw9MgKERknwcloBVLEDVA22BhqUBhUIBAykwACQLieQL2cAwxiARExdbeApBMoCxHYkYTxS87Gz3VCx4eYBBKtwsCwuL3r17Y0PsPOikm6jIga8JfP4grfCkSZO6du2KEPLx8VEqlTExMQihnJwcjHFISMioUaMgoXBoaKhGo4mJiRk7duzatWu7d+8+btw4R0fH0aNHDx48eMOGDTBr8NlnnxkbG3fq1OnDDz8kcw0YY41G4+rqihCq/+W6efMm7OKPP/6A0dju3bsHDx5samr62Wef7d2796233jI3N2/Xrt2iRYscHBw6duxoZGR06tQp0gI85827sKBjYBiGvE0rVqwAxRsNRtQ6IB500NNDfEOoM6xI3uxP36effvr9999jw6j9iSzt2b4D8Fh+9dVXo0ePxoYXFn6CbzJmvZIkJhLY/BN9AH74CSefa7bpD9NawohRHsXjdQOUtgN8kmpra7t16xYdHd3sdsBYD756FRUV//nPf8zMzHr27Dl9+nSMMZfLRQiBwTNCyMTE5JtvvgGjqoKCgtDQ0J49ew4aNAhCW4Jr06JFixBCHA4H8s4tWLDg3XffRQh99NFH2OB0gA26gejo6Dt37ohEIpFIxDBMSkoKQmjChAkQReOdd97BGH/zzTcIoS5dusyYMcPX1xchZGZmNn36dAiftXDhwhEjRiCEcnNzQQQhUxgtQkJCgpGRUVxcHKYCQduATDYRG9u5c+d+/fXX2DANh5sWoQ9agJk1qVQKonBubi5CCB4nOvdKaTZUGqDch4xmYG77aZoifigY48rKyrFjx/78888ODg4wZZ6VlYUQKi4ujouLGz16dHJyMsY4LS2tU6dOLi4uCQkJXbp0uXz5Msa4X79+w4YNg7RYCCFbW9t169b99ddfsJf58+e//fbboOqEfYE0MGLEiNdff33YsGH9+vXLzs7+6aef2rdvDzEBISBmYmLi33//3bFjR3d39zt37tjb2yOEIEWhkZEReM9aW1sjhGJiYnBDKZufhtraWrlcPnr06NjYWEylgTYDvBFk9h0hdPbsWfJTE81HwMyFvFxgJbBt27Y333wTGwIk0BE8pXlQaYByH9InQY5XbLDnbwZsaaCiouLNN99cvny5VqsdPXo0dLEw7MYYi0SiEydO/PTTT6AG8Pb2Tk9PJ16pvXv3XrRoERwbQuj8+fMY4+vXr9va2g4YMAAhtGTJEvZgyNnZGfxdd+zYsWXLli1btty9e/eDDz6ACJhyubyqqgohFBAQcPjw4UmTJoEu5MKFC3C+PB5v0KBBO3bswBgHBAQghPz9/THLZ7KlKCsrGzNmzK5du2gklrYDEQXgpiOEIOklRNFook8BcfbDBjVAUVFRu3btwES3pqZGq9U2+7WltHGoNEC5Dxlhe3p6tqxuYPjw4RCFwtLSEiG0dOlShJBIJLp9+zbkw5wyZcpbb72FEPLy8gIjO2inT58+oNjHGCOEnJ2dQcFgbGy8cuXKPn36LFmyRGdIDoQxdnFxqX/kn3/++fr166FeU1ODEAoJCfn5558//fRTWHjmzBkIn5WUlNS3b99du3ZhjG/dumVkZMThcMjFacERfHFx8fjx4x0dHTHLqZLSumEMUSzhvUAIubq6wk/sSP6PhTh5gTQwY8aMr776CpaTuQMKpRlQaYDyAJiPLCsre+2112BY3DzYdgOVlZUTJ06EKdK7d+9CXjiIQgEGBE5OTkqlMiAgoEOHDu7u7unp6R07doR2BgwY8N5770EdZIWBAwfOmDEDNAeTJk1677334JsIcxyQNaO2tlbHSr+2cuXKHj16QCPJyclgf/C///1vzZo1sNDS0hIMGtLS0kxMTA4fPowxdnBwaNeuXUREBKzTstJAZWUlTFi0VIOUVwV4iuLj442NjUksDblc3nR7avJaYcPznJeXhw3OtyRPIIXypFBpgPIAEtx05syZq1evhjrbqLiJ7bB1A+CsSForLCwEaYDH44EaAKIbQfhLLpcbFBTE1g3MnTsX6qC3HzFixMyZMxmGgdB+7733HolIiA3xBiDAgFgsBhFh9+7dCKETJ07cvXu3T58+/fr1u3v37s8//7xixQpo+ciRI2+//TbGGAQRkAY8PDwQQkFBQZgV7aB51L9uly5d6tu3LwQgooqBNgIx1McY29jY9OnTB2MM2X2woXdvCuCfAu1MmDCB6L0goBB+QvcECoVApQHKfRiGgXgjGGOBQIAQyszMxAZnaIZhqqurm9J1MQagM87Ly/v4449/+OEHssL69es7dOggEAiys7P79esHwgGY/jk6OiYnJ48dOxbWnDx58jfffAN10A2ATwEwZcqUhQsXQtQg6K3BihDi/ED2AdjW1NSUbAWd/b59+yBoJsbY1tYWPL/T09OnT59+8uRJjLGbm9v06dNhpgA+ss0bcoGnJcQ1gisM53L69GlsiClLzb7aAmAnCJp8Kyurvn37Nq8duVwOOjwnJyeEEH14KC0FlQYo9yE+BfB9WbJkycyZMyFML4lQ1hRpAAL5YYP2XqPRCIVCGK9Dy/n5+TweDzrI9PR0GxsbGxub0tJSkUiUkZGhVqtBCsEYJyQkVFVVQWtJSUk1NTU1NTUeHh6WlpZcLvfu3btRUVHgXghCjFgs5nK5DMNAwCsiDVRWVnp7e1+6dMnf3x/Us0VFRUVFRfBrcXExmDTKZLLs7GzivpWSkgIrgxVh8wbxkDAJYnXAko0bN86cOROswcGCjIZ/bwuQzBoY42nTpsHc2ZMCTxEErli0aNEXX3zRgkdIaeNQaYDyAJ1OR6YwNRrNxx9/PHnyZIwxxDKDHIBNaQdagFQFpOX6vSl7BRK7ELpGdvgzdrJ5YiQlFovZU60grJB4LyTEMmTbwgZfLPiMwicVgsThhqLGssOwkF+bpxsg0WrhMMCOEhtkLzpN0KbQaDTwBk2dOhXiBjYDkHGPHj06bNiwps8vUCiPhUoDlPtAVDLSd0LnN2TIkIMHDxYVFZEPWVOAZMHYkI4I2mQHYJFKpdAaGTeTwJekR4fxfW1tLYm8RsQUaBAOGD6OJAgmSBiwU5BgQDlP1oSBvkQiAQFFIpGw0yGCLpfdLMNKu9wMiDyBMZ47dy6JYQBmDZB7icoErR6GlQRLrVaPHTsWJqSaAQlXYGVl1ZKHSGnzUGmAch+S21csFpMA0vHx8e+//76pqekTpfSFsNYkGyF0hxDuGvpmkhABPm16Q8psWAKCAlEbQAhVaFAsFpMccdCjM4bkh9C5kq3YSY9ASSCRSGAvDMMQn+yKigqiVGBrI9iRByGoS/N0A3C+Mpls0aJFU6ZMycrKglOG1B40h2GbAkRMiLdB0gs9EfAQnjp1avDgwfhJbA8plMdCpQHKA8rLy9lh1aGjkkqlf/zxB0II8hnWge1xQKymYSFMmZPcFtABQ+8Iy6FfBD0BLKmtrYV+l+1GBc2SIT7UwZMKMhpDr086eJJdCYb+oAyAzaurq2Ed0AfAmcI8CLGZkMlkRMjQarXEThvaZE8ZkFMm16FBieHatWt9+/ZdsmQJ/KvT6Wpra9VqtVgsvnfvnkQioUbgrR52lMC8vLwmxvNgP2xEVJVIJP3794ckGi3r+Epp41BpgNIYZOSakpIyZMiQPn36nDt3DpbAGB1jrFarIUsbDKmhXyfqcZIW5VUHZijYtmAg0BD1LxnoEyWKq6trv379RowYAXFmQIh5QYdPecEQgTIoKKhdu3ZN2YSdN6impgZ0Zps3b+7cuTPGGOTmps/fUSiNQ6UByiORy+VkFh9jXFZWtmfPnn79+pmZmZHYRCqVinSQEomkpqYG7OSh74SZ+9bhBMXWH8CUBygeiI0CWVOn04WFhUGcpR9//BFMGuEv6Ete1ClQXhQwiIdbf/LkyTfeeKOJW8HDBi9gbW1tfn4+hM+CX+/du/dMD5vSpqDSAOWRQP9H7P5gYXFx8ffff29sbAxpVxhDPtaqqiro+EEZAAp82Lx1KDPZEwR6AwwrzatWqy0vL//nn3/69+/fpUuXPXv2FBcXw08wjCObvJgToLw42Oaihw4d+vzzz5uyFYTUBFEbJrk+++yzWbNmkZyHLZhMi0Kh0gClMXQ6HQxq67gXlpaWWltbDxs2DAIChoWFkWGKVqtlR1olVoSvOiRSEHyjiXUCxlgikTg7O69du7Z9+/YTJkzYv38/qApUKhV8xDUaDcwR0BRzbRydTrds2TISFfuxgKstMcSBgNYymYw4KbRgom1KG4dKA5RHIpfLwcANIgVhg+sgWAZgjKuqqrhc7vr16xFC/fv3Nzc3Dw8PZ7fQaqYJADh38m9VVZWfn9+WLVuGDx+OENq8eXNQUBAoUWDQBtKAVCoFXwYaY6DNQgxsq6qqpk6deubMmSZuSKJvYYzXrFkDIbQxxhC0ivxEoTw9VBqgPBIYlMBwFr5lYA0ABtLsL5FMJvPx8Zk/fz4kGJw9e7avr29lZWUdUeBJZw3Yynlcz57/sduyeWyz9RtscBcMw9y5c+fAgQNDhw7t0aMHQmjcuHHOzs6gOIGeHi4auDLCpdNoNMSZgkoDbRCYKcAYy2SyCRMmND0lGFEM3LhxAzJ/YoyrqqqwITcY1Q1QWgoqDVCeijr9fW1t7ZUrVz788MMRI0YghDp27Lh7924bGxsIIQzT502XCYjhAhjfgbkiiTBIggfoHwY6YKLDgO8p6adhc/B9gC8pOwIS+3Rgk4qKiuzs7LCwMHt7+3fffbdXr16QIuHvv/8ODAxkHy21CaA0AkgDeXl5RkZGXC636RvK5fKamppx48b99ttvz+zoKBQqDVCeDmJJB2Nfwu3bt3k8nouLy7p16xBCM2bMIJEEyURD45BofWSKVKVSQQZ3EvkYvLbYkCRA4HwF3g3QzZOQiNgQX6iO5p+Qmprq5ua2c+fOzz//fMyYMZ06derYsePEiRO3b9/u5uYWGRnJHt+zoxxSaYDSIMTaNDc3d+zYsTDEfyzE5sbe3r5v376QuZhCeUZQaYDytEAXCH4HJMgPUYn37dt37dq1YF1PEho1BdCCglL0iYCE8Y/6tbKyEvIVqdXq2tpasVgsEokOHTq0Z8+erVu3jhs3rmPHjiYmJp06derfv/+2bds8PT3v3LmjUqlIumcA9BYSiUQulzcSeohCwRiDi41Op8vOzu7du3dOTk5TtiIi7KhRo3799ddnfIyUtg6VBihPS525cBJZr7a2tlevXiRx8JMaDZAMhEFBQefPn7eysrK2tj5z5oylpaWTk1NKSopIJOLxeLkPw+fzi4qKcnNz3dzcTpw4ceXKlatXr165cuXSpUt2dnZHjx5duHDhggULFi5c2L17d7By6NGjx8SJExcvXrxixYpNmza5urqSkIVs2NkWwM+izkVoTfaSlJaF6AZOnTo1ffr0RqTV+nh6enbu3JkE86ZQnhFUGqC0ABCGD+wNtVot5B8aNWrUqlWrwKKeaO+bOE0AFBUVffrppwihAQMGLFiwYMaMGXPmzDE1NUUIIYR69uxpbGzc6WG6detmYmJiZGTUp0+fuXPnzpw5c8KECbNnz16wYMGECRPmzp176NAhW1tbKysrHx+fzMxMPp+fnZ1NoimwT4foacGkACYdIBayVCqFtAuwJoRJbuFrSmldwCvw7bfffvPNN7iewc2jqKysHDFixOnTpzFLzqZQngVUGqA8FRKJhMRCYU+cGxsbr127FhuSD8GsP2a5WrEj/EOlzvfR39+/Z8+eJiYmLi4usISE9ZXL5VKptKampqqqSvIwUqlULBbXD/7PTpFMYC8hVoTQtZNEiHBeOp1OKpWCNKPRaMCmAWQFkp9JKpXS7zWlQch7sWnTpk8//RQ/Qhpgv0FQ2bVr16BBg2BJHZmVQmlZqDRAeSogMjGJriOVSqurq/v377969WqMMfSX9T98YBNAIhVCj1tdXQ1rCoXCVatWIYQ+++wzsDMAUwCqKaW8ohBT006dOh08eBCzRFs2IFCCeaxGo6moqOjWrRtIwyAKNDuzNoXyWKg0QHlaYEAsFouhU58xY8bSpUuJBNBgLmDo15VKZXV1NbhNk8/czZs3Bw8e3LlzZy8vL9IyZoXzo1BeRUAyNjIyio2NxRhDbkw2ZGaKJOM+derUuHHjSBZNooWiUJ4FVBqgPBUQrxCm1THGW7ZsMTMzAyMpsVhMhkR10Gq1EMmYYRiS6F2v18+ePRshRCKxi8VikuyHhl2jvLqADkylUvXp0+fmzZuP6tTBG5bEqkIIXbt2DbNUAq0jyDfl5YRKA5SnRS6Xa7VaqVR65syZjh075ubmYowhLhDGGObgG9xQrVbDGKiysvLcuXNgGHj9+nX4ldjtwzparZaqSSmvNNevX2/fvr1AIACHwzq/wpQZPPYMw3z22Wdz587FGNfW1kJALaobozxTqDRAeSrA8YlhmEuXLiGE7t69C8Z3GGOFQgF5DeqPhGpqasgMgkQiMTU1bdeu3bp16yASgFwuVyqVMIEKTgpQp2pSyiuNj49Pv379oN6gTater4cQ12FhYQghkANACCaiM4XyjKDSAOUJICF+8cPxA/bv348Q4vF42KDMrK6uBt0+GeuwYxKTgEUnTpxACI0ePTo5ORmaUigUcrkc1Ans9akoQHl1gcf44sWLQ4YMgSX1Z9CIJwvGeNWqVfPmzcMsoxyYj2tw3o1CaRGoNEB5AtRqNdg2Q+IA+HIdOXKkc+fOWVlZ2OBPWAcY1jOGBEiwjkgkgsgBf/75J3XWp7RuQJadNGnS77//jg0pLuusA16sGGMOh2NkZJSXl0clYMrzhEoDlCcAPmElJSWgyVcoFJaWlh06dIC465DhsL6hU3V1tUajAbUnLDl27JixsfEbb7zh7e0NzdI5UUorBl6cWbNmgXshbkg3gA3WggsWLFi1atXzPDwKBVNpgPJEaDQaiNoL4/ujR48ihAQCATZY+UEywDpbMQxDYv3K5fLXX38dIfT111/D0IdoDp7rmVAoz50xY8bY2dmRAFx1foUljo6OnTp1qqysfBEHSGnTUGmA8mSUlJRAz3369OmOHTuCrUBtba1KpZLJZAzD1HcFhM+cWq0+c+YMQsjMzCw8PBx+gsSD1EKK0urJz8/v3Lnz7du38SMm1DDGEomkb9++O3bswNRWhvLcodIA5QkQi8UgChw/fhwhlJ+fjzEuLy/HGEO4fshQUB+JRDJr1iyE0BdffAHJANVqdXl5OWQ3eKLkBRTKq0hKSgpC97+3DTraYIzPWlr26N5Do1bT6BqU5w+VBp4VTB0wo8f4seWlok7IdPLvX3/91atXLx6PB7aE4BYFU54qlYpEUyffu1OnTkHmocTERIyxVquF7p+drYDSOEwzC1OvNLupBwU34Ulu46U+aWlp7dq1w6wYw3AxdXo9XFKlWjVx0pu/bf8NY6xnGC2j0zF6puWOpym3ldKWodLAs0LPgtHrdVivxbjx8hImxAVbJ5LMF2NsYWFhbGycnp6OMYYUPqD2JM5RVVVVDMOAAiArK2vatGkIoa1bt0KDVPnZPEiv8EQVPaPXYb0O60mlee3UqTCPe5Jpqf+U//vvv2+88QaGGMM6nUypUOm1OozviWugJz578fzg4cOERUUYY4VGI1MpNZhpkYPRNeG2UmmAQqWBZwUZ+DIMw+gZ/SsoDSgUCqlUCkFSQSw4duxYp06d8vLysCEcCqQsUigUkOgPHAru3bvHMMyxY8cQQkOHDvX29oblGo0GdKRUJmgG9z/ZzBNUGJ1ezzB6hsF6Rg+P4ZNs3khFj7GOlkcUfUOd6/Hjx2fNmoUxlslk8DpIlQq1VquCukLesUsnK5sreoyVWrVCrcYYyzXqp7/OpL9v/LZSKFQaeFbUkQZ0WK83dPkNlpdQGsAGIQD+WllZGRkZ8fl8jO97EIAoQBL7kq1SUlLGjRuHENq+fTtZqNFoIP4gERooTwAZwT1RRafHegbrGayDv/pmtlOnose4WdJJEyuYwfpXudIgX3755bp168i/MplMp9NJZVKtTocx3rRp0+ixY+AnBmOdXq9UKBq5Gk92PfHDSoAGK1Q+b/NQaeBZUVc3wNyXBp5Iu/hiATcByKSSk5ODEIqOjsYYi8VipVLJFhRIVqHCwsKDBw8ihD766KOwsDCM7zsQsmUF8CN4IWf0qsLW6uqepKLVYx2DdQzWMljHYJ3+yTZvpNIiUkUjPdOrXnkYpVI5fvx4yE2sUCjAyEav16uUKoyxMC8PIZSZmQn3WqVUYgbrtDqGYRrbxRNdz8fe1kcIMZS2A5UGnhV1rQjvGxI2Voh+93mVxwDBUDHGPB4PIXT9+nWtVgsGAcSDQK/XkySEmZmZAwcORAhZWFjAEpLhkPhY0zmC5sAYPtlPWrRM3dKCqnBamvxuqVSq8ePH+/j4YHzf/kapVDLa++/C1s0/Txw7DmOsVakxxpLq+y8U1upb7Hiack8pbRsqDbQMdft9jEEfft+KkGEYhtExWkav1TM6PbvCaPWMFirPsxisGx8CDhvj+2p/OJG4uDiE0OXLl+FXvV4vlUohdKBarQarAqlUunnzZlAJECdDCCQAQgBsSASCBkQlSiPoGUbXrPus0dctLfL46BgwQ3i1Cn6Wm+h1+gdbMQ9l8cAY37t3DyEUGBgI/4JWQKfRKiRSYV4+QiiSy8UMxnpGKZFijLVqbXVFJca48UPCrD1i2K+e0Wv17BWwnsFM3TsIoiGj0T+QGvX3v2PwBSDxP9hnwVD3n1YNlQZahvrdallZWUpKyu3bt3Nzc4UiUWFBQV5eTq4gu+R2gVAkEAiyCwpy84V8YT5fKOQLDZX851NE/Pw8Qe7D5OfnZ2ZmikQigUDA5/NFIpFYLPby8urateuBAwcwvu9BAGN9SE6IMWYYJjY2dtSoUUZGRhs2bNBqtaWlpflNIO9hhI9DJBLV36oO+fn5ubm5gscBJ8veqn5Tubm5fD6fbMLn83NzcxvfOzT12BOpz+Obzc0ryM0rEDRacvOEOYI6pTA3vzDv4ZL7+FL08CZFeUIRP1ckYBV+bkGeUJif/7QlL79QVFDAKoWigjxBbl5uo0WQK8xvzt5FQpFIKHzCIhLm5TdeREKhMD8/Iz09ly/g5+Tk8HLulN0pKioSCAQikai4uFgoFEZGRvbu3fv27dswRyCRSBiGAeuZUSNG/vDDD+lp6XfK7hQVFPJ5OYUFhQWiAl42LyebJ8wX1tsd+yxE+Xn5wvz8stIyUb6wQCTKy81LT00rEIqE+cL83Lz83Lw8Qa5QkFfn1hcLRfk8fmZyarFQVJQvFOYIigsKKysqCwsL09PTaMY71AAAIABJREFUCwsLDx8+DDFG2RIAVey1bqg00DLUGe9ijEtKSuLi4kpLS0UiUV5evjA/t7Agr1AoKC8rul0kLBDyS4tFdUpJsai45PkUYXGJqKS4uIQFyAFVVVUCgeDOnTvl5eVBQUGQVQhjLJVKGYaRSqVgRgBnLZVK//zzzw4dOsyZMyc2Nra8vLysrKy4uLiwCRQ8G0QiUVMEizoUFhYWPUz9Ay5qAsUPX9IGKa5HU1ouKWxGKS4SFTSj1G+qUCh6sIKwoFAkKioqKmyJUlxSXKcUFRc9thQWFTajCEUiUUEzSkGjRVRYVFhaVpovFBYWFYoKREKRsKz8TklxMZ/PFwqFxcXF1dXVERERvXv3Li4uBmmA2M3cLr2NEEpNS01OSVYoFSW3S3g5vKLiotKy0rz8vBx+TkHhQ7srKCyof4S3S2/fLi3lCwT5wvyCwoJ8YX7ZnTu3S28Xl5QUFBYKC0QikahI+OD+FgoLigsKC/KF/GxeobCgIF+YlyMoEBaUlZWVlJTk5OQEBwebm5v7+flhKg20Jag00DLUlwbu3LmTmppqUBbotBqVXFItl9zTa+RqRa1MXKlWiDVKCbuolBKl6vkUsUolV6tVahYQNuDOnTuQUyAzMxMhdPLkSWxQG8KkAHEHiIiIAMeBgwcPgrZALBZD9CHV4wBPBDZqtboZW9UHtBeNU2cdcHZQPoyiHsomoFKpHrVTQlPaqY9C9fii0mpUWrVKo4a/aq1GrlQ0oyg1aqVa9aBo1HKlQq5SkiJTKuQatUyravmiUSn1WkWjRanXStVKqUZ5/28TKxqlWCUXqxRPVpRyuVYta7TItWoVo5NpVBK1slYpq1XKZSpFdW0NRBmCjv/cuXNvvvkmJCZmTyKMnzLpv+u+VGO9CuuqpGKZVlWjkCr1WqlGdU9aK1Yp6u5do3r4LORSjVLF6OQ6DSyRaVQStaJKJqmRS2UalUKnUTOMSq+H+8gqKqVapVAp1VqNWqtRaTVqjRpmAGtqary8vObOnRsaGoqpNNCWoNJAy1BfGigvL09NTZXL5YWFhWlpaZkZqRmpcWnJMQJealZ6QmpyTHZGYlZ6ArtkZiSkP6+SkZGSmZmRySIxMVEgEKSnp5eWloaHhyOETp06hQ3T/2QSRKvVVlZW7t+/HyE0bdo0X19fmUwWHx+fnp6enJwsEAiys7N5PF72o+HxeJmZmRkPk9YEMppAehNIfRwpKSn1997ErR6795R6PK7d1JS01MS01PiM1PiM1IT0R1TSU5Iy05Ky0pOy0pMy0+9XsjKgJD9BJT05O6NOScpMT8xKT8xKJ5VEXkZCTkZCTkbCU1ay0+N56fG89HhDJUmQlcTPuv+34Up2bGZqXFbak5aEnMz7++VlNL3y6MO4X0nkZ8ZkpsRlpXFTEyJTE6PTkyOT41NSU5OTk4VCYWpqallZ2eeff/7ll1/Ct0Imk4F47RLgizq2SxXyE3jpBZV3wpPjo9ISk/iZqfk5EcnxoYkxKXm8+jt9cIQ5GQm8jMScTPibIcpNFmTHZaXFZqVGpMRHpiZGpiXFZKbEZqYkZKWn5mSl8rJScrJScrJSc7ISs9KjkuITMlLj0pITMlJTc7LSszLT0lOzsrKSkpIsLS3/85//REVFYSoNtCWoNNAyNKgb4PF4DMMIhcLk5OT83BxeZmJ2RrwoNz2Xl5yVFivITuJlxPMy4nmZ8VDJyojPyHrmJTMrITMrPjOrrjSQlZWVlpZWXl7u4eGBELK1tYVTk8tkoN4EkpKSRo0ahRD67rvvysvLMzIyBAJBcnJyRkYGP4fP5/OjoqKys7OzHpCZlZWZ9RCZ2dnZ/JyH4PP5fH5Oo4XPz8l5bMnh8XjZ2TxeI4WXnZ2VlZnJLtnZ2Tk8Hrvwc3IEfP6DIuBD442XulvVKQK+QMDP4fGys7N5hlJ/1/ULL4eXIeCl5vFSc3lpubzUXEMlj5ea96CSnmeoGJZk5PPThfx0IZ9UMptQIbtIN1RS+VkpguwUQXYqPztFkJ0iyErJ4yXl85LyecmPrqQ8rpKcz0sSZCfmZSfmZZNKSt79FpINlZQ8XkoeL9lQSRLmJORkJvAz4wWZCfz7lUR+ZiI/M+HRlXhBZpLg/l6esJKVJMhKzMt6ZCU3K00k4N0uSBUJ0gvzeKUFabk5fIEgOSmZl50dGxMjlUgWL1q0bu06eIPg+1AtlUyba7boY/Os2yLfyFBuWkJmsTCjMDdNxOeXFWcVi9KEgszi/ET+/V3AvhJys+4fWG52Ul52siA7KZ+XwM+KzU5LEwkSc7Njs9PSCgTZpQWZRflpBbnJ+TlJudmJ/OxkQXYqPztZkJ0syE4VZCfxMlJyeTlFwiReRhIvMz2fn5yZER8Xn5aayuFwzpw+M3/+/ITEBEylgbYElQZahvrSQHFxMZ/P1+v1mZmZ3MjI7My0lPjI5LjIrJT4tMTo1ISojOT45LiopNjIhGhuYkxkUmxUQmxkbHxkfEJUfEJUbFxkbCw3NpYbGxdJSnwsVLiGEhkbx42JfVBnL39UiYnlxsZyo2O4kVxufHx8dHR0ZGRkbGwsh8MpKSm5cuUKQujo0aNwXgqlgjhMlZWWb//jD4TQqFGjvby9M7IyIyK48YlJCUmJoWHh0TGxXr7eaekZkVHREVFREdyoCG5URFRUBDf6fp1VwiMiw8K57BIeERkWGRXGjQrjRj2qEhoRyYngcsK5nHAuJ4LLCYvghEVwIiJYFW5IaERwWHgwJzyYE86qhAVzwoI5YcFhYcGc8EBOaEAIJyAk9H7hhPqHcPyCQ/yCQ/yCgv2CQvyCgv2DOQGc0MDg0MDg0EBOaGBIaEAQxz8o2D8w2D8w2D842D8w+P4mwZz7JYjjHxwWEBLqzyqBwaFBwYZ2gkMDg0P9A0P8AoL9A4Lhr39AsF8Qp14JYRff4BAvDsc1lOPGKq6hIeziFhpyKyT4VkjQUxaXkCDHAH/HQD92uebvdy3A96ES6HctyO9akN+1AFYl0O9a4IOKfZCPQ0PFnlWuBnrXLQFeVwMfFLtAb7sArzrF1t/zoRLgaePnY+PnbePvbePnbePnbRPgfcXX+4qf9xV/7yt+3lf8vG39vK/4ujejXPZ2fbi4WHm6X/R+UC543Trr5mzj53HR46aNj/vVAO8r7s5O7jcdbjq7+Xqcs7byDQ5ECG37bRvGGFwyMMZnL55HxkZHHW1vcIMP2106fcPBI45r7eN22O7SRc+bjqH+Nn4eli6OVj5uVj4PHcAVP3drP/crAV6X/N2t/NysA71sAzzP3Lx23v36WRfHi543nIJ9Lrg5X/K4ae3lYuPjZu3lcsXjpp37zaset6563LJ1u3HV45aDt6uDt6tzoPfFm9fOXb96/rqd9Y1r8cnJGbysgKDAM5aW8+fPj4yMxBgzegZjbEizQqWB1gyVBlqG+tJAUVFRSkqKXq/Pzc3NyMiIi4mOCw9Pjo3j+AWEBwXHcaNjI6LjomKjubHREbHx0clxkUnhIZGRkbHxcYmxMfFcbnQ0Nzo2Oi4mKjYmKjY2KjY2KjYuKjY2Ki4yMiY0NDwiIiomJi4qMobDCQsPj4yOiuVGRIVywiPCI6OiYsLCuGGhERxOWFhoRHgYNyI8Mvz+kvCQkLDgIE5YWHhYWFhoaGhkZKSPj09ERERcXJy1tTVC6Pz589iQVUWqUGKMdRh7+QUMGzkaIbTum//FxieHR8X4BoYEhYT7BYf6hnD8QkJ9OaH+oWE+wRzf4FDfEHYJ8w7kePqH1CscD79gd98gN59AN59AF5/Am34Bt3wDbvkGPKpy08f/hq//DZ8AZy/f616+1z18rnv4OHn6PFTx9HHy8rnu+aDi6OF9zd3L0c3L0c0LKvbunnXKNQ/vax7eDu6eV9087N087Fzcr7q6X3X1sHfxsHfxgMpVF/erru72t9ztb92v2NzyuHLLk11sbnleuenBLrbOHnbOHrbX3W2c3K0dXa84ul5xcoNic/+vu7WT2+Xrbpevu5GKlaPL/XLNxcrR5YLjrbM33Cxvuj4ot9xOXb950ukGq9w8fs35+LXr7HLM4foxBydSjl5zsrjmdNjR6cijy2Enp0MOjgcdrx10vHbw2rWDjtcOOTruv+qw396eXfY9/O9+e/s9dlf32Nmxy99XrXc7XP7b/uHicHnX1Us77ax22lntsL1Yv+y2v7Tr6v2y++qlnfaXtl8597vN+UbKdtsLWy9f3nbZepu19bbL1tsuW2+1tv75wsWfL1z8+eJFqGy5cP63y+d+tzr7+6Wzv1udhcqvF848VC6e2Xr21NZzp345d2rrufuVXy9Ybjt/Gpb8cvbk5rOn/u/s2Z/Onfvx3Lkfz5/5/vyZ78+f+t7y+JqDu386cXjziSNf7/5r07/7ftq//ddje7ce3vnnsX2Hzh1DXdqFxoRjjBlGo9OpMcZde/eYbL7ox9NHvjt+aNulM5vPHf/5/Imv/92z9uCurVanv/p3z9f/7vnWYv/3pw9/d+rfH0/++9OJfzee+PenY/9sPHlkzcEdP104tvb4/jUn939/4dhv1mc2nbHYcHTf90f2/d+Jfzcd/+cniwM/Hd7/8/F/fjt99NdTR7cePfT7P3t//WfPX0cPbdq7Y9O+HTtOH/lp718/7f/rzzNHtp089NuZw5sP7nLlBPBKRDEpSRcuWc2aNSsuJhZjjHWMXq/XYb0G67VUGmjVUGmgZWhQGgArwtzc3PS0jISYmLCgwOjwiJT4xOSEhPiYhITYpLjohPDQ6IiwmLiY1IT4zMT49NjYxPDwaA6HGxEeHRudGBebFBMVHxMVHxsVHxcZHxcZHx0VHx4aFRwUFsqJ5EbEhoVGhXK43IjY6Kj4iPBoTkgEJ4QbER4TERYdHhoVyokMD42KCIvmRsSEh0WFh0WFcSI5IVxOSHhoWERSUrK9vX1CQkJoaGh8fPzFixeJrQDGWKlUyBVKHcYqHV79xTqE0OsjRztcvxmbmBKfnBYQEhbKjY6IjvMPCfMLDfdlFZ+QUB9OGCm+nDCv4DDPgDDPwLrFIyDU3Z/j5hvi5hviHsBxDw5zDwp9dAlzC+S4BXLcgkJd/INd/ENu+QU1oQTf9A284RPAKoHXffydHi7XfQOv+wY6+fg7evs5evtf8/J18PSxc/e2d/e2d/e+6uFt7+59zdPnmpefo5evo5fvNS9fRy9fWzdfazffK66+V1zvV2w9/Gw9A+w8/O08/G08/e08/O3d/R3cAxxc/Rxcfe1cfK7e8rF38bN39bV39bV38bV39bV39bty0/vyLa/Lt7wu3/SCyiVndytnD6sbHlbOHlbOHhdveJxz8bR0fVDOunqevuV+6obbqZv3y+mbbieu3zrh7MIux51uHb9uKE63jjnfOnr9lsWNxsqRG7f+dXI+5HyDXQ44Oh1wut5IOeh0fZ/DtX3XHO8XB8e9jtf2Xbv693Wbv6/b1im7nWx2OVrvcryy89rlndes6xaHy+yyw+Hyn1et/nC49P/svWd0JGeZsN0mGbwm2bAvwQsYMMbGhiUYPE4YsHE2YBswXrANDjPKGoWRRmlGmqxRDp1Txa7QlVN3V+eoVs5hpJEm55yj6vvRGnnGNrC73/q878Lc5zp17nrU0mn9qeeq+37qqb+OqRyyFDucxU7gaorsjqtwFtltpQ7LCpulxGFZYbOssFlKHeYSi6nEYiqymTJJsc1YZDIUmQyFFsNiUmw1FZuNhRbDcrNhuVFfYNLnmkw5ZnOW2ZxlMS61Gt626rNM7a83bljrRu1hXyvrNoq0SXTZFKwVt7p8LKpQups/pAQ8Zy+fmZ+/qGka7LTpdDqnVzJKrEliX61YUWloQ6OBdoY0CLTTr+h5yixxjqC3Q2Y7FdYgsyaJtQisTRbIRLSVJR0xvz4kFdrbf1VRmN2yMbt102YWNwXldolqoF1Wv2xQ+FaWaHaj7TRhEShYYm0M7hAoxCeaaNdmyNxGgq1uqJ1G3qotr9A35q6tQjx8//R4pDvVaTI+8MAD3am0pmnapfn5+fmL2vwFbf66Dfxjx3Ub+J+Jv2MDQ0O9vb3prmQynuhJd/v9fsXjicaSgWA0FEv29I/Guvp4OSQogViyOxbvSqV7u9L94VA84I8k4+lErCsZ7+qKdnVF08loVzSciIQTkXAiGklGI8lIOLEw0wdjGTI/DYfiwUA0HIpnToOBaOanwUAsFIz6fH6WZcfHx1VVnZycbGxs/MhHPlJXV6dp2vHjxzMrBzVNk71+nU732Vv/tbisom9oVFGDokclaM7NCoFIXFGDrORRgmEpGJavIPqDghpYRPQHeG+Q84R477vhPEFWCdCSykh+t+QjJO/fZnFGd/Gyi5dRTvrPgLAizAhXAzI8cC0gK4CsADC8k+acNOegWCfN2TnhamwMZ6XZq7EwopmVrsZEC0aKfweaN5O8leQtBGfGWRPGmDDGjLNXY8JZE8kb3ZzRzS+ixxk9wb4DybaTTNtVtLvZFpxqwalWgl6kyUU2Y+6raUSJJhe5AEo2YmSDi6zHyc1/nXqc3Ihi6zB8/VWsQdC1qOtvUwvBdTCywIINOGtc9lWo4xpcjhrEXgXbqhFbJWStehewdSVgWgmYFykHzCsBcxlkLv+rLNhAiRNYpNjhLAXAd1FktxU57IsUO+yFVkuhzbrIcps132zKt5jfwWxabrMWWC35ZnOBxZxnNuWaDHlGc67ZnGUyL7MYlloNyyz6t/Wtb7XWM2ODezVtx+UL+7RLR7ULpzXtwOUTZ7V5IaLc9MlPnDh3QtPmL1w8c+Lkkc9+8mbMhWYuHaMzWx/55RMEL56+rJ2b1+Y17fDps4dPnzly5txlTTuraeevbFue2WHo2Olz+46fOKtpxzSNScReKsh5bVX50o21kW1bDmjabu3ytotnDmnaMU07oWnHNe3EApcvaNrBS2cOXDpzStNOa9oJTZs9fdgV8fzyzy/nbqh5s6pETIYnd+9IDvTqzcaf/OQnqURS067bwD9RXLeB/5n4uzbQleryB3zRWLSrp7u7v69veHh4asvQ1HQglQ6l+3yJtC/ZG+sb8kfjajimhqLBaCKe7E4m07FoKh5NJaKpZCSVCqcSkWQskkzE07FoKhJOxKKpWDQVDESDgWgknIjHuuKxrlg0lfGDRRsIBWOZz1wRgmhf34CieKLRaDqd5nlep9M1NDRomnbw4MHMf7Rt27aXfvd7nU73yyefwWmuZ2CYEeRQLBmIxAORuC8Y8YdjHn9I8gXeZQOCGuB9/kUE1c/5AvzfswFKVt3K32Hxjj/jBJig/Gd4rzfAnAhdC8xLmXrAohY4WN7KCzZOsHGCLZPwvJXnrRxv5Xgrz9s43sSJBk4yspKRlYycZGAlIycaONHAigZWNHCikRVNrGhmxIwlGNycwc1dowsUb6B5A8V30FwHzS/S5mba3OzVXD3rtxJ0G8m8SwX+n7QBoAZ1rkKAa0CBGthZBdmrYUclaKsC7dcA2Suc1grgHVaC1pWApQyylv9VLOWg/b02cPVphkKnc7kTKHQCy51AJsm3OQrsjny7o8C+kORabHlWW67VlmddSArsjnybPddqy7Xaci3WbLN5oTZgMi+zGLKshiyLPsvY/kbjBm50cMflCwP7dg/u3hGb7OuZG+nbOrr96J7NhuZbvnCLpmnnzp/WtMtZWW//n8/dcuro0W0Ts2M9I6YW43e/ec/k0OT+ub1bBidPHTixZ2bX5VOXju0+cuzA8QzHDxw/uf/46b3HT+89furAiXPHzk5NzASC0crVdQ89/fRqQ0fBhjWprdO7zp8d3r2zd+vWoR3bh3ZuH5qbHdw6O7R1dmh2emDr1MD0xPDc9MSeHcM7Z3pmJ8b37wyN9K1s3vCjZx+r7Nhc1rieCnlHt2+N93XrzcYlV3UKrtvAP0lct4H/mXjvXoTvsoHu7u5EOhmKR0WvR/B5qtev+/4DS75+57dfeO01KZ7o2ToXGhoP9Q8Gk13Rnt5gIiWroUAkkUr1RiPJWCQZjyZT4VQqnIqGEuFgLB7rylQOwqF4Ip5OJrozKpBMdGdUYNEAMqWCcCjuV8MBfyQUjGV+6vP5fT5fPB5XVfWhhx56/vnnNU3LPCGtaZrJZPr85z/3sRs/vmb9Jl72egNhbyAcS3WjBOXxh2RfQFB8nORRw7FANCEHQn/DBnifn/MGOU+I8wT/mg3Qksp4An+zTRBkfMGFToE38C45+Nu8p1Pgeb9Ogcclea50CmSElxy8aBJ5Cy9YeMEsChaet0miTZbskmSXJKss2SXJyEsdvKTnJD0ndQqSnhONomyUFJOomETFcCWxCIqZl02clLEEEyddjZGX2xmhjeHaGH4Blm+mmBaKfQeabSbpd83972sDGa62gUWaUKIBI/7bNvB3heA9NoDUwmANCtYg4Cr0GmoQoApyVsPOStBRBV3D+4zAznLAVgbayq+iDHzXiKPY4XjX3H9tp8Cx3O7Md0IFDjgPgAoccIEDzgegPBuYZwNzHEAmyXUAORZnjsWZZXMsJrl2MNcKZNkc2RZHttmRZbLlmsw5ZlN2xgYshiyT/s9Nm15bX8sN90+dPZ6c2TK8c3v/7Fj3RH/flqGRmdHiypLbv/VVTdM07eLU5KhOp8MRcKS7Z8fYdJCWawrK7rvj3q3j09sHp+YGJ0gr/NC99z370GOP3ffwb37x9M9/8vBj9z/y+P2PPHH/I0/95JFf/ujBN37zymAkPTcxIzBiTlbu/Y88ssloLFmzZmBudsfxY6mRkb6pLRPbd47OzE7v2LVtz77RLVvTQ0Pp0aFob9fEzrmRueneqbGBuanoSB8V8v4u640Hfv1UTWdjReN6ROGudwr+meO6DfzPxPy1oV1lA5mH+Lu7uxPdiXA8HuvuGpmdyi1b8ckv/GtOddV/FOQ99vLLP/v9yz99+ZXHX375+T/+kfL5uoZH0sOjie6+SCKVKQPEQomYPxb1RXu6+rZv27171/6dO/Zs37Z79659u3ftGxme6Er1ZrRA9YV83mBm1g8FY5lWQsAf8XmD4VA8cwwFY16vGo3GZFn+xS9+cdttt2maltnb58iRI88884xOp3vhhRcIghJkX7KnL5Hu3bZr78DIeCzVHYwmQrFkKJbMFAZkNSgHQtIVMjbAedV38Km8N3i1ASzCKgFWCTCyn5H9bslHyN6/Pa9n5nJC8rp4OXPT/58B5SSYERBWXARiBfBaMhWCTFUAYHgHxVk53iQKV2MUeAPPGnjOwHNGntPzbCcndgjS1bTzYhvHt3HCIu0s387ybQzXSnOZqb2V5lpprpVmWym2lWJbaLaF5VtYroXlF2mimCaaXaSZZpvcVCtOtVzFu1SglaCvrgq8UxK4tjaw2UX8N2wgM99nhOCvmcH72AACrUIXqEEygDUIVA2DVRBQBQGVoLMKuoZK0FmDgNXwAjUwWI2C5YCtDLCXX6EMsJeD9nLQXrZwaisH3scGCizWQqvtCtYCiz3fCecByCL5AJJjB3Mc0CK5DijbBmTIymB15jigbBuQZQWybMAyqzPLbM82mbNNpixzxgb0OSZ9rqE9q6leHhmaOHIoNDQ4MDPTM9o3MN4/u2t2ZHL41y88//0f3Ju5ULz8+5ceXvKTob7u/du2Tw+MdPuj61ZWf+2W/zOQ7tdOnNkzNdu2ZpPub8YPv/7toWTvntntOIotXZr1y2ee2dDSWl63ZsvO3fuOHu8eGBqfmhkcncjNK3r2mV+tqq5LxrunZ+dGpqfGpifFgO+pF371u9f/OLR1qndqVIwGn3/tD0++8tKK9auL19bw8cDk7u2J/h692bjk/iWpeELTrtvAP1Fct4EPKrZv3z44OHj58uXJycmBgYHu7u5oPBIIB8LJeLK/p6By5S23fbGwqjK7pupnv//t/c89892nn1nyzNMPPvXk8uqqnPKykppV2YVF4WQ6HElEo6neVH/EF4l5wqMDY6dOntU07dTJM3t279+xfc/BA4cGB8aikaTqC6W7+hRZDfgjouCJRVN+NdzTPZBZQphRhHisSxK9wUB0YHAoGo3dfffd99xzz2JJgKKoz372s7feemtFRUU8EQ+FI7Fkemhs8tDR45c17cSZc5LXH4wmPP6Q5PWLHlX2BSRfQLxqlUCmMMB51asKA6qghgRvWPCFeW+IVQKcJ5gxAEb2Z4SAVQKUrFIe/9/GraiEdI0xLDYR3rWw4Gre6w1opgBwFYvNgkXsnGgSebMgmAXBJArvm+gFoUOQOnmpk5f+WnK1H7RzQvuVpJXlWxi2heGaKaaV5Zu4a2igmQaGXaRxwQbePf2/Ly04tVgVuKZx4HI34e7/ng2sx/B1LiwjAXUwUgvBf98GYLjO5arFXKtd6CoUqYahGgSuBIErgJUgWAW9D1d9BqgEgQoQLHc6ykBn+RXKAEcFDK6EgDLAUQ46VzjtpQ5bsfPdrYFih/NqihxgvhPOdyJ5AJzvRPKdSD4A59rBXDuU4wBz7VCuHcqxg3kOOM8B5zrAHBuYbQWybM5sK3B1kmN1ZpnNWWbTMot5mcWQZdbnWYzFVmNe02aqK7nnzNnEyGisu3dyenx8YmRkdODw4f3f/va321obNU07ceywTqcDrKbd27b2dsVHBvqDHm9l2Yq777hjZGBg784d0+PjnS0tN934seeffurPf/rja3/60x9f+cNvf/tiYV7u6//xytJX//zUT39275139qfTW7dvZST+1ew3f/7s0w0dnVVr1o9vndt/+Njg8Hh37+DMzLalS3M/86lbv/SF2wpziyYnt4xPbykpL3v9zTdu/tTNjz7286ld24amJ9we8c8F2b986dela2tWNW9yefjR7VujfV1t+o5Hf/azRCyuaddt4J8ortvABxWLNjA1NTUwMJBMJlTVG41GgpGwNxjILi1elP343Fbf5Djd05vYOde7c7vuIx9nDaecAAAgAElEQVTS6XS6j33spls/F0n3uBk+FIyNDo2P9I4Mp4emhqeOHT2padq+vYcy/YLBgdGAPxKNJAP+SDLREwrG+nqHUskevxp2oSTl5sKhOM/JHiWAIsTY6BSB06lkTzgcfeCBB5944onZ2dnMF/75z3+u0+keeeQRRVEEQUBRNJHqmprZdnFe0zRtXtOOnjwtetSMBHgDYTUU9YeinkBYVAOCPyheIVMb+Ls2sOgBizbg/i/aACF5F20gUzPABOV9bQDlpHdsgJNRQYb/ng04ONEsLHQKLILw3sTK80Ze7LzSKdD/laSDE9tZvp0V3kUbw7fSbCu9YAMt19JEv29t4P8JG1iDoP9ZG0CxWpdrNYquQpBqGK6B4UoQrPovUgmB5U7ntTbgrIChlRBQBizIwQqHvfg9qwSK7I53bMDuKHI4C5xgpkFQ4IAKHHA+AObZgDwbkOsAMkmOA8i3Q/l2KNcB5FqdOTZnts2RY3HkWBxXEme2zbHMbFpmMWVZFjoFOSb9m5s3LNu4Xkr3HDpzpnt0PBxLjY0MDvSmh/p7tm3dcsc3vtFYv0HTtGefenLJj75/aO+urlh4bmZyamYiFAtU1Ky8465vDoz079i9bXC0v8PYfsdd3+RE5uCR/afOnzxy5ujWXVvndszOzExOjI8wDHnPd+/uG+oZmhlzMOgLb/3Hw8883tjeWVO3bnJm7uDhY0ODY6OjU6PDE5qm3X/fA5krjKZpx0+euu+++3Q63de+fvv2PbvjPenh6UnaI/0lL+vJl35dVlezqnET5hVGt2+N9qWv28A/Z1y3gQ8q3mUD3el0VzSSSiQTyUQsmcguWr7kscc0TRvatUv3mU/eeNuXPvSVr+o+/jHdv97SiIByT/r+Z5/S6XTb9x0YGZ9Kd/VG1GhIDsY94d5E77EjJy+cn9+xfU8knPB6Aol4mmOlRDy9ZWr2zOnzhw8dO3P6oqZphw4eGx4aTyV7Tp44m/lKw0MThw8dn926Y8f2PS+88NLXv/6NzLiqqjqd7vbbbzebzZqmnTlzZnh42Kf6ZI83GEkoanDvwSPzmrbv0FEXSXOSx+MPqaGoPxzzBSOKP/QPaQNOVrRx/LseK7gGnjezoomV/hacZGDEDobvpIVOWuhkhUzSQQsdDN/hZtvcXJubaaMXJKCN4VtYvpXlW650ClootolmW2i2ifzfZgMIXIdgtS5sNeJaBaPVEFIDI5UAVPVfpBKCyp1AGQCUX6EMACpgaCUIlgFAOQiUOZ3/CRtwFtudRQ7HNTidBTZb4bUsd9iXO+yFNluB1ZpnseS/h1yrZZnZtMxizthAjtmQZ9S/1bApr77e09Nz6PSZvtGJnp7+yaHBuYmxmdHhoEe89ZM3b5uZ8krCDTpdKhras23rzPjIYG/X1OyUL+IrrSq94547+kcHdh3ctWXH9OoNq3Uf07UYW7oGugKJgBTx9k70j28dP3Bo3+jEEMNTX/7KF6M9scHZMVAkXi5842cvPtfQ3rFgA4eODQ2ODQ2OdXf1TY9PH9xziEKpT33iUzfodDfe+PEP3XDDww8/fPL0qf7BgdHJidHJCU6W3sjNeurFX5fV1axu2IRft4F/7rhuAx9UXG0D/QMD/T29g6lU3B9KxRMD/f0FRcU/WrLkgqYdvHQJ9XpAv8qlu00eaT3suO17d9/x4x989PO36m68cWrHrkg8FQ7FQ75QKpDsCXf1p/qPHj117uylUyfPHj507MD+o8eOnpqcmJmb3Xn61DlN07ZMzfb3DR89cvzI4RPb5naFQ/Ezpy9cOH/x4IGjFy9cOn7szED/yEMPPnrXXd+Zn9cuXLjwxBNP6HS6V199dXp6emBgIJVKHT169NKlS/FEnCDdnOjx+EOHj5/UNO3oydO87FXUYKYw4A2EJV9A9Polf/AfzwZAVnSwvJMVnKzgYIX3S3gbI1oYyUpLVlp6/4SRjLSoZ3gDLRhoQc8ICwktdNK83s12uLl2kumgF9YPtl9JWq+sImx1sy1U5pmC/4U2gOK1LmI1iq9CsGrIVQO7KgG4CkT+CwBIJYSUO8EyJ1R+hTInWAEhKwG4zAmVA1CZA1xhB/6ODTicRXZHsd1aYrcVO2wldluJ3VbisBZZzUVWy3KbpchqKbJallvNxTZrsc263GZZbjEXmk0FZlOh2VRoNhVYFpJ8qynrKhvINukLTIblho7SlhYl3XPg1OmhsS1T49N9sdjemel9W2dgs/nDOp2maT+59563X/3Tvm2zk4P9qaB/x9z06OSwoHCFJQV3fueO4dHBvQf3bJmdWrWm5kMf08EYuGvfjpnt07sO79l/4kAgokYi/v7+tM8r33rrZ2OpyMTOadzDvJL/xk9/9WRDe2d13bqpmbn9R44NDo0NDY/NbJmbGpueGJoUaPG2z932sRs+rNPpYAAM+gPbZuemt0wPDA6MTU7wkvR2TtazL/x65eqa2sbrNvDPHtdt4IOKd9nAQLq7LxpL+oJdwWg6mcrOyfvxkiWapvXNzV3QtB0XLx7XtImzp3bPX9bTmNiVfPy5Z3UfuqF3YiKc6ErE08lQsj/elw4kuyJd589evHxJO3Tw6MT4lp7uwcmJ6d6eoW1zu86fu6RpWn/fkEcJHNh/6Py5SydPnE4ley6cu3jp4qVzZy/19w1u37bnsV88+eUvf03TNKvV+qUvfekjH/kIAACapu3bt8/j8cRise3bt1++fHlubk4QJckb6O4fOnvx8rymHThyXFGDGQ/w+EOyGpB9/sxehJl9BTIIambdwDsLCRdswBvmPcF3bED2s3LgyjFjAyqlZFYPqAtcmewpj0p5/G7Ft2ADkpeQvKT8V2xAUDBBwUVlcXMClJNci0LASYggwxky+wgJMsSJEC9dDcgJAMtDDA8yPMjy4HsSiOEdjGCjJRsl2ijJRos2SrRRoo0WM/sR2WjJTklmSjTSvIkSTJRgpHmTmzdRvJESDBRnIFg9yXWSTOfCE4ZcJ7XwhGE7ufCEYTvJtLkXdhdoJa5ZQpgZuUYFcLoVp1swqtlFNqFEU8YGXGSzi2x2LdhAw4INEO/xAKIeIzZjxBUbwNZj+HoMW+fC1mPYegxf58qsIkQXbWBhOeGVFYWLNlALwXUQvBqB6xCi1kWsQrAa2FUNoYs2UAnAi1QBSBUAVwHIVXmGd2xgpRMsd0LlC8d3bCAzUuYAVtidxc6FWf+9zxQUO5xFDmeJw77CYSqzmUsd5jKbucxmLnWYSizGUoux2GYsvZKssJpWWE3FNmOJ2VBsMRRZ9MUmfbFJv/xKUmgxZJmNy8wLnYJssz7fpM9raSppbvb19B46eXp0fGZmautgNLZzdPTY9h2G+vrPfPjDKsfdetMnYh5ly0D/1tFhL0ufPnZoZnrMK/Olxfn3fudbY6ODhw7s3j63pX7jmo9/9AYMBfbummMZ8t++9kXcjWybnZqbGT+4aweNwrd98V/TXbEtc5OYQP5h6Z8eeeaxze366rr1kzPbDhw+PjQ0NjQ0PtA3cuTQ8WgogUDYp2/6TKZf8PD9Swpy886dPsOy7IEDB8cmxjlZejs769nf/LpydU3tO52CK+sGohkbuDx/+fLF63sR/hPEdRv4oGL79u1DQ0OXLl2ampoaGBzsTnX1RqKDiXQ6EouHwjnLsh9+5FFN005duHBG085q2uzho+c0bcvh/Wc07ZKm/f6tN276/OeT/QNDY+ORaEJgxXgoNtQ10J3sPnDg8LmzF3ds3xWLxiPheHe6L+AP79697/KleU3TorEUz0sHDhy4dFE7ffpsPJ7S5ucvXda2b98x0D/85JPPfOMb3zp54uT3f/ADnU63ZMkSCIIyLynev3+/qqqyLO/atevUqVO9fX3xeFc02UNQwt4DR+Y17cTp04Ls9/ojkicoKn7FF1KDMU8wKqgh0R8S/CFBDQr+EO8L8r4A5/XzvsBCooY4X4hXw5waZr1BxhPIQCv+zJFWApTH71YWCgBuxe/2+DNHyhOgPH63x+/2+ElFzTxZQMo+UlFx0UvKKpF53EDy4pJ3YY+BTElA9LgEBRM9mOhBednFywgrZooEKCchvJQZdAkywkkIJ8KciLAiwokIL6KsiDASRGcQIVqEGRlmJIiWYEaCGAmmJZAWnbRso0QHLdkp0UFLDlqyU5mjaKckOyXaacnsFkxu3uTmjSRndgtmSjBT74wYCLYTZ4yUYKB5PcXrKU5P8Qaa7yDZdoLpIJkON9tBsh2ZvYYWZn0m8/jAYiVgkUaCaiaZRtzdiLs3u4jNLrIBdy+AkQ0Y2Yi76zGiHiPqcbIeIzZl8isjm3H3Zpzc5CIWiwHrXIsJsRZ1rUWxtShWByO1MLoWxa5UBbCMFtRCaC0E10JwHYxmPpMpDKxG8VUoVg2h1RBakTEACKmG0MzdfwUEV0JIBQhXwmgFCFdCSIYKEF4JQJmRFU6wFARXgFApCJYC4AoQKoPgFSC0AoRWQHApAGYkoBQAFxcPlgLgYm1gQQjs9lKHaQG7sdRhXOEwldgMRVZ9kaWz1G4ssuqLrJ3FdnOx3VxkMxVaDQVmfb6ps9BiuJp8qynHas7K9AvMxhyzMc/Y+WpdbV59vX9g8ODpM4Nj0+PjW3bMzEwODBzdt2fzmjVf+8IXvv+du9547dUdMzOH9+/u6UrOzWyZHB3avWsuHPSWlxd97547x8aH9u3dPr1lrGnz+o9//MMo4tizaw7DYJ1Ot7w4b8uW0WQ0sHvbDALYvvrl/5NKRQYnBmAW+VPeXx594ckNnW0VG9YOb53effRI3+ho/8jI8NjE2NjEwMBQe2vHZ27+9O3/9tV/veXWjBPcdeedkUgk0ZXaun2b5PO+lZv19G9+tbK2pq5xE+ERhrfNxPrS7Ub9Iz/9aSIe1zRNuzw/Pz9/WZu/qM1fnL9uA//Icd0GPqjYsWPH+Pj4uXPnpqamRkZHk4lkX7q7rysdDYT6untyly57+IEHNU07f+7C/MVLl85fvDSvXbp46cDhQxcvX7qszWfl5Oh0usktU13pdF9/v9fn83o8iXhidHT04sWL8/Pa9u3bu7q6urrSkiQFg8G9e/eeO39O0zSfT/X7A/v379c07ejRo8Fg6PTp0/Pz2tmzZ++557vf/vZdq1bVfOYzt3zxi19cv379zp07vV5v5sPj4+Mej6e7u/vo0aOapk1NTdG04PXHJE/k6ImzF+e1YydPs4Jf8kQ40S95wl5/3BdISGqMV6NiMM6rEdYb4tQI4wmJgTgpqrwa4dUoIXhZX8TtDfGhBB9KMGqUVAJcME4qAZfgZf1RQvZT3hDlDRNKkPSGXJKKywHCE8wcKTXi9oZxOUAoQZek0v4oxCqkJ0h6Qk5axJUAzHkgVnFJqktUUcGLCF6XqGKSigo+hPcggpf0hiBWweWAjeRAVsZEH8wIKMuhrEBKiltWXCwPUyxMsyjDYZyI8SLC8AjnARkvQCtOSrLiPMR6QUYBaAVkPBDrBWnF4ZZAzqd3MU7OayZFO+OxM4qVkmy0YqUki1u0UpKdUYwkb6QkPcm3u2ijW7CyHgMpdOCsiRJtnEdPcm0uykxLFkY2UqKB5PUEpyc4o1toRal2F7MwQgpNLncrzrSRbCctdFB8A0y04HQzRjWi5GYYb3ZRLSS7CSXbOWkDgjdT7AYEq8fcm3GqgaAbCLreRdZjZCNBb0DxjS5iM0FtQPG1kKsec9fj7vUIttFFNFFso5tZC6PrMHINSqyGXGtd5CaSWYMSa11kHYKvw8g1KF7jhNcg2BoUX4MS61zkWhdRh+CrQGQNglc74RonXIfgdQi2xkWuJalKCFmNEbU4uRKAqmB0JQCtsDtXufBanFwJQtWIqwyEql14sc1R66bKIbjahVehWCXiKgfhYruj1AGUw0gRCJRA0AoEKQKAQoejDEWXO53Lnc5iEFyBICUQVGC3l4JQGQRnhKAUAMthJN9syZxmKgSFNmuhw1LksBQ6zPlWQ6HdVAzaipzWfIthmb61DHYu62zNsehzIXsWYMtyWrOc1rdt5r+Y9NmAband/LbNlOW0LnNYllpN+U4g1+58y2x6y2TIsZrzLaa8jvaszfWegYHdJ08GuvsTPQMz27Y5IRBA4Vf//NonP/uZj37iY2aHjeY5BwQeOnYkkU71Dfd1D3b7QkplbcWd935reHRg577t49Ojm5o26D6iMzuMsztnpndON5lbdDrd8NTg9OzE5PQoioFf/soXBycHe6YGANH1p5K3f/DMI9WGhtLmteHxgbnjh/rnJtPjA6MzkwRD3ffjH9100ydu+/KXNE0b7On7/ne/e/NN//KhG27Q6XRf/cbtxRVlbRbT8uqVz778Uklt9aqGjd54uHt0MNHX3Wk23ffAkmgirmla5iXmFy9e1Oa1y5eu28A/cly3gQ8qdu7cOTIycv78+ampqcHBwa5UaqC7JxmN9aS6JkfHlr7x5kP3L7n68yePHjt5/MTi+0NfeeUVnU5nsVhoiurt7U2n09FoNBqL9vT0ZB4I3LdvXzAYDIdDgYA/GAzOzc2dPXtW07RIJBIIBLZu3app2uXLlz0eT+YPvvrqqzqd7umnn9bpdG+//faxY8cOHTrU1dXF8/yOHTsuX768c+dOjuNCodChQ4c0TRscHKQZweOL8lLw0NEzmqYdOHxKkIOhaLdHjSq+iEeNip4QKwcYOcB5gqwnKPgighphlIAUiFGSynlCoj/qFnxCMMYHo4waytzK88EoF4jgko+QfZw/krnvp71BUlEXkBeOhOQjJB8mejJlAJgVuUCE8gYyOcrJjC9EyirKyTArYoKHlFXaF3QJCkjxuOSlfUGUk1284iRZxhfCJS/KyTAjYoJCiIqTYACSdXESIfpwQYEZHqIElJNwQUYYCWJkkPWAnAdgFYBRnLScAWCUzAjAKHZG7nDRsBywMbKdVcyUYHYLC4sGaDGTWHnFLHgsvGJiJT3Nd1J8O0G34nQHyZpY0cTLeppvxdztJGtgBBMrtRFMA4QZGaGT5tsIpsXlbsXpNpzucHPNBN3gIhsxdwvJtFFcg4vMnDbi7maCbiKoeoxs4cV1LqyJ4da5sI042UAxm910vZvaSJAbcXI9hm/AiAaKaaCZjTi5ESc3u+lGml3vwuogZD2GbyLITSS1GsZWI/hanNpEcxvcbA3kqsPItbi7DiNrUXw1gq1G8FoUr0WJOhdZ6yJqUWIVjK3B3GswchWC1UCuahCtBOC1bnolCC/e969x03UEVeYEywFohQNYbrZWwugKEFqJoIVWWy3NVKCuKgwvAcCVCFqF4RWoawUILXc4SmB4BeYqQZECwFngdBaCQBEM5Tsd2RZLjtVaADiLILDYCeSbzMtt9grUVQ4jeSbLcpu9yO7IVAuW2xzLrbZ8mznfbsm3m/Ns5ny7Jc9uyjLrSxEw12oscFiXGtpLUWiZ2ZRjs+bYrLkOe57DkeuwZ1stWRZLlsWSZbVk26zZZstfmtuWderzLNY8my3PZMzT6/Pb2nPr69l4av/ps90jk9FU9+7de1944YWbb/7kl7/05cxN+W23/dvnP//57333e7Ozs8PDIxNTY6Njg4LIrKwo/eGPvjc+MbJ9x9aZrZONTfVf+OLncAI5cfLI2Qsn9xzcfdvXvrzkwftSicjZU0dj4cDnP/+ZYNQ/PD0C8/gf8/7y2CvPV3dszl9blZwY3nv6RN/0WKgrfur8mTvvulOn0332U58KiPLk4PB478CRg4c3rKrLfJlf/vKJ+x98QHeD7t9u/+oTzz9T39ZcvWmtLxHpGurvHx9taGt56rlnUz09mqbNz89fvHjx1KlTly5e0ua16/EPHNdt4IOKrVu3dnd3X7hwYcuWLSMjI93pdFc8EQkEu+KJvnR3ZVn5v9z48Q/rdB+94UOcm5qe2nJwz95zZ8/t3LXz0qVLmqa9/vrrOp2utra2rq6uoaGBJMl4PB6LxeLx+KFDhy5dupS5rff7/alUKhqNdnd3b9u27fLly0ePHs1owYkTJyiKikQiO3bs+O1vf6vT6W6++eZPfepTbrdb07RTp07Nzs56vV5Zlvft23f+/Pm5uTmWZaPR6K5du86dO7dly3QgGI0leo6dPDevaecuXr6kaTNze4KRLl8g7vVHvf6Y7A3zkp8SvG7ewykB2R+V/FFWCfijXYIvLPhC3nCS94YENcz7w0IwQnv9bsUnRxJCIEJ7A3wgzKohXPSgrEhl9gwQPawapBSVlH2ZPQcxQcEFhbqyOEAIRDBeJmUvIXlQTsQFhZS9tDeAC0pmPQHGyxgvu3gZF5TMJgRu2WfHKVL2EZIHYQQXL+GiDxG8DrfopCSYUyDW4xIDMKfYSRHiPKjgBWjFhDEWSrCzMsB7cV8EFH02WrIxko2WbLRkZ2Un5wEEr55gAMnXiTNGmncIHhMlmFnRyoo2VjazooUWjZzYStJ6VrDJvg6Ka8GpTobvZPhWku6geZvia6fYVpJuczMdFNdBcW1uppWkM7/SQlCbYayNZDpZvpVmG0mqjWFbKaYeI9oYrpmkmyk6s03hJhe+FoDrCbKFF9airmaO30iQG3C8iWUzKlDvpjYSxDoXthZ1NTDMJtK9FnVtIt0bSXIDjq/H8A04sZEgN+DEOhxrZPlajFxLUOvdTDWEVjihNbh7nZtejWK1LmIdSVdD6EaaW0fStS6iBnZVgUglCFeByFrCXevCqyFkFYJVQkg14ioDwFUYUY1iKyF4LUWvxslyAKqAkEoYKbU7qhBXNU5UYXih1VZHMytAqMQJlMFwGQSvRJBKF1YOI8WAM89uL8XQ5RBYADhLUKQYgZdD4HIILASduXZbAegsRZACm7XY4VwBgsUOZ57Z/HZbe4kTyDdbSpzACggqtFqXO+zLAWe+01EI2IshcDkI5NmtWSZTKYpkmY3FEJTvsJciSI7RVGC25JpN2Z36HKMh32rN1hsKLJY8iznPaMozmQut1px2Q3a7vshsXW6y5Ok7lxsN+Y3N+Rvq3cHQ4bMXJ7ZuS6f79u7Y/ewTT2am3ptv/Pgnb7rp0/9y80d0N9zxtdu3Tm7Zt3P32ODAtumpgEeqKC369+98e2xk8OC+3dtnpgxtzTqd7pMfv/GjH7pBp9N94hM3fvELt+p0un/56Ic/c+ONH9XpHr3/x4rI7t67Q/QKv/vLK8+88ps1rY1l61b3T43vOXqkb2Qo3dMzNDCYjifOHDl2Yt/B/bM7xrr6xtN96WBUO32+JxwrzcnX6XT/fs+9HM08//zzH/3oR++445u/+u2LbVbT9K7t47NbzE77D3/yY38oqGlaZmdVTdO0y/OXLl78v3Y9vR4ffFy3gQ8qJiYmIpHIhQsXZmdnx8bG+np74+FIKhbvS3cP9vaJLNe8ucHQ3tHa2PTIAw8+8OOf/OKnP/3evd/92tduHxgY0DQtNzdXp9OZTKZ169YxDJOZ8mOxWE9PT09PT1dXVzqd9vv9yWSyu7tbFEW/3x+Px8fGxvr6+rq7u3t7e4PBoCiKqVQqUxW44YYbXnrppYmJCZ7ne3p6+vr6UqnU0NCQ2+1Op9M9PT3RaDTjFpm9knp6eiLRBIJRvQOjfYPj6d6hRFdfJJ5WgzHZG8wsGlCDMUUNcbKPFhTRG/CFYp5AmBYUbzDKyT43Jyn+MCt53YLCeFVfPCkGw4xX9UTjpKSgLM+qfkrxUIqXUwNSKEKIMsrxQiBEKV5ClFnVz3hVUlJYn18IhGiPj1MDYjBsRTFSUqRQBGV5J+GmFK8cjlKKl/GqhCQ7cBIXRN4fxHgRcFOsT5XDUTtGuDjBxQsASdFeFWI9DkaGRT/mCcOiX4/SqBSABNVMcA5GQaSAjZasrIR4/Q5BtnEi5g+Zac5EsVZWsNC8mebtvAzIXsDj0zOsTZQbYbSDpCBfwMjwRpaz8KJVkEycaGS4DppdC4CbXZhZVlrcVCNOWD1eq8fbTLqbSbfV493swvS80MnxTQTZgOHtDGvz+tZDcDvDtlD0JgTV84JRkhtJsp4kTF7F5FHWo0gTTa2D4XUovJnAm2mqmaGbaKqBoVt4rg6G2kRhM+Vej7kaGXoDjq3D0M2UOzNSAzgbaGo95qpxOjaRxDrMVe2wb8CxFp5r5tj1mKsGdDayfIUTqATAWgxfhaANvLCOdG+g6BoYqXVhmzm+CoJWIWgNjFRD8CoEXYMTmxi2yGhaS5C1LqwSADNJscWyEgY38twayl0OATWYq8BsLDAZK2Co2oWWOuylDvs6nqtxE/k2Sy1DFQOOHJOhhiKWO+35VnMpDFZg6EoX8raxc4ULznfa8gF7pRsvw5A8u6WcQKtosgSFimCg1AX/sX5jEeAoR+EckyHXYixH4RLQuUzfUQw4ylE432outNuKISQfAIpguIwgSl2uHJstz+kshKDX29rKCaLE5cq1WlfCcCWKlDodeQZ9vslYYrcvbW0pMJnyzabszo5cg77EYa+C0fxOY5HFWmDQZ7e1lTtsJZ0dxc3NSk/PkbPnBia29PQNTgyPhdUAhRFP/uLxuupVBOJCAYjGSQxC9u3cvXfHrpBPHR3sD/rklaVF3/zabcMDvYf27Rrq6x4fGXDaTCjkcGOwzNM8R2EI+OPv/7tOp8t9489BUYBMhrHBvsmpUYLFX3z1t0/9/terNm+o2bx+fNvWXfv39Y0N79q7Z+vs7JaJiYmh0b5EamZ4bM/M3Ozw+J7pueFU99TgyLH9B6pWlH/h1s//y8c+brNYh4eH165Z++lbPqv7iO7NvOyNrU0Ahj762GOReEzTtDNnz2TuT7TL2vzl652Cf+S4bgMfVExNTQWDwYsXL87Ozg4MDPT29HTFE6lYPJ1I9nalx4dHxodHelJdB/fu++H3/v1bX//G71988c47vnX3XXdX11S7XK6f/vSnOp2OIAiDwdDX1zczM5NZ4heLxWRZ5nk+Go1GIpF0Ot3b2ysIQht6BgAAACAASURBVDqdTiQSgUBAkiRFUTLq4Pf7M1WB2267rb29fXp6WlGUoaGhjRs3xuPxcDg8NDQEw3A4HM70FzJKEYvFBEFQFE9XutdF0moo6lFD0WSa4kTJ6/cGIqKiSt6ALxDxBsK+YMQbCHOy1+MPBWNJbzBCMoIvFGUlD06xHn+IEWSSFzmfX40nBTXolpRAIkWKMkTSjOJDGY6SPd5ITI0lMU6AKUYORRjFSwgS6/G5JcUtyqI/qISjhCAxilcORayIixQkKRh2sTxIUoI/6AlHUYajZQ/nVQGcxDiB9/lxToBIivOqSjhqgVGME9yiAhBuxquCjGSlFFgOE/4EKAabnASiREAxqMc4G+OB5bDZLTlFLx6OWAWx002hwZCeovU0beI4A83oacYqiKDPZxGlNpp2qr4Wgmhxkzavp5OhOzjWLIpWWTYKfDtDmWRpjdOxEYZMstRI4E0kYVe9dtXXSOANOAYEA40E3s4y7SzTRBKNBNbO0nbVt8pqNoh8J89tQhGjKHTyXJOb3IS7TD7F5JXXQM52gV0Lg3WgYz0KbXbjrRyjl4U2nm3l2TUw0CkLLRy9EUMbKHIdCq2BgUaabOPZzW58NWBvE9gNLmQ1YG9i3BswpNpurSexNoFrZukNLqQOAjazbKnZXAUA60myDnW1yvJGN7WZZVdB0BoMa5XkahCsBsEqAKgCgNUIstFNtUpyYWdnPcOsI4hKp3MdQaxC4FKbtcaF1gt8LYGX2qzVCFxstRQajRUgUAVDJTbrCod9LcdU4miexbiWZ8oRMM9irMLRQrsl32qqwJBqEitDoGyzoYrCC5zWPJu5gnQVQY4Ch7WCcFVReAnkLIIcFTj6H5s2FNjMpZAzz2Jc7rDWMe4yGHyrvaUYsGf+foHdUuiEsi32QgAuw8hi2PWW3pRrdZai+Gst7cWwqwhClxpM5RhSSbhKYSDbpM+3mctd8GvNDTlmY47F+HZnW5axswR0lDocy9rbih32HLPxL61NpaAt39Ce3VQfmBybOnQQFAQxGJI8HtTlSqZSLhwPRcKSLKe6urp7eiLRaDAcDobDpJt0MySKwWUVK+68647B4f4tM1OizKd7uiLxsM/v8YfUVHcqlool0wkYAXQ63T3fvjMWCgz39aZ7Um6BMkDWl9760+Mv/6q6pX5lw4bRXdtHdswSiigG1EA8JqsqK4k+v390bNznVVWvVxaldCrFMaysKEPDwyAMvZ21TKfTPfn8s2fOn9t79JAdRx57/mmdTnfL52658zt3T81ML17NLl26dOH8+eu1gX/suG4DH1TMzs4mEomLFy9OTU11d3d3pVJ96e6A16cIoiKI0WBooKc3FgpHg6HB3r6hvv6hvv6t01v37tnzjW9849Of/vStt9569913DwwMqKrKcVwqlRoZGYlEIpFIJB6Pp9PpgYGBSCSSTCYjkYgoirFYzOfz+Xy+gYGBrq6u3t7eeDyen5+v0+meeuqpjJqIophOp1EUHRoaUlXV6/UKgsCybDAYzPyuIAg+ny8Wi0UikVAoFAiGnBCa7O4TFC/Ni6LHl+rpU9SgogYlr9/jD2ZyNRiRfX5fIByMJmSvn+GlYCQejCZYUQnFkoovIHpU0R+UAyGM5Qle8McTajTO+1RBDWAsh9IMJSlKKOxiOBfDKaEw7/MTnEBLCs4JlChn3n0Auymc40V/wC1IBCcQvEgKEqN4PeEoq3htiIsURE8oQssejOVcDOcWZVpWaNlDSbIFgt2iJAdCGMO5GA7iJAenQlIIkkJ21teBsrAchqSQkRAtlAJJISutWFnBqShtBGFkGTqZdIVCVlE0skwn5dbTtFUUnR5PK4m3MRQcDtgUqZ2hOxiq1U128qxZEvUcqxfYdoaCgv4WN96Iu0wC1+LGWwjcJHJmWWzCXW0kAQYDBp5tJrAmAmsisDbK3c64Wyl3nc1qlkWTJLTT7laKaCbwdpZuosl2nm1lqVqn1ahIHQLbzJCbMHQDCtXjrnoM7eDZZorcgEB6gevk2c24q4HA1oLONYCjhSIzI+sgZwfPtNDkOsjZyrgbCNcGBKrH0GaKWAs6N7mQTTjazLHrXNgm0l3vdlfZ7NV2x0acaGSY1QC4zoV1yEqNE2hkmI04UQtCqwCwFoTqILjCam3hhY0EUQvBq0Go0mZfhSJrSXydmyyzW8vsttUutFEU6nBsFQJnXluwhsCrUHiF077cYlrHuFcTWOa02GYpB51rKKIGQ4uspjIYWMtSK1Eoz6xfiYD5ZkMZ5KxwwaWAPc+kL3ZYq3C0CoXLAEexzVJkNRfbLMU2cwUMLmtrLgedFTBQbDMvt1lyjNYsvaXACqyAXIVW4K1WfY7RtsrN5RhtSztMeSZHttm61KLPchiX2gx/Nra+aekowsBXO5qW2g1Lbfo3TG1vWzsLEPtrbc1/amnIhWy5sO11c0uWo/NPbRte3lBtSahGn/hKeVFR/ZqSdTWv5WctKy+qblifW7HijeK84trqt0sLl5Ytf6uk4I2ivPKNdUW1lcW1Va8XZn/nwfuYgMfJEm8V5y8tLXyzNH9ZedGbxfl51WWvL8/5j9yla1rrv/29e3Q63bfuvat6/ZqyNauWVZWUNa9/8s1XHn7l16utnYWN66l0zCqzfyjKfSlv6R8Kc3Lral4tys9fXf27pW/mVa/8c0F2TcPGwpqVuZUrsitK3i4rWl5XlV1ZWlBdnmlnbDK0ZS5cuw8f+M3vf/uJmz7x2Vtv2dzYMDw8nBmfv3RZm19oHGQWE2SSqy96i29puR7/G+O6DXxQceDAgdnZ2RMnToyPj4+Pj0ej0f5090BPbyISTSeS/d093cmUqniS0VhXPDHU1x9S/arX19vTMzs7OzIykqnYj4yMTExMhMPhUCjU19cXjUZTqVQkEhkZGfF6vTzPj4yMkCQ5ODiYudePx+O9vb0ej0eW5Wg06vF4mpqatmzZEggEFEUJBoOqqsbjcUVRFEWZmJhAEGR2dhbH8UAgEA6HM90HlmUTiYQ/GOBFMRJP+MORUCweiERFj9fNcrysRBJJRfUrqt8bCFI0J4pyMBTx+fwMy7spxuNVHU4wnkh5fX5RUgRRVlQ/pyisLOMMI6mqBQC8oRAryzhDB2IxShAwmqIEAcJx2e8HMUz2+0mOc/M8I0lKIMApsgNBEJKkBMGJosF4nBYFF0W5ed4fjRIsawVBnGEQkgQxzBsKEiwLuFyiz8vKMkKSdhgWfT4nisIEIamqyQlgkpdUYy4laCZ4E86R/pgepQHOSwXiTtYDCT7MG0Z8fgtLN0EAFlAbAIeJplwB1cIxVo6BPAqoyO24q51wIQFfIwKCqsehiG0kZuJoq8DaJH69zdJJETZZaHbBeDjoVKRWDIVUr4mjNwGOJhTqcONmnqnsaLXJgomjW3C0ncBMLNVJketsZqciNSHQBoeN60rWmQ16huxg3TaftBawNZNYvQtsJrFGHDGIbBOB1qNgB0c1uOAWN1Zt6mxxYxX6thbS1UrhbRTeiMGbUXCzC6pHwHWArQGDV5n1BoFpxJH1gL0RR4wCs8ZhaSZdJc0NnRxVj4CFjQ1AKNRM07VORxvLrrLbVtnta0BwPQJvQJAam3UzgTe53ZswbKMLrcfx9TBcZTZ3CEK11brSaLT7/Ss6OtaC4FoEaWCoKru1qLN9E4mvMBrqKXIzRdY47dVO+wYCWwU4VtqtZQ7LOgp/c/PGGgRsFLkyu6UKctagYDUMlDkspRZjLQKXGPVNPFts1NdAzmrAsQ5HqwFHYUdbpdO+CgKyGje3eeRK0F5iMVQjwCoUKrWayhyWUqupDkdf27BmA02U223LTZYyEF6Fu5db7bkGU5ULL7EDBWbrWpp7o6mlxO4sAcEs2PIHfcObgCEHs79iaHjD2VlAgW+Chjec+myXLQezLwWNr5vbsxH7i20b30YsBQz4qr15KaR/29n6WFnW7c/97CtPPHDXc48+vfRP33/uFw+/8uvvPffzh15+/uFXfnP3Lx9+4HfPfveZnz348nPf/NlPnln26kN/+PWPfvXk3U888t2nfn7nLx78zlOP/vSPL/74N09/5aEfPP7nP9z1+MPff/6XP/zNkw/87vklLzx9x4M//vgXbtV9SPeNH/37vU88eu+zP//Kz++//cmHH8//S057fU7H5icK317y+svffPrnD7z+++//9vkfvvTc/X948ccv/+aHLzx395M/u+/Fp+55+tEH//Cr+158asnvn7v32Z9977lffOfJR+59+tFnsl67+8lHdDfqvv/QT7qHhzKXr6MnT9auW7vkgSU6ne7xxx8XBCEzfuHixbNnz545c+b06dOnTp26cOHC+fPntSt+kHmx+/+1a+71+P8X123gg4pt27b19vZeuHBh27Ztw8PDflVVBLErnsj0C1KxeFc8Mdjb151MDfcPRAJBjyhFQhG/qmYKAIEr0dfXF4lEEomELMtjY2OZ2kA0Gk0mk6FQKJFIBIPBjASk02mO44aGhqLRKM/zmd6B1+vt7e3t7u6OxWKxWCwcDnd1dSWTyUwxQJKk/v7+7u7ucDgcCAQGBwfD4bDX6w2FQj6fT5DEQCQS70oFIpF0X5834GcEfmBkJBSLhWKxQCQiejzdfX2RaMynql6vV/X7w+FwJBJlWc7lwqLRqN8fUFW/R1Vln0/xq+FEXPGrOE1hlDscj6mhoKz64l2pcDzmDQZC8Zjs8xE0LXk9iXSXJ+D3BgOy6vOFgrLqCyfiktfjCwVxmvIFg6meHsWvRpMJTpZ8oWA4EWcEweUmWUlU/GooHgsn4rwiS14vr8jpvl5G4GEck31ebzCAcgLEeXAlgCsBVFRh3uOkJSvBOSgBZBWQVWDeg/tU1CPToSATDrUATitNwbKEyBLm9UCS6ORYUOAx1WcXuFYUNpC4jWcBWUR8ng4MdYi8iXZbGMrK0ptsljYUhhTJRJF2ngVl0SnyLtVr51mnJLQiEOSRDG7i/2PvTaMku6oz0bCRjdrQhsaG5wEsMDa4jY2YMYNpmqGZGrAbzGAGPSQhJARIgGapVJKqVKpSzZWVWZXzWDnPc2ZExnzn6Zx7zz13HmLKqWZRKklVpYr+seV8NOZHv7VEP3u9OitXrsgbETdO3Dix97e/79sn2ybHO6Ynm8dHmkYGj48On1haeLL52NMdbU3Dgy3jo83jo00jQ4cHTzzZ1ty5MNMwPLCz9fiu9pYDJ3oax4aPjgweGepvnZ44OjTQPj3ZOTv9ZMux3e0tfUsL+3u6jgycaBwePNDbvb+7s3F48OjQwJ721qfaWvZ1dx4fGz7Y13P4RO+B3u5jo0P7ezoP9HYd6OvZ3dG5p6v7YP/ArvaOhuGRzvmFXe0dT3V0No2NP9nW/uOdT7ZMTe9oad3X23d4YHBPV/dTHZ0H+wcaR8ceOnzkwUOH9/b07u3p3dXRuXeg/9GW5keOHzs6OfFkd9e9hw/d33DkiY72vQMnnuzu3N7asr297Ynurie6Ox/taL199667Dx3Y1t66o7d7e2f7I20tD7c2b2tvfayr4/Gujh88ueORluOPtbc+0dmxvb11e1vrg02N21pbHu9ou7+x4c6ndz9wvOmB402PtLU80dP1RE/Xox1tDxxvurex4aGW43cf2n//scYHm48/0tVzz/GW+1raf36s5efHmrf3nvj5seabd+2+53jLw53d9zW33dvRfmdv662dDT/obvpu84EfdDd9q2nvrR0N3+9qvK278Zb2I99rPXRT88E7e1p+2Nf2lUNPfn7Ptu92HLq5p+GOwePfaXrqa3sf/s7+R2/ev/2W/dtueerhnzU9fefBHf947x0/PPDEnQd33Pb0ozfveuinjXt+sHf7N7f99Pb9j//06L47DzwFP7c+tf072x+4Y9/O7+3cdtueJ37edOCOfU/+cP+u2/Y8/t3HHvzRnp0/3fvUu/77ZxKJxB/91Vu/8vMf3fb0E/e0N9zVdviRwfZv7HjoBw17bj/69E9aDv3zjodv2bfzlv07b376iVv3P3n74T3f3//k9/fvvL/jyNcf+9mX7v3B9r5j33z0Zz8+tPOuw7vuPrzrGw/8+J7GPY90HPmnH996/R+85rdf+Yrv3XHbVj5//oUXZmdnv/a1ryUSibe//e193b1wHHzK8Pvq1avPPPPMs88+C4Bg61+gXRv/7sY1NPCbGr7vy7Jcr9dd18UYa6oqcTyTyy/Ozq0sLWeSqfRy0jHp0tx8cmExt5JWRSmfy7MMCyU+tBSmUilw9qVSKYZhJEkaHx+HVgLI3MPDwyAWLC4u5nK5sbExWZZ5ns9ms8AQMAwDT8lkMktLS7Ozs0ADzM/Pz8zM8Dw/MjKSTqfz+fzCwsLIyMjKyko+n4ffeaYwPT83NjU5t7S4nF5ZTCVXctlMId/W1Tk0Njo1NzMwMrySySwtLY2NjU1NTW0hDJZlJycn5+bmRkdHl5YWR0ZHRycnRifGF5LLo5MTvCwNjY0OjY0OjY6cGBocnZwYnZwYHB3pGxwYGB5aWF7q6u2ZXVzoHxrs7T/R2dszODI8MDI8ODrSPzTICnxT8/G+gf7Jmen27q6e/r7egf7Jmem+wYGp2ZmZ+bmuvt7+ocGhsdGeE31tXZ39Q4N9A/1jU5MT01OjkxPt3Z1D42Nd/QNdQyO9o+Mjs/PDs3O9o+ML2fzYwmL38OiJicmOgaGuoZG2/oG2wcG2wYHWgYGhudmu0dHu0dG+iYmesbGu0dGesbHeiYm+6anOifGBhbm+2ZnWkaGO8bGe6akDHe3dU5Md42PNgwPdUxMnZmZaBvo7R0fbhoYae3p6JiZaBgaOnzhxsK2tZ2KibWiobWioub+/dXCwub+/eaC/dXCwY2SkfXj4WF/fyOLigbbW7vHx5v7+/W2tR/p6DvV0HRsaaOzvax4Z6pgcP9TT1TTY3zwydLCrs2VkaH9z85HOzoNtbcdPnGjo7Gzq7T3c0dHY09PU23uks/NIZ2djT8/xEyd6JydbBgYOtbcfP3GisadnX3Mz3Ns2NPj0sWPNJ06Mr6R3HG061NVzsKtnf3tny8hYQ1//3raOI70n2sYmDvf0tY6MPdl0fF9bx6Hu3v0dXfs7ug519Rzo6Gro628dHd/R0Hikp++p4y0Hunu2H2nYeby5fWLyyeaW5rHxvR1dO44d39vZtaet/dEjDU+1tO7r69vZ1razra1hZHhfX+/DDQ1PdXQ82d62o71tZ0vLjtbWHS0tu1vb9nd1H+jp3dF0bF9n1/YjDQ/t3//IgYNPNjc/1nB026HDh/tO3L179yNHGx5tOvbg4YMPHj786PGmhw4devDw4e3Hmo6OjDxy9Oj9Bw9sa2756f4D9x058lBj0/2HjzzY1PjQ0cbH2zvua2h4uLHpwaONP2848pPjh37UfPiOxoM3H9j12OiJu9sa72jcf1drww+bDv7f+568+cBTdzYd+knz0R8c2f/wSO9txw/884Enbm3d//3mvd87vOPOxl0PdR/d3tP4YMu+W3Y8sKOv+Z6je+47tu8nB3bcfXjXjt7muw/tuq9p78Oth3aeaLntqW13H376xweeuv/44ce6Wx5ua7z78NN3H3r63saDj7Q1/fDpHT9v2Hdf08EHmg7ff+TAPfv37Dje9A/fv/m3Xv2q177tL97/+c9sa2t8qPPYd3Y+/P39O28/+NQDncd+evzQ7Qd3//Dw03ceefoOAAEHdt15dN9PGg/cdWz/PW2HtvU03nl458OdR77/5MP3Nu296+DOh47tv6/h6QeOPH3/4d337XliJpP84te/knjlK677vetnFubr9frlF69ANHvhhReOHDx83XXXJRKJr3/962tra6dPn67X6xcvXjx9+vTVq1evXLny4jWP4b/zcQ0N/KZGtVp1HOfy5cu6riOEdF0vB6GJ9UImC3yAxPFIVphcniBMEA4cN51aCXxflmVJkhBCsiwzDJPP58vlcqFQ0HWdZVnTNFmWZRiG4zhRFFmWVRTFsqx8Ps/zPMdxQAlIksRxnK7rgiAoigKtB+ArZFlWEAQAHAghQRAAKLAsWygUeJ7PZDKFQkEUBKRjVuCX0ysFjp1dXFjJ5WSkzS8vZfJ5XpYUjBAxcoVCJpNZWVkpFApAV2Sz2Xw+b1K6vLy8sLDAMEw2lyuyTK6QzxcKkiyLsoQwLjIMw7GKpqazmXyhUGSZmblZUZJEWcoXC0WWYXkO7hIkMZPLLiWXc4W8IIqSIqezmVR6ZXF5aWl5WVYVhmUXFhdlVZFVhRP4AlOcX1yYX1woMMUiy2TzueRKSkWaIIqp9EqukE/ns6lMeiG5vLSSTOezOaaQKeRzxUKBZdK57GJyeWkllczncgI/MjOdZlkBoyzPZXluanlpdG52IZNJs+xsKjW2OL/EFKdWkjlVnkqnxpYXp9LJ4YW5JaYwurQwtry4UMjNrqQkjCfn5xfS6ZHp6aVsZiGdnk0mF9IrnKKMzc7keH6lUJiYmxuZmppPpVL5/NTCwtjsTEEQ0sXiXDI5u7w8tbg4MDU5l00v5nM9oyPTqeRSIZfm2flsZjqVnEoujS3MD8/NLOWz04uLc6lkKp9fKRaWc9mlTGZmaWl8bm42mZxZXh6cmJhLJaeXlnIcN7WwMDozPZdKjkxPjc/NjkxNTS0ujs/OTi4sTCfT06n02PziYr54Ynyyb2xyIVsYW1jqn5xeyhcXc4Whmbnp5Mrw7PzQ9Ox0cmVicfnE+OTQzNxSvriQKwzNzA1Oz/ZPTQ/OzQ8vLE4kV/qnZ4YXFufy+dlsbmRh8cTUzImpmaG5+ZGFpdFUqmtqajKfG15enmPYvrm5nunpgcXFkVRqJJnsm53rGB8fWVicTmeTvNAxPDKeTLYPjfTPzAzOzQ8tLAxMzw7OzU8kU4OLi8PJ5RNz881DQy3DI72zs92TU8PLyZ7p6dFkaiSZ7Jqe6piZapsc608t9icX26cnOmYm26cnxovZwfTysdHB3oXZlqnx1tnppsmx5pnJjvmZjoXZ9oXZ7uRi99J888zk0bHhlpnJvvTysfGJpvHxE7lMb27l8MzY4bmxvWN9LUuT3SszbdPDzaO9LWN9vUvTnfPjB/s7xgrJwwOd3QsTnXPjx8b7d3c0jeaX+5IznXMTzeOjjcMDx0aHWibH2qYnjo+NtEyMDWdSfUsLbVMTXXPTB3q6mgb7T8zNtAwM9I6Odw4OfeuW77/yP/2n17/pjd/40Q/nNalxcmRHR8ukJBwYHGyenm6dm+3PZQ6Pjx6dmjg8PnJkavzY3MyxuZnG6bHDE/2dK9N92fkDg509S9NtMyPt0yNNA92DS7NdkyPN/d3D89NZiTv/wnNdgyfe/5EPJRKJvfv2rq6v1ev1y5cvX7x4EcJaX1/f5z73OdjGdGRkJIoiOH7x4kVQCi5fcxr+ux3X0MBvaqyvr0dR9MwzzziOIyvKsWPHjjc06qoWeYFNaOj6oeuLLO+Y9MzmqfbmlpH+QabA+J5HCDEMgxACnX5hGLW2ti0tLWGsU0pXV1d1XTcMI5fLh2GIMd62bZsoipVKxfd9UCUMw0AIO65rWdbjjz++urrmuq5l2QYhmqbZtu04DiFEkqT9+w+cP/9MqVRiWS6OS+fOnfN9X9O0OI4HBgYbGhtUA1XWa07o6Rahni1qsoSU6sbq1PxMz0CfF4eO53iuE0dhFAae51CTrK+tPv74dp5jqUlKcWSaRlyOLdfyAs8wjVNnT938/Ztn5mfiShyX4yAKbNcO49ByLcdzLMfatn2bQQ0Na+Vq2XKsIArCOEQ6IpQwHHPfA/etb65Tm9qu5fqu7dqVWkVFaqlSGhkb2bV7l6IpfuTrRCeUVFerfuhTh5q2WWQL+w7ss13bj4IgdP3AcTxqEGQQbXWtfODQ3oHBXj+wbYdEseeHruO6Thjxirp++szD2x9v6eyKKlWNmIiYdhD6pbJhO6bnI8fZ9tSuFMNg10Wuozm27ntmGAqGTuMoywt3//yetY2TkqLV1jYUDUeliuV41HL9IFrJ5H52z31Flg+ikkEoNkzb8W3XV1RsUkdStCd27iLUNi3HMC3TcXXXtcKQkWW3VGrt6Wnt6TVc145j2TBoECBKbS9wHD+OK7v37G1sOh6EseeHluUS07Jsl1oOwkYYlZ7eu39uftGktmW7cNyktuP6sqJ5fphaSd/10/uj6oaESHn1pISIbnnEDnTqETvoGxzbvnNPpsC7YcV0Qt3yqRsZli8h4oTlqbnlPfuP2H5JM2wZmcjyDD+y4kqGl/zq2s79h4amZpHjYzcQdJNGZd0LFdvVvMBd27jlrp+2D43gIJJtV/MCPYzhtmhayPa37Xwqx8siJtj2VGK7pZoVlFRiu6VqjpPufvARb32TxGUjKqleoLo+DmOO0GDj5MDM3D2P70gJkhHHomdJoU3WSnLkcI5hrpUn86nHGvarJY9ziRw5kmORIBaRSYOSW6rtazjW2tNvRxXdCYgbWUHZCsvUL8maHa2d+tm2xxp6enC5LMdBgep62TdiV9Y1FcmmTXtHhiYW5wzPseIAOTRaq0kG1j27qIjIpvdseyhaWyN+7JSqxIsknUoGxY5vReVUkdvb0CQbVnnzNCtjCRHqho4TBV55o3Yqt1JMJK574KHtiVe8ci5XKBDinTzlb5xJChoOq0NL6eGljOjFalxVwopWWkW1dblU4z3fOb16754dR/u6ZI9Gp9ex75LA5VVFVGTbc7Gut3Z3Tq8sJ5m8GXptPV1v+Yu3JhKJP3njn87OzdXr9ctXLl+5fAV6Ck6ePKlp2r333ptIJF772td+97vfXVtb24p71xiCf7/jGhp4ucaL/+tPfX191XXsM2dOVitlSRK//vV/etff/M3CzMzmas3EiCBUiSKJ4wxNMzH+b5/45J233+5ZVJJEkxDfcwnRZVFCSDt1cuMtN9zQ1NToOnY5LmXSKUUWv0LW1QAAIABJREFUPdeVJWF9fW14cCiRSDz04AMOtQSBVxWJY1nPtW3bRJrc2tr8+te/Lpdd0ZFKKTEJ1rHmOJbjUIFnGw4f/NM/+SNFEgLfVVXJooRSIom8qsqVSvydb3/zzW/5s+6e9jD28oW0H9jU1peW5zZOrgaRc9sPbv34f/375Mqi55kGViyKZYkrFtKSyJZLwV+89c3bHr5fkbhS5GXTy4FvKQpPLUxMbW2tnEgk7rzzNsc1iYmyuRS1dMs2WC5fLgczs+Ovf8MfzM1P5fIpSrGqibqhSBKbySZNint62//gD18jyawgMrZjOK7puqai8KmVxZOn1m6+5btv+rM/Hhjs1Q3VIBoxkeuaiiqIEqsbyoGD+95549/wQsGydU0TLYpc21AVThKLgW996pMf++Edt4h8QVOFwKe+Zxq6yvO8pqprq7VXvOK3v/zlLxmGruvYsW3LorqOMUblSimdy777fe/dd/CAijVqW5joluvImspLYqla7h8ceM1rfp9lGIHnNjfWNVWtVasGRoahm8TYveupN77xT483HSO6bhq66zo2paIoiIJQCsOuzs63vvXP89ms77kYaVEUCZIgySLWcRAFX/2nr37tG19jOdb1XI5n/dAPgoAtFD3biYLwr972to9++MOWacqiRInpWjZSVFWSXcv2HPfTn/jk/ffeh1WtHMWyKFFCbJOWwojJF3zH7ensfsMb/i+T2AInh35sGtaZ0+d5TkKaUY6rP7jth29645sXF5LUdKjpeG5IdKrIyCR2rbq+fdvj73vvBy3qOravqrrt+JpOdNMSZDWu1N757vf97N77JRV5YSxr2I/KBrUZUfbjsuUFv3XdK2/63q3EdontGZaDCFUwQYQS2+NF+S//8j8fPXrMNB1FQbbju16o65Rh+CAo9fT2X3/9q0zblVSsU9sLYjeIVZ0UOMH1w+2P73zTDX9+vLmNOq5saBrFyNILIlMUmaAaNbUf/8t3vD2ZXzF9SzWRqIk+9WRGipzQN92vfukrt3z7ZlMlGq/61KuGFY84EiMS1Ti1fvI1r37NZz7zOdv3Ld/BFBtEQ0gykBI5NPbs97z7XY8/tv30qQ1R4BybYqQiTXEdi5rG8PDAK3/3d0RBlCTZcz3X9ZCGkYZty3Ed94H7H/jjP/rjrq5uz/OpSV3qYRlFdlB2Yx/b0/3jiUTiLW98866du9/9nvf5URmbFidI1bV1ywu+8rWvf/YLX9RNS9AQp6oatSTDKEhSXuTXzm6+6c/e+Hd//yE38jBWZYm3LTOOAraQXyvHmiB8/vOf+dbN3/7F8xdW8ulde3d96X98aWJy8lOf/lQikbjpppvOP3O+Xq/Xr77URLBlFezp6Xnve9+bSCRuvPHGwcHBZ555Zisgbj0SRIRfeeK18W9wXEMDL8t4sV6//L/+XK3VSoahPf/CBc+zEFbm56dmJkY1SfBtkyCVIMXEGpIFqiOsCLOTYwszU55l6KpEMXKooYisxDEWwZoszEyMLcxOxb6ryQJWJV2TsCIRrASuxeQyA33dqaW5yHMIVh1qRJ4t8gVdE2yKsisLczOjTD7lOYaBJaRwRJdsimxTs01tJTk3MzmsSoypy6rEECxRohpYRCpHTXUlOTs63CfyecfCqsTYFBFdViTGwJJj4Zmp4ZGhXsvUCJZcC/u2jhVO5HKuhR2K5qZGVpZmbFMzkGibGlI4TeFksWiZmiIxE2MDyaUZostI5SlRqaHIYtFAUujTzMrC+Gh/OjVvmZqBJYtolKhYE1SZ1ZFYzKcW5iZksYhU3sAS0WUdiYrEUKKahrI4Nzk3MybyeaLLlKiUqAaWdCTaFBlYWlqYnJka4ZiMTZGBRWrIWGE1mXEtTZOKs1ND6eQsNWSLKEhhHapijZfFAtFl3zX6+zqy6UWbapSoro2JLqsyi1VeR6IkFCbHBzMrC5rCEixhjXcsrIhFic/HgSWw2dHhPo5Je7aONd6xkEM1rPFElyhRcumFifEBkcuFnolVnuiSbWqqzBIsWkTNZRb7+9q5Ytp3DdNQKFE0meXZjGVqrq1Pjg2kU3NYE+A6BJ7pOTqSBUNTHNMYG+xfnJ12KcGK5JiGb1Mki5rE+7apivzs5Pji7DTVNZvoWJGojqiOZJ41sUZ1VMysTIwNizxjmRipomsRy9R1TaYEE11bXpydmhiRBdZzKFJFaiDTQKrEE13DmpROLQ30dSsSTwm2qW7qmiJyXDEXuJapayODJ5h8BquSgRRTR65FDKTIIkd0jRJ8orcrtbzg2ibWZEqwRbCmiEiVXIuwhezc9MTy4pxl6qaBkCohRTSQosoC0TWBLfR0tTkYORgZkuggLTCJyjBEEgNi5JYWp4eGhEym5NpEklysuToismhIAlVlMZ+dHR3WRZ4qsqsjxLNEFOV8zsXIVlU2lZwdGSaiaKuKp+uOphJRxALnEE2T2eHB7uTijO8SpHK2hUxdNrBEDYXoMlb5hdnxfHYJFpvvEraYViRGlVmbarnMUn9fh44ErAlEl01DMQ0F1qpj4czKwsCJTljwJlFNpGJFIkixCaZYY/PZ3o62634r0X688aMf/ruf3HlHrRJwTFJVcqbBz88Pr6QmbUu2LQlpBduSMWJUJedYqoHFifGBqYkhx8K6JpiGQolqIFGTGNfG1FDmZsfm5kfjkpsrpA4f2ffRj/6dILD1er2np+cVr3jF7/7u7/b2nYBcfunSpatXr7744ovgIqzX66Io/sM//MP111//9re//ejRo5RSOH7p0iV42OXLl59//vktWHBNTfi3Oa6hgZdlXKnXr9Trl/7l53K9/qIf2IJYrNevlMqBSTE1cSX0LAOZWLUMhBXR0ORS4LrUCF3LpYahyboqxb4TOJTNZywDVePANpBlIMtAtoGornkWcUzdxKquSraBHFP3LFKLA88iisCWApfqmiIwoUcjnzqmapuqZyOLKK6FAlfHKqdrvG0qoUdCj6xW/MDVueJK4Oql0BK5jMhlA9cIPWIRuRzZpdDS5GLgGrWyx+STiliollzbVLHKxYG5WvENJFBDtk1VkxlqyKXQ8h0ceiTyTayyFlFsUzWQoGu8qUuRb1pEIVislT3LkJHMRL5pmypSGN/RXUtzLVSJbNdCFlFsU/FsTJCgSkXXQrWSa+qSQzXfxlhhPRuXQkuTiiKXjQMauIYi5iuxs1YNdI23iBIHpqlLSGZCjwSu4Tt65JsO1bDKwQxFLmsgoVb2CBaxylVLbugRgkWCRVOXkMISLJYjOw4oNeRa2SNYMJAAczMQT7AYesQiik2UUmg5VLNNJXD0yDdFLmsTZWM12pqJRRRqSK6FDCTwzAo1ZM/Gno19R48DCldprRpQQ5L4XK3slSNb5DKejU+ulwCdlCObYNFAgkNVz0aBo69WfN/GSGEqsbNa8UUuixSmEvuWrumqdHKtulqOuEK2VgocEyNZcEwMS8uleiXyA4eqIqerUjl0Q9dSBNa3zdVyiBXRJij2HUvXTKQ4po4VkS/mfJsEDvUsI3Ro6FoEKS41VsuRrkqaxK+Wo9h3FJ7xLFIrhVTXLANFno1lgSDFNXWXGqFD1yqxb5uGKsEEhGLOxGo18k2sGKp0dnOtHHpMLl2NA48aJlaprgUOLYdeOfRcamBFhCNw27NI5NlU1xxTP71WRWzREIW1MLBUmc+m10Lf0pTYMtdCv2RTF2sB0cuOTSSBSGLN91YD3zd0B6llx6q4tq0pGseExLCQcqZWsbBKZHEtCmLHQjwbWWbkUCKLVJUjxzR1uVJyamXPtTRTlyyiUENWxAJBQjmyQ48YSFirBrCQIt90LYRVjhpyObI9GwWuUYkdgc1YRIbvmioWqCGvVvzANXwHB65BDdm1kGdjrIiGJjkm9m2T6pquSs+cOfn1r/zje975jq625te86j9oMnvudNm1pbWarSm59VVnJTke+igOMM8smQZbKRHT4GxT2VyNypGtSkVqSKFHqCFbRA49I3ANy5BtW6OWJKsMwuKx40fe/4F367oK0U2W5c9+9rOJxG997nOfr1ar9Xr9xRdffPHFF1944YULFy5sBUFd1++///43v/nNsMcJx3Fw/OLFiwALAEbUr6kJ/1bHNTTwsowtNLDFDdRth+TyK3BDEBmTIBMpENF829RVCclCOfSwIkpc0bdNghS+mCuHHtU1rIix76yWI0jzvm2aWM0kFyEQaxIfOHS1HKkip4pcJfIFJp9PJ8uhZxlYZPO+Q3zHkPicgQTf0TWZUcQCZCPIqZ6NRS6ryUw5sgU2YyAhDihSWInPxQGtxE4xtyywmcg3FbGgSkXPxjyTJliErKmIBYdqmswUskuV2IGo51qoEjsWUZh8MnANpLDwRFUqwuvWyp5FFJ5JO1QzkABTIliEG76jq1JRFvK2qVJDJliEe7HKBa5Rjmxd42UhH3qkkF1CCgugxNQlmJLAZmxTlYW8wGYgcWoyg1UO8q7E57DKOVST+By8fU1mbFONA0qwiBSWGrKu8brGO1RzqKaIBeAJDCQkF6dObZSpIXPFFUA28Lq2qVpE4Yor5ciG8weuYeqSwGYcqlVihy2kIKDnM4uqVCxHNlJYkcuGHoHbWOVCj2RSczB5XeM1mfFsDDOE6y8LeWrIcIVtU91ci8uRXcwtm7qEVU7ic7rGG0iQ+BzBgktJKXALmZRnEayIMs+ErgULzDKQb5uGJisC61IDyYIm8bHvwA1dlTyL2ARrEu9Sg+paIZPSVSnybFXk4Dy+bSoCa2I18uz08gKSBctASBaQLLjUcEzdpYbIFkLXgvUMp3WpcWq95lmEyaUdUzc0WRU5E6swE8fUA4f6tplPJyPPVgQWCAwkC6rI2QTbBBOksPkMfC9EtmATTHUNXnRztaKrUj6dDD1bYvKmKoeUIIFT2GLJtcuuLeSzVFNimyKB1SXewRoSOKKIJccKKFHZIhY4U5HyycWNcuwZ2FAlS9dWK3HgUEVkNYlHsoAV0UAK4B6C1dCnroW54orv6FjlmHyyEjuazAD48x3dIooqFXWNh7VdK3uykHctFPmm7+gEi7KQX6sG6eQsfHa6xiOFBbhMsKhKxWrJzWcWDSRQQ9FVCRCPZSC4pDbBZzbX/vC1/3H3k090th5/wx/8fiWmlimoclbkV2wqIjVvYNY0OFlMG5jxHMU2ZUUsKGIBgDtMGFZg5JuazPBMOgiIihheyNmO0dXd+t733ShKXL1ev3LlpTo+nc6+6U1/9upXv7q5uXnLVFiv18+ePfvS1sX/MorF4pve9Kbf+73fu+GGG44cObKFGGBzgitXrjz77LP/Z+LytfH/alxDAy/L+Ndo4GqpEmhIqtdfNClm2Jyha9XILwUuEAMmVl1qmFhFsiAweUOTA4cGDlUElitkI8+2CYbgyxWyloEqke9SAx5gGciziGcRkS0QpKxV4lLglgIXyYIicCZSTF3RNQESualLvqNDWWzqkmdjqFRkIa9rfCm0SqGlyQxXXHGo5js6UljILqYubRU6kKU8GwMTUMwtW0QJXEMW8g7VTF1yLQQ0AFJYWciXIztwDc/Gtqky+SRQCJDtDCSEHimFFiR74C22CAbACnFADSRglbNNNfSIQzXAFrrGr9dCh2q6xkt8ThELgEUUsQCxeLXiV0suHKGGDNyDrvFMPgn52Hd0uDfyTUAJtqmqUpEaciV2It+khoxVziJKObJlIQ+x27XQyfWSqUu6xtum6ju67+jUkA0kFLJLDtVsUwXmQxbyQEVAqAX6IXANeI+ykIe3RrCoyYwmM+u1cGM1ApBkm2q15CpiAd47z6SBmYD3axEFCBiHaqpUBCxSK3umLolcthRacUCprrrUEJh85Nmha0WejWSBIAUoJSCf8ulk4NDIswlSIK1KXLES+TbBIltwTB3Jwnq1BE/RVUkR2FopNLHqmDpko1opLIeerkp8MefbZilwZZ6husYXc5rEr1dLmsRDFQvwAsgtTeI9ixCkAHlgaHKtFIauRXXNJpgv5qpx4FkE8PEWDWAZSOaZQiYVeXbgUEOTqa5pEm8TrIocnAfJQilwbQOVAhfLgkPwejU2keKausDkLF2rRn5gm6FDVZHzLRJ7tkMwkniFZxyCK5Gvq5JvEYVnYP//YjGjGyohmqLwcez7vqWqgqzwjmN6nkWIJotFnklvrsWnNyuw7DWZgc9dkxn4ZsUBBfKMYJErrkS+iRQWAKLIZSPf3FiNAIk6VCuFlmdjpLC6xitiYXMtdi0UuIauCXB94JMS2QIgrZNr1ebGI6/+D9fX6/Ub/+avvvPPX418gy0sV2IrcLGusVhlFDG3VvV8B2lywXc0RXxpkXs2rpZcwB/UkH1Hl/gcz2Yo1WxHjUt2obhytPHg33/sQwybr9evXr586dKly1DNr61t3HrrrYlE4mtf+5rnvbRv8QsvvAByAOT4LaCAENq+ffsNN9zwqle96tvf/jbGGB5cr9d/BT1cG/9GxjU08LKMX4MG1ternm9drV8yKca6oiHJoyRwKNU1E6ur5ej0xqquSoYmO6ZOkBK61sm1qq5KoBG41ICyQFclE6u1Unhmc80m2DH1U+u12HdUkVMEFsmCrkpAqELVtblaKUeugUSLKKYuQfUMVPMWRw25CtIV8JMWUTZWo7OnasB5QhQjWCyFFhQ0cUABUkBx7Dv65loMhYWpS4FrQLEOCV6Vig7VamXPs3HgGhur0XotJFjUNR5gATAQACOAaYfaN/QIcAxwBO61iKKIBVOXtqbk2dgiSiV2Ntdiasg8kwao4VqoWnIBtQAPTw0ZZug7eim0KrED+R5eCN6pqUsGEjwbA/nvWujMyWroEa64okpFCJe1slcrew7VXAuBFGKbKswHtI9qyQVOAgIuXAEIuDBhXeMD17hwftOz8RYg0DUeHm8gASgQQE4Cm/EdvVpy4SpRQ95YjQC3AXbRNT7yzZPrpXJkW0SJfDP0iIFkkS0gWXBMvRx6nkWg1i8FrmeRLYkq8uz1asmlBmRoE6ux79gEY0UEHcq3zdh3ABnEvvP8hfOKwMJig8ec3li1CTY0OfLs2HcMTbYMxBWyse+sVeLQtbZYgcChmsQDPsCKGLrWerUUeTbMKnQtQMO6KgGwsAnWVckx9dC1PItYBgJVwiYY8I1lIF2VTm+sehYBscPEqiYLcFpDlWLPXqvERJP5Ys7QZEvXAEZ7lBCklAK3EnpATnj0peuzUSubSCGasrlRW92oqkiWkahhWVYF6pqlamRaWKfYDx0vsDBRCJaBK4KP3jZVqOyBLdA1HnAwAGJY7ac2yoFr6BoPFL3IZTdWI1hvvqMDTlXEgizkDSQAt2SbqiazjqkDNQggCSicc6c2sCy8/a1//oNbbrYsfP3vJOamh9eqPlbZwDVOrpeA2VqteMBXwbfAd/TQIwC7CRYdqoEkYeqSTVTTlINQr9aCdGbxSMP+//Lxj/BC8erVK1DZX7hw4cqVlwyAo6Ojv/3bv33dddf19/dvRUCAC88999y5c+cuXbr03HPPwZHNzc3e3t5PfepT0JS4vLz8/0V8vjb+t8Y1NPCyjH+NBq6EkWtS/IsLZ02KbYcoCi8U8xBqLQOpIgdcqypyUGkJTB44g3LoSVwRKyKUVltCAJRBUJOBqloKXN82RbYAJIFLDZcaisBgVYSCdatY3+IwgeK2TdW1kGshIOehYuaZNBD1ENpUqZhdmQd20bUQaP8QVk5vVkQuuzg3Xo5siCYvifqO7tm4HNlccQUprEUUkctuSQCQtGxTlfgckA2QSkE4RwrrO7prIZgG8BmuhRyqWUSxiAJwhGfSoCPAEwU2AxE2Dqjv6FxxBUp5gAtY5aAGAhCQSy9IfM6zceSboOMGrgE8AdRkEB8NJAB1D8wtcP659AIgHgBSW295teKzhRRQF9SQQ48AWgLmgBoyW0jBGwdipphbhotpm6pnY7aQAkwGcE3ic5FvGkgohVbokXRyFsQOoCggxEMGgjoS3g4AF6xyvkWorp1ary3MTLL5TOhaNsGWgQxNNjQZSsyNWrmQSRUyqcChoWsZmuxZRGDyQCEoAgu2FZcaABQcU8+tLJdDz8SqZxGqa/l0EnAn1PGKwIaupYrcybUq1bWFmUnfNrekCptgE6s2wZXIV0XO0GSByYN7hs1nQAuAYndydEjmGSAtAAcgWQAKrRS4XCEr8wxMwLMIV8jCtwP+TC3OVUuhLLCOqVNd45m8ZSDXMtaqJZlnsqklrEo2wbapA5jQNcm1SDUOAtdKLc2DTudZpJBP54pp4hi8wqmGYth6urBiBZR6puEYii7Luox0WRaLJ9djtpASuWw5sgFcAlsDvFfgGjyTVsTCasUHjiqXXgBRADgqnkmbuhR6BODClpoGEDa5OAVLKA5e+gQtA1Fdizy7HHoLM5NwTVqajiQSiXq93nD4YCKR2FiNqKEoYkERi66FypEtclmCJZDtqiW3mFteWZ6pllxd431HN5Bgmyp8wUuhjTBXZJZ1QzKI3NXd+rH/8uFkahGiG7gErl69evbsOSju6/X6t7/97UQi8cUvfhH2WKvX65cuXQLo8MILL8COhL/MAVSr1R/96Ee/8zu/k0gkHn300XK5/P9EzytX4FW2Hv/L/+9ga8/j32QAvzbq9Wto4GUa/xoNvAhdc5cuXyQm0pDkOiZwADbBSBby6SSbz4AiUCuFEJTBWogVESImCL1g/gJSNPJsgckzuTRIuUgWbIIDh0pcEZ5OdY3Jpy2iUUOBMhcMAVtV7JYwb5sqaOTASAPxDtK4gQSIa+BxA4lRlYpIYQPXgKoCTgtJESks5H4IbZDdIVuDPC+wGSBLA9fQZObURhlkbyhTIPUClw5kAPCukAVVqUiwCMUW+Bsgqkp8DpK0JjNQb8UBLYUWoBkgbLfsBbapVmIHHgZgSBEL8CqQX0GPgLgsctlibhmyvmshsImBwwA8huDDgNnC+SG2At0ChRcwEOCHgNwPPD8oAmBQAAQAsjF8NBKf25oSuAe44gq8d5CoS6EFCACeCGSMJjMil9U1bq0SM7k0CASr5UgRWKizgUbybROKS2DgQeMHaRwEBYIUqNFhoUI+Btl+y7hXClzAFkDaS1xRFbmttQd+WL6YgzMoAgsLVeYZyNOQjLEiIllQBBagMDzG0ORK5EtcETgMAMRALYC0AfMEwYLNZwKHAiaulcLItWWJU2TeJIjnCvncikV1WeLCwPE9y3FMpElIkyjVVUVQFcGium0ZxNBcl2qaZFFdU0VqYlnhNUOxPFPCku1bdkA1oipYlrHEySwrFhUsWy6RhAIU9ADddI0H9Q2+BWA3ASYAVrUiFph8slpyYf2Dhxd4MgDrwFFRQwbTAChWno1loUB1BNDHpQZBSuw7VNcqkQ+Kydv+/C03feef6/X6Fz7z6bt+dMe50+vVko81EWuiaxtMIY0U3rMNrphGCrteC+OA2qbKM2nXQvC1BZmDYDEITN3gJaUoK8yRhv1f+vLnFxdnfyXMgRPw0qVL8Of4+PjrXve6RCKxa9cuOHL16tVf/OIX0Dvw4osvnjt37sKFCxcvXtzCEBsbG7t37/7ABz6QSCS++c1v9vb2bjUmXL58GYwFFy5cuHLlypUrVwATwN5H18SF/wPjGhp4WcavQQO1WsnzrUuXL0I/vWGose+UAlcVOYKU9Wop9h0obqDYOndqA8IxsALgDCBIQbJQiXzH1B1TzyQXY98BthCI3Erkl0MPKFkI2QQpldjDKs8WUmBJO7leAvEeagLINxCV4oCu10IQvEHpBGkAMn0ptMqRDZEOxHJFLPiOnk7O2qb6zNl1kcuCEwoKI0hRwEOcXC/BaxVzy2D0i3yTK65AuQxEKDwLanSLKMsLk+AWLIUWJGPwEoKTH6scFOJAhIIkHwd0cy0G/yOENqAQANAAHRL5JltIqVLRIjJgGjghEA8AMkBZgGm4FlqrBgSLvzi3gVUuuzIPEGQLSWw9EcDKasUHptd3dLaQinwTkgSwGp6Nz51eBUWAK66AkCHxOZHLArXgUA30Y1ArQDDOZxZBBThzsgp0CMwBuGiscrWyt1rxofQE94ZrIVVkoez2bQJ6M2Tfl/rTdI0gRRW59Wrp5FoVxH6wpwDiNDTZpYZloHLobdTKYBiUuOJqOaK6JvMMAAgQ/rc0LHAYOKbO5NKr5ahWCterJZEtQFuBrkqABiBtr1XicuhBXg8cCvI/JHXgA2DOsIzBQgh2h9VydGZzDTgM0EEsAzmmLvMMm884BFMLO65JqW6ayLIM2zYq1SiVWpRljpioXA4IQRqSTBM7jkmpruuKponERKdOr0exZ9lGJrNcWy3pRBMkhpMYrCuSwq1uVomJsKFiQyWWTm3Ddkno00J2CWQdJp9cqwZbaHhLHgImCdBA6JHNtVgRC78sD23hXdDL4JEA0AFGSHwucImJVN824XOB4ABWYqAKuEI2kUjkMsmzp9YTicT4cL9NsEt1E6uGJhlI9m3iO6ZDUSV2BDbt2VgW8qsVv5hbBkYKagOHIkrVjc3YsjVV4w8c3PPhj7xfkrhfG+ygXRBunz9//q677kokEu9617uCIKjX6xcuXIBdByCvX7p0CXoLr1y5soUJ4D+7fuxjH0skEm9729vGx8fPnz9fr9dhK0PAAefOndviDC5evPj8889f26vgNz2uoYGXZfwaNHDq1Hq5El66fLFSjQyitbYd625rqZVCMEbZBIM0C4T/yEDf/PREOfTAurUlvoaudWq9tufJJ/Lp5OZqpRS4gUNLgXtqvaYILBgJH7jnp1vUbuw7lcgPfbqxGkNSfPC+u05vVsCqZurSWjXYIgl5Jv3Q/XevVQNgO6Hih5BUK3ujQz0Nh/bIQr5W9gwkRL5ZiR1d48HWPjnWPzzQFXoE0htI45CD44Du2/NELr2gSsVnzq4LbAbMCpAdX3j+/D0/vZPJpyCLy3flAAAgAElEQVRtg1geuMbZUzUoWZoa9gFMAVtWObIhaELYevThey6c3wSGH+x+oUckPnd6szI3PdLe0gBZGSrvaskFNSR0DVEoDJ7oOH9mDfwHkMJB3S+FVntLw9z0yHotLIUWNFmAfRLOfLzx4MLs+MZqBPV6KbTAQwB8QEfr0dTSNFxbwCjAkZRCiyuuPHT/3ac3K5rMnD1VE9gMOBLKkb1WDVJL0wf27gQ+GfAWtKVBLuGKK09sfwCOAMcAHC84Hk70tA71d4IJ1NSl1YrvO3qtFISu5Zj6sYZDg309q+Uo8mxw6QP/BLaA9uamuanxUuACLQ+uFEi9kWfnVpZ3bH9kvVoyNHlztaJJ/JnNNWgdXKvEo4Mnjh7aD8w/WBDgzMBRTY0NP71rx9mT6wBnYblCE41vm42HDyzMTMa+49umTfBGrezb5lolBuC758knkguzlcgLHAp+BfD3AfGwf88uiSsCFAbbDVARpzdWFZ5pOHLA96wgdLCuuB6t1mKsK9hQqaWrmnjk6AHdUKmlmxSHkRuEjkE03VBdjy4szbS2HRNEJi75jmuaFK+vlj2Xhr69sVZpbz2WXJqLQ9d1zChwapWoFHmObZhYPnuq1nBo7+TYwGrFB4YMUCA1ZIBuvV3NPJMGKQ1YqNAj4BUgWDywd+dqxY8D6tkYEHkldgBBsoVUy7FDYFO1TcU1jVPrNUByoWsVsyvHjx7WJP4XZ0+pInfh3Okvf+Fzn/3kJ+v1+mBf91ve+Cezk+NrlRJcw8hzYt+FTzb0zGNHD6SWpmEaIKhBh23km5Qora0NM7PDtdUIYbGx6dB733ejJPO/EuYgVdf/pY6/cuUK8AS2bX/wgx9MJBK7d++GvQS2+gguX7783HPPbW1U8Pzzz//K7sU///nPX//61ycSiQ984AMgOly8ePHcuXPweFAc4F8m/ubD+P/fxzU08LKMX+MiLJdDVROfvXi+XAlZLn/nD2/7xMc+sjg7BTAfmrJyK8vg+7vpW9/4zje/BjIqULKgsELA/fAH3nto3x6ByYPoC26D3Mrys+fPTI0Nv+F1r9nz5BNrlZggReKKjqmrEisLeVOX8pnFv//we0cGuyFOQVkMurhDtfGRvo995H3F3HIcULDpAb2piIVyZN/7szs//5mPj4/0gVMaOH8DCSB8bn/k3i9+/pPQHAg1EFDoBIsn10uf/sRHdu14BMR74LqhpRBKqNf+x1c+tu3BrY5HgCkwJWrIH/3Qe/q6W4CTAAABzHzgGs1NBz/4vr8FeAH2KDAY8kx6rRrc9/Mf/d373zk+0gfGAiAesMqJXHa14h8/evC/ffJjSGEgzcMFYfJJXeNrZe9b3/jHO2//niIWQo9oMuNQrVpyV5ZnYK+FP37Da2+75bug9wP5AQ2WtbInsJnPfOrvu9qbIHxDLueZNLQyLs1PfPRD7xHYjMTnoKsQLOUwgcMHnnr/e97RcuxQHNCtjg9ZyHPFldOblZ7O45/+xEeSi1PgEOSZNDRxgJjyoztuvvvHtxVzy2DFAMC05ep/741/+5Uvf/FffCQsJM6tgvuWm779xKMPg4lP5hkTqyAHAFM1PT7y8Y9+CCSA2HegDIVaP3Ste3/6k499+IPD/b3AbMFKBq/7ybXq7p2Pf+Ezn8KKCB5GiSu61NhqUPzKl//7ju2PCEweOmvABMDk0kAbvO41r/7ZT37sWQbQFQAvkCwALfE/vvSFtuONa5XYMXVFYIEzg6aGsaH+v/nrt0HpL4iMpokmxRxfECXWto3de3a+88a/7uxq9XzLpJhaOsayIDKKKoSROzI68P4PvJvjC1HsISyriqiJvKkpuiL6Fvnx7d+/87ZbKVawLFCsmkgxFAnJnCwWT22U3/Qnf3TzTd8CYQvUMaxyW3bXL3z2vzYc2gPNKUD5gPojctnlhckPvu9v85lF0JVgzUADrWuh5qaD73v3Xx89/DRSWMfUCFJ825S4oiKwkWfPTo79/Yc+sDw/A1KOrkrZ1HIikcim0/V6/av/+I8fev/7HNMkSNMkkeqYIE0ReCTxcUA/+qEPfOkLn9pqWIX2Xejikfjcz352x50/+h4xVVEqtrY1ferTHy8Us7822F2+fPnZZ58FHPD8889vbGzU6/Xnnnvu8ccfTyQS73jHOxiGqf+L3l9/yYF4ZesI9CBcvHjxzJkzW+ccHR39xCc+ARsVHDt2DKiCK1euPPPMM/D0q1evbhES18ZvaFxDAy/L+HUdhqVAVvir9UuVaqRq4tLSLJIFKN3AJWBiFfwBXCELIVJg8iC4QuA2NJnNZ6iuQVdhPp2EfjCb6KXAFYp5qmvr1RJXyEL3gcgWfdt0Td13TE1m8plFoOWBnASX/pZCqYiFfGYRLGmAG+KAxgGVhTxs6aPJzNL8BDDh4ASErvpiblkW8ljlQNFXxAIkXSD2ISYuzI6tVnxNZoq5ZSimIalDf3M6Ocvkl6HLH0jyrb5nAwmwEcKW1wFuA24ohZbIZaHTz6Ea0BVAldummknNwb3AGQCswSoHroityQNzuyWagjsSWjG39PhyZAMyANsgwaLIZaDFccscAFfAtVAuvQDCwRb3C/sUgXCQWpoGShnifugR2M4B+H+Ry26xxGBHh1IS7ISAPFSpCMlG13iuuJJLL5w9VeOKKwDFdI2HT8SzsUcJk8ucXKtmkotYEUEjMLEGfhRYeJFnQwKGjrVy6HsWIZqy1YhYzK7k08lS4GJFhHwfeXbk2YV0SuKKBKkiWwDngYlUMBbA2YD8NzTZxCqWRYo1MDAWMimByZ/ZXEsvL0D/i6HJ2dSSxBUjzyZIlXnm1FptaW4aljrUwWAhtAykqzLUxC41VJHji7mNWjnybBOr+XQKkuXczKSiCkhXbNc0LR3piuUQahucUFxKznNCsVKLka5gQ1U0UVJ4FUkalg2CWL7ACUU/dIpsznZN2yJY4jHPsSvJ0CQ6z3lExzwXEiMwDSKJpizGDi35Fny/mHwSoBssG1gVwJBBIysYbsC6W8wtw4JxLTQxemK14kN7IZBM8NHDF21i9ISu8aAiGZoCrRMEKQSpWBHZfNazCF/Mha5lGWitEn/1H778zr/+z/V63XPsP/rDPzh+tMExSex7lqFbhu7blqHJpdDmmZVibhm+s9DOYKCXXlTX+FRqllChXPFYPrvrqcc/89lPcnzxV8Ic+Aa2DH2XL18+e/bsc889V6lU4Ail9C1veUsikXjssccACpw9exZugAkA/ASgGgD5/8ILLwBzcOXKFYTQ7bffnkgkrrvuuptuuml1dXXrhbZ+Xxu/uXENDbws48rV+uWr9UtbP/X6Vdsh4CI0iIZ1pRT7kNFh8wCInudPbyJZqJVC2FNIV6Vy6EEZVw49kAZknlmvljLJxXLo+bYZulYxm7IJ+sXZk1jhNYldLQfp5ALB8notpkRNL8+7lh755unNisBmwCQPqRQcAJXYObVRBkud7+jDA12V2KnEDvRDg1YNhoBa2YNkDGU6lDibazFw1/D4s6dqEE2AeIwDaurSmZPVhdkxiyjrtRD6phSxcOZkNfLNTGru/Jk18PqBygBuhi2GPw4oV1wB0x9U/8DMwyuCpr6V0dlCynd0aF8El5bE54BUh35IOAnsqwgBF1rywEp95mQV+ikgCsOWMtATAS8BEApeHcyG4C0AZvjkeoln0hurkcBmVKlYCi1ZyMOeS2ATc6i2uRbPz4yaurS5FltEgYrw7KnaasWHYlFgM9AtCafdXIvBDQBZRBbycN1UqYhV7tJz5wABwHWDwm5jNQLKoVryKpErsrnYd0LXlPhC5Nnl0DV1xcTqajX0bWIZyKZI5ApIEZ595vRLTYkKHzimb5u6JrqWXo39xblJz9I3amUdSfnMsmWgc6c3KrFHkOxSnStmXGrEgU2w7Jj41HpltRKaWDWQbCAJK+LGatm1sMgVfNt44dnzVNeQzJcjR+KKqsTGAegLEl/MrtdK5dAt5JIbq2UDSYYmxr5dCmyCJcfUV8uRQxE1NM8y8pnlwKHnTm9oMi9yhThwfnFu06WGKrIbq6Uik1E1EcQCjs+HkR1FHrVQtRY6rplMzvuBRUyEdcWy9VLJDwIb63Jc8g2iraQXf3HhLDGRoSsuQWdWq2dWKxZSyq4lFbO6yFd8p+RSjWNMRaqFrmUoqlQ8e6oG3BWIa/BtqpZcsN2AwyNwDSBvoBMHFjyTTz534fTM5BB8K2Htwd6XAPtOrpfAk1gKLYcipAi1clCOPIIU1zI2avH89MSF86eprmgyB0VFIpFAilyv16fHx37/965nctlaKdIkUZPEwLEjzxa5XODScmSrErOxWkIKJwsFA8merRMsEayUSg7H55aTc0FoN7c0fvzjH02lkr8+2F25cuXKla3c/Oyzz169evXZZ5/d8gMeOnQokUhcf/31c3NzcARYga0S/9KlS+fPn7969erFixdffPFF+OfIvzyGh4dvvPHGRCJxww03zMzMbMkEW70GgEjg99aGx1swBW7/clfCL9/1v+M/+GXssvUfFn6lr+Ffn+fq/2TvvcOtKK/2/9FExdgSjTFFEusbjcQaFQFLNCExsfuaWIk1wV6wgWIk9hoRUQRU0KhEUUTq4bTde5/Zs8vsXk+vnM458/vj4zy/E+RNlPD6fnNdzOXlddhl5plnnv2ste51r3sZxxe/0P9Tx05vYIcco6P68Kg+JP7T9dFcLhUIeoZH+uMJJRjyynKgkNbgCZK+DXicFFJbGmpJsgr5FwBSVOFgaxN+qZFgPBoO+hwxJZBOygGvLehzZDQllYjElAA4tpDJ8zhN0NohOQuKH4EsfDoMuQhJqZoTUS9RC7giCj9EsfgK2EWhhUdhPdE8W6SoXxDSfgTWhWwcKyviYPj5VAGQAuBGwM8hEHASzsZI+BjsRe6UpCxBNjV4cAkRJMilVUwvaoPIG8BAxBFhSPxBmR/vQrQUosWC9gUvDEsA4gIsISogCP6QgUI1CAGD8WWfnIEPC3UjdCTTSVnIRoHBQDlkhkWdCM+IyouA1xb02dJJJZdW/R5bIhYK+Z0Brz0eDeIL+j22VCISjwaiEV8qISthD8spGQ+zTsIBZ0IN+dzmUMDBmEN+hxaP4ELFlAAZ7mQsLIfcIb9dCXvi0WAqIbsdJlX2ppORWDTA40MBAntjeDBu4mAWJOfxe2xBnyOXjmW0qNdliimBoM8RCbrSmhKPBv0eSvBD0YgnHg2CISVjIVX2pxKRSMgd9DvKBc1pb5DD3kjI7XVbw3xXDTkdjariy2cTUdkf8NvDAVco4IrK3kQsLIc9LmdjNOLTkrIcdkdlX1pT/G5rNOLLpVQl5PG7rarsS8UjQa89pgQ+E7kKuDNJmcITklkuewMPlMVD/os8EU+HRSskrYCvWHjAaeJnS/qJYhx+pJGgy++xRCOfVa/wM0wnFX7siVgwKvvDflcxm3r+6Se+td8+5WJO1/Vzf/HzK393aUwOhXyuSMArB71y0Of3ODRVySTVuBJWwv7P1M2VsAo50eeORAJxVQ2Fgo2NDUuWLD7jjNMdDsd2b4h2u3369OmSJF133XUtLS26rg8ODsIihFIwMjJC1gD8f5sFhBaLZebMmXvvvfcPf/jDZ599NpFI8Dp4Q29v7/DwMCeBxDA6OoqroRuERJCMLVu2CCYjTsnovzr4jKBHwJDgdfyekZERYfX5mGjfINyI/7jCyJ3ewA45Rkf14TF9aBw2MAp5cHRsKJGMhsK+cNhfyqVLuXQ0HPA6bTAEsf0ehxUEFclYQF0KBLxOG5CpKDGQQ96EGsaOiqJ57KvAvUWpPWxBkbYExsR08UkEUyEwk8zGBsNWy2diW1lfDDDV0uyGxKwYJ5B5zBt6+1yIqBflHKwyZ0ZrRYuHuSibrCr7YP+NZxWIqgFid/IOQiKeL8ajAQiJSPZSWCiKBoM+ezYVFXdE3I8WIRyLSjFF3gGdFlIeHqcJ8QNgWyFLLKQVhXIA8w9KzHd9bovPbcmmojC3eVhAEcwwuQnAG94l1gRNYc4FPiFK18aL4GJmqF3knzA8oGfydHBfME5MeDwayKU/K3zguXNyfBSvy1zMxSlF48kypaLwARojjh12i0eJb0RNBO4m08jCU8Jubgc/SQ6541E/Y8CU8kVADjitWjwsh1wuewNBNjo/uFb4nSJlAyM16LUJKJ6ng5pktZSGHBoOOOPGvPk9Voe1Lq74M0k5qynklSi7ZUmwDCD6YbmFjicqv4IVyG8NN44zAzIR9+P68AOkMpbKFwF38aB5yi57AxKT/HaQBBWPnnunQocVGI14Y8pnnEpJkpa9sVjX9Zgc+vY395n/wrPlfIYsj6muhixkUylfyqXloA+NZySk/G5HwO0Ih/3JRFLTNLfbvXjx4ilTppD+/zf2xNG3335bkqSJEyeuWrVK1/Xh4WEIBzgEW7Zs6e/vJ4b+PElQBNblcnnZsmXf+c53JEmaMmXKihUrxAeESebo6emBcNDV1dXb27sVPCAOjPo/P7YK6/v7+9vb2zdv3jw2NoZ/MDY2NjAw0NvbOzAwIMAJaihgQf4n9mzc6Q3skGMb3kA+nw6GvFtGBxPJaDjiDwTcZG0x6lpMKWZTUAS0mILKm6ibQrwduSFKuRLRSFaLR8PBSNBTzCVSiQhBhhL2oGBDfI9lImQXgv/YBl5n+wY/wACXCxoyO9gtEQRjclArQ1mIzY4LiVNx0VxaZWsjsmFjrRRTFOyVCxp5Skw7bClK5qD0Yzww7QCkbOhYCLyB8SE7o4LogN2Cc6CEPUJwDW6j0Fdh5NwgOD8OB1s8BpVCQWI4tmPGT6iHbeMPQnbyHcIS4CVwQvQNia05LX9US2ncBaaOAkjGiWfAVzDeGEUsCmaJ0+KmUBIJDgRNgSfCE4xHA/lMjDFwWoanyj6vywwVkVlFrEngQPgQhhaevZRPVoopFgM2iVUR/6wnVpi//R4rXFFAGi0eDgecQheSYSNZjcYUT0esLjFmylt4i/UgDCFlJgGvLZ2URfcsvD2vy8zEIpoJURSZKa/LjAVFPANKJn4t1f9elxkVIJJo1P6x0nA0IdawZnDdAKvoiEGRDqU0qHGwBlhRPB28Cr4rQCPcBWYeDwawChcWv4pvATUJT4XvMu2pRCSbUtVIMOBxLn9z6Z67f729tUnX9bWrP/72N/eJySEEG5pKeSEKiXQBao8ooVG0mYhFI+FIOp32+Xyvvfba5MmTtw8bGBkZaW1tJWrXdX3z5s3Tpk2TJOm8884jlUCyAAuq6/r4XohbHXxS1CW2tbWdc845kiTtvvvuS5cuxfDzMczweJ0izHBvby8kRAEhfCnzzNmE9yASEyAQwAxCFwFHR3gSApDYjjn8vzp2egM75Pi8N7AloUVdbtvg0OZ4QlGioXDIF3A7BOyP1Cs/RQq4fS47v9JIwAtpCIEXWhzxi40r4UjQEw642LsxS+x3bKZCC0gI+QmiOy4CuxWwLdrpeAnYCTTR2OWJO9mV2I75DNJ+2AzQaeEiCDlhUQQvAG2hsU+iAQsKSkHwyh5XyicFnCACaGwMe64ganFO2vZwa0TG3BH7MnUQZGTpLhg1mjZBhGQGKLkkJGVIxJFEZrREAqgXGogQD7GyWA4mXIyZeUYekX9yTqJzXhG6Q3gPgixJsIuHBPlAiNiDRQscQqAjhLZibMyDQFYELAQJAzvH48aHkw15ZqAmh7WOczIngrnJgMdjReK7Ib+jkI0zLUI6SQBFTJTIEXAt8B5Wphgz/+TqTE48GigXNC6aMFo2cBV8F+GZifXPzVIaE414XfYGbo0JATbgtOSnEmoQB4J1hWH+TMLBa2OuBN2VM+NL4RCMT4SJM2O2GTPrFndKZH9EyokchOg9IRsNt1hC5FMUo6NHQg2yonCXA15b0O8oZlNBr8tpNX3vwANee/kltqTbbr7pmKP+K6nKND9MJ1REnxCZoJAEwiaCj4l41OfxqqrqdDpfffXVKVOmuFxbVxh+kQMMH8mg/v5+LP0HH3yw++67T5w48aGHHhKf7OzspOBwfHHB+POA+cM0FMWNJpPpkUce+elPf7rvvvveeOONgpowMDDwBY19LpdzOp2ef3pYLJZAIPA/uSnbPEAd8Ev0cdWY/0HHTm9ghxzb8Aa0VMzjdQwN9yWSUTkaSsSVYkZDXIUywqDXJToUIKyGxJvPZfe7HfDAQRGoz1YjwVgkFAl6yIKzywD1C8sqmP+GqEiQkEjs42zfmD2YeuzLhG6kAOA5E7PyFhiy4PlDphPRLYYTOFTIFjEetk54BgQ0qURExJ0MWBhIRktBo0g9AIyzLdLdgNhapFGjRiumYi4hchOcmXexcGAMgCLYZtAIboomRiKYA2EGX4GBSOgv5oE5EUE5dghQhBQGBo8zM1owZNLMROp4LThPwNp4YwKUBiHAA3DZG4Rlwnph40N+B99F0lGgOELgIWQ0fOIqIk0TMnpV4JwxYB4EHZi4KcaMDxGPBlgVzAbeGM8Rd014KmLMEaMtZDIWosaS//weq9dlpvoU10GMGTdIrApYnNS+4s4GvDa7pZYnBS4l+mUAxfNd/EIEtVhOTAX5LGYSnAn/Qw65nbZ6phHLTU6ErA2Cj0JBCKgfxJ4Tkj4QyBndN0Q5n9vRiKOMt0F+gTwOmSz8G35csHF5XqwoHAtWL2uVZRMJusIBF70r1Uhwzv2z0CruaG3Sx0b222vCww/eN9zf21i7keKLrBantASZSPqkUMGkRmU5LEciEZvNtnjx4mnTpm0fNjA4ONjX10cWgES+rutjY2PJZPLkk0+WJGnatGl8kphe1/XPswh1o34BcJ4cvOAE6Lre19e3bt06dI5PPPHE2trPCI/r1q1buHDhwoUL33vvvYULF5500kkHH3zw4Ycffuihhx555JGHHXbYQQcdtMsuu0hf7Nhvv/0OO+ywI4888uCDDz700EMnTpz4gx/84Hvf+97pp5/+zDPPLF68eMmSJbW1tdVqdTsm6v/BY6c3sEOOf8YbSGcSUTUcifiLmRTV0gGPE+Rfiym0Ns6lEi2VIq46kIBoIkdvw2oxl1TliN+jxWUtHopGvLm0SokgmnTsg4Kfz3bP1o+sPds9BgwGHFAkeCMcdVGzR9yMSCrGVZTPxQwdw7bmArsbURohIDhnTPH3dDYRMRMvgv2KDHcpnxRIA8aglE8SKWJ9KdjDIGF+2Cixr1wUM0MVA9fi3tm7KQoAPGdI9BYS48ftAH7HqEDjIq0LekyWAYYENytCOuiB+UyslE/SrBkHgtthbMASCTWI9RpfXE5AWS5oWFbhDxEsklbIpVXRDAloBPYZMs8AHmRexrtifFfkhnjovAJ1g9sB44kaHZvwUfCxEKVBRJl4HeibFcWpRMzKzABp0BcKxWUYBiQsoFCQf8EXwbNhSDwv2PjE5awoXEOsJslyHg2OVKWYgjVJzojxiwQWFpeCOp6mWKt4upADVNnX2pQnAcG1cK8Zvyr7UJRirXJmZlXkYngFJwD3jp+eFg/TFZN7weeoFFPwbJrKGbyrsNHliC/i9UJwEUWwPBfx+wXwEH5wXAmg9eRz2fu6O0456cSLL/itruuDvV1JVZYkacOaTxAjySRjCBvTGk00nlAjQTUcUORwuVSOxWIWi2XZsmVnnnmmxWLZvt0QTF4f14BA13Ve8fv9P/rRjyRJeu655/jwVlx9QeMXnPyRkZGenp7R0VEQAiFexP+Hh4evv/563AIKGQ4//PAf//jH3//+9ydOnDhnzpw333xz0aJFb7755hvGMb5Fwj85xsbGVq5cOX/+/CVLlixfvvzVV19dvnz5mjVr3njjjRtvvPHoo4/+wQ9+cPDBB++zzz7Ce9hll12mTZt2/vnnX3bZZZ988onL5YpEIt3d3UKLaavzbxPJYAa+3IzvoGOnN7BDjs97AyOlci6RjI5sGcjlU26P/blnn5z74P2ioUBSlWkej7rwY39+eMFfnwfWg0LIDzXkc5dy6Rv+cPXKFe8mVTka9kcj/nzmM317wsTf/OqsD1csJ7mInRO0AKet/oZrr8DCieQ0diUZCzXUrr3q8osJ2b0uM11xiX5yafWvzz9x7923NNatI0wRhpb9dPFrLz06935OS4gm8uX5TOzO22764P1l/O201eOvENVVS+mpk09a/ubr2VQUmD1h9FJzOxqTsdCN111pNdVg+MXGTbi8cd3H117zO3ZYAm4qFAB7l73x6m03X1+/aQ2GIaEG6YXotNUXsvG/v/fWvXffgseA/RPdEfOZ2GOPzn7tlRcEs4EtHuNdLmi//+/zX3zucSAN0sCYXi0e9jhNs++/c9XKd8kKxxQ/7hSpEFP9+muvvqxcSmPtaFaLs5VKRFatfPf2W274dNUKEAJhaYBG6mo+ve3m6+EhgswLon42FX3+mb8seOkZiJ/xaAAqCSGvFg/fdvP1j869H6uMtwc4gT17ePY9i197ibJMg1SoCiykftOaP914DU1vgQSaK1kQ8lQisvT1l++9+5aG2rWCRcHCYzbeWfb6A/fezgOl6gQhBEpF7rvn1nffXgJThEQ7zg0cgt9det6ihS8KroNAXDj5HbfeuPrj95srWXxT6ho8TlM6KdesX3XV5RfDPBXTiOsQjwY+eH/ZrTOvW/fphziX4/2ebCq67tMPH7j39oDXlkurwpMDdMloytNPPLJo4YsgMax/3KCQ31Etpf9w9WWPPTqbF0nucDukz+69+5aPP/xbwihB5CmA/bjsDdfN+D0rH5YoJ8GVX/n3t2+6/qq1qz8Q3xXc2Jjid1jr7r7jTzbzJn4yWjyUTsjRcMDvdpRy6aWLFl579RWSJIUCXn1kUNf1O2+9+cRjJ7VUirlU4o/X/2He3DmpeLSYTdGeKp9Oep02uks89+yTryxYUCqVfD7f66+/fvrpp29fpuDzBy0NRYODpqame++9V8OaESoAACAASURBVJKkyy+/PBQK8YH+/n6aFACwf0HlQVHl2NXV5XQ6LRYLIoZf5TEwMGA2m10uVzgcfuWVV+6999677rrroosuOvroo7/73e9KknTEEUdMmjRp5syZTz755N/+9jeXy9Xa2vr58zAJ9H6Eo8CcfJU8xJ3ewA45tuENZHOaGotsGR3UUjGLtWHOnPv++6LzHZbGajFH9o5O8CGfu7O16YFZd91zx62JaASfnf97HFafy55OqFdcdsn8F56Vg75CRlPCvnwmQRu0zd0tStgz8fsHPPf0vHJBYycVuGg04rVbai/47S82rP2IRCbIMIFpRlNWf/z+udPPxKWwW2qbyhmiYbDKB+69/aLzp7/79hLRcRioFlv43NPzZt40w+syQwYk8CJeqRRTN1x7xbxHHtDi4aZyxuM0FXMJuhPFFH+1lDr5xGNeePZxsqcQ4KG7QxSffs60jz54BwIBXgiZCC0efvftJVddfnHE6IwAUIGTUcjGn3/mL5dc+OvVH7/Pdo/jIkQR3n5r0SUX/trvsUIKEwF6yO8o5hK3zrxuzgN3YRVwaygGSyflfCY2+eRjH7j3dmFQQZWDPnu1lG6oXXvjdVcuWTQfLIHbIXvic1s+XbXitFOO8xv9G5kuEjfppPzmklemnzPtwxXL8bdko4t00GdvKmc+XbXimisvpVEkxqBaSge8Npe9YXS4967b/zh3zixT/XpSCUDWGIzN3S0/P+PUP1x9GbCHyFkAP5QL2g3XXvH0E480lTPMKmPm625H4ycfvXf6lJNINlE7h2cGNvP4vDkXnvdLXK6oUQgKGN5SzS1ZNP/G666k+o7MC9JP0Yi3r6f10ovOfWX+szbzJr4iXJ9sKtrdUT3sR999ePY9nFYAD9xdTPH/7tLzlr3xanMl67I3iEbAyGZbTTVTTj0+pvhJWwi2o9vRWC5or8x/9vzfnPPB+8vgJ7J6wfaLucSHK5Zf8bsL7ZbaSjHlc1uayhkgEOL+eY88cMetNzIzoqzD4zTh8511+im3zryOByq4IMAzQZ99xlX//c6y10W9Cc8CwU2vyzz55GOh+7BKmSurqSadlP+2fPHZZ05etPBF0b6I0/KYatav+vUvz6jduLq5kiU5VSmmKRdsLheemPfI3Nn3n3DcpLtvv03X9YHerp7Otl0l6eEH79N1/be/+sV111wZ9LoqhSxNEZWQH6VIj8N6x+233nnHHblcLhAIvPTSS6effrrVat1R+yPSAuNbFdTU1Oy1116SJL355pviY0JtcJvB9La23dGv0lhudfT09PwTecS+vr6urq5EImGz2d54441rrrlmypQpkiR97WtfmzBhwgknnHDNNde88847W32LGx8YGECxkWTKVwYV7PQGdsixjUxBoZjx+V3dPe1aKpbOJDJZrbu9Ja6EfS47igIum5nGcdbGuo6Wal93h8tmTidUoUVILWImGSvl0i2VIl9R5c+yqtGIt67m02Qs1NfT2t5SdFjrMLfhgNNlb2AHwZh1tpXpYBQ2FANjip+IubOtTIyiyj6beVMk6CrmEsgRtrcU+3vbRE8jtkKkfP0eazGX6O6osm9imAVsQNg3MtiNej/fiil+jBnJ2nJBE9gsCezWpnztxtUBr62tuVAtpRHpE/xqmNgdrSUl7EknZbejkWS5bPQzJPJrKmfIeWPkqN4mgZ3RlO6OqtNWT/FkyOhBzDZdKaaayhn8J4e1jhQyfWlV2bdlqAfFYs7M3CbUoLlhQ7WUFlqNghtIrhecvKu90tlWNtWv55+q7LNbakW5+ehwr0jwi0cTU/yNdesqxVRGU2jUhDAzQopuR6PDWtfRWhIZCvpHJ2MhQsb6TWt0fbSlmkNHAaBCMarYbeZNfT2t+UwMVWOMLtA9AEwk6Brs6ygXNEvjRhxBsgYZTSG7NDLYPZ75KHAaq6mmmEvQOgGWQyoRMTdsSMZCdkuty97Q29VcyMbxxuyWWi5HTV39pjW6rjPJPBHBgoxHAy57Q39vWzIWcljrUHGG66DFwxA89dF+CkFFc2oYdgysqZyhB7dgGoq1moyFRod749FAY906MhqIPdCqSouHe7uafW4Lz05UVJJiGOrvbGsumBs2MBu4ETy+eDTQ1lwQ7g5P1tywAXipduNqXR+F38O6VY1e1Ti+YyOb25oLlsaNPB28HMGC7O6o8pOMflbu24iSaWPtxkohOzrU/+biRZIkReXQ4OZuXddjSnj/ffdaumhhf09nf08nEtRy0Ed3KK/TFlfCmion4urQ4JDP5zObza+//vrZZ5/d2Ni4gzbH/78xAaG/iODnzp0rSdJFF10UCoWoEYA8uFXp4D85tqLuf8XEPdB+FJQRIWAAwBs0WdhqtLquNzQ03HXXXb/+9a+//e1vS5J0+OGH33bbbRs3boxGo+VyWXy4q+uz/tEtLS1fTZuGnd7ADjm2gQ0kklGX29Y/0KOlYmpcluVANOQP+z35dLKcz+DOl/MZ+hhFwwGn1SQHfXSMpRCokNEKGY2a4IDHiYhhMobSWTihBqmqigRdEAgQRwsHnG3NhUoxJUhYWCm2daqYSAoAd9sttSRZ4dllU1HqmqIRLyX+IgMN8k++WQ65sRYgqOyP5MgFPzwSdGHSRFIZNDUSdDlt9UrYQz8k0YJPDrlJk9O+iM5AcA7IZMPYokCupZqDoljKJ0ULAKheINiiVh67BVpLoZowkNysiOeCPjttG8nXEpzBRxtPlWdfxvbAX2NIAjmHh6EZHZlN9eujEW97S5Em9+0tRSCWpnLGYa2zmTcJXiEZHFHT4XY04q9gAskIlPLJjtaSHHI31q1D95ALeV1mtBGLuYTdUgucQFYIKEVcBUopUHnKaLhMWSDAtc9taaxbh8qCpXFj3FDHg8WJw8SZWVGMgXl22uoBwMHqCaNbqrlqKR0Jukz163lSmHyXvYHmfqg1I4wtiCB8DEeQTDnlo5BIYDBgpwNem8Nah+8LN4Knwz2SsoFJCrBErWDEaBUIYtRSzXE79BCC0wDkAKcBkAN3B9oBq4J/iiiflcznM5pSLaVxpNqaC8V8EkjJaavHfRQpD1H92NqUd1jrGmrXQu9gsUHiEYU8pLdooxX2O7vaWtgcoAo6LI2/OufnF51/rq7rQ309uq6/9Pwzx/z4CHqbeRzWgd4uGkZnkrFMMkYPyXhMsVgsZrO5UCi88MILoofQDjmEmE9/f794MZVKffDBB7Q7+uY3v8nl+OR4FOELnr+/v1/w+b+ag4ZMogWD/o91ECQ+oFLS1LGvr2+rcsq2traampqnn3764osv3n///ffaa68TTjhh1qxZ77zzDhPFfcHK/AruaKc3sEOOf9AiBBvIZJNKNKTreiabDAQ9fp8rFY/SjNhpNblsZpqOhHzuxtqNpVwaSAAVd2TCMskY/Y6bywUqiKgwtFvqiHJ8bktdzadD/Z3EGdhg6gKCPntD7VpYgZbGjaLsjZwuCV27pba7o2q31IJhgi5QJuew1kHQg1Tl91itphr24kI2vn7NSiXsaanmNm34hPS/aAYYU/wEnQTW0McIbqCP2S21aBtj+USJHQXc9Pz1OE0ep0kxdNyQd8WANVeyVlMNNWN8BttQv2kNMDinBd3lTmOK39ywgYSF3VJLjiBiyMIzjWT9ibcAzIVooLlhQ2tTnrQ9lhXCfEZTaJQMVsGNoFpDNT9foYEhyLZwfZSwx9K40e+xtrcUCQ1FsQCOF7hFNhUlDgb/oHmBKvtc9gYMMGR+YAY4FsA/cDA9TpOQKNCMPk8Oax0OGRrJLBWuBSHD7Whsay6Ml/FBHyIccOLWtDblRcGe4HgCgAtGRcBrA7yB9xBT/Kb69ZViCqsp6kTwUfCZSHYA81DdIAy/zbwJC+qw1vFFS+NGujtyO/lMDNUNYBtRJWi31Po91q72CvUjPFzQKfwAGAAUGuCkIqAJMs9TRoZIAEI4mi57A0AUixBeRdxo3xXw2lqb8viX1BpQihI2NMFaqjlzwwY+DyoDPsdddLaVRYkBqb2YIe7ptNULtQaKgCIBFw2lgl6XtbGur7sj6HV5HNY9dt1l49rVbE9Dg30nn3DsfXff0d3eYqqrsZnqQz53wONMxaOVQjbs9zjMDYlYNJvJeL3eRCIxf/78c845p66ubodsjuNrAXRd7+npefnll6kvmDBhwpQpUxwOhyzLRNK9vb3E+l8EG4BaCKKOuOFXyb/jimKcDGZwcBCcf8Q4dF0HP6AvgxBdGBsb6+zs5LtDQ0MtLS2qqj7++OMnnHCCJEl77rnnBRdcEAwGv7Lb0Xd6Azvo+HyfgtFSKRcK+wYGe0NhXzDkjcfkSj5LhSHSH9ViDuFhdAYDHmdrtUTNDx8L+dwUApVy6Uwy9lkL2vBnSLvb0ZjRFI/TVC2lVdnX29UMcb2lmhNKJmQimytZoYkmagIxA0igZFNR2rS3NuXJuLNnEZmxP5LUj0cD1M0Te8G4Fvh21KhKh7UAdCGH3JViKmmIIUaCLhTc4tEARRDA0dQoEtCX8sl8JsYrKLSAvdNOKZ+JQRGHWI7dwswQt5ETIT4jDb9VuSC2QTEqGIV4H2WTSthTzCXgQ6iG5DD9Z+G3YwJB18k7pJNyMZcQwjsxQ9cvZujh5NIqHRFzadXjNDF+DB7IecTQphW5HuyoEB1KqEH4kjbzJlENP54ZCq0MT66pnGmuZPmYYHtQBAGKUC5ohPvMHslpzBJEOSJRc8MGonzCXCaZOBW3g6ngdbJIKO2QA8poSjYVJdPBF1lROB/C2If8DquppqezCahJNYQu8NXI8QPVtFRzWO6O1hIWFEeWCgvIHIBVvMvIi7kE16VohYlCJZqlS+gPRMHf0P3g9wmsQmhScZvRiJdUDiWCUUPwUchg8NODsUihI4+eNARlk/xSRH9tcI6mcgYPmBUlkjIMuFpK80vkM03lLAolHoe1kNHkoC+XSlSLuYvOO/f4ST/RtwwN9/fqup5JJXaRpPfeeWt0ZJAGknElHAl4o+GAz2X3OW2qKsdUtVQqmUwmotUvXlMgBH35e5uBbGdnZ11d3QUXXCBJ0l577TVr1qzx5ACsJjG0rutfKlkuGikJouJXeYyMjFAG+T/VCFA/id8A4IHHg9/wP532vffemzJlyp577rnbbrs9/vjjsiyL6RJsCTiGeE47xA3a6Q3skOPzPQxHWtoqSU3dsmUwIgdSmYTFXB/0uqjwQUoIJaKw3xNXwmTycqlETA7xW6WmgJbzDZs25FIJML2MpiZj4bih/Eq+H+0XMqnAlQR85OxbqjlD2t2HFcHI5TOxxrp1SAkJeiAJV/LHVIVh4YgshdIL+VrB/Cf9KTjtZGGjRscEUYXFODes/UgMg8CRMJFBuh2NbM3gH1hodttkLLRpwyfE00SiXIUAHQBDJGJFs3k2XFyKhKG4B9BNmR8lFaAgsiEtDNOeDdphrbNbakFKsL6EjzDsSLWQkBbxPXmWbCqKwADhOLQDrCDeidVUw73HDWk/QkBmlTQNFot8TdjogwDMUMwlYMKLoFyUv5Nix5YwPB46PgH+CmaGSzPneAME3ATrTB2TydqABQJ7P2loIOJgsQBYRaD0Qn6AScZjY6FqhtAvaAG6FKg4i1IFxpyMhSiq5EHjbuLWMH5L48ZKMcVSEZkaUAT0EiBqsFAptSDvgC4FcbZQO8CipxKRhtq1+HnQIUWjL+4RmgvlGEKcgEdQyMYd1jpW73gBIha5Evbg1/KVpKEFSbIg5Hc01q3jQgIGwNXm75DRXoRfejjgioaDNECBbESxgBz07iJJ77+zTNd1CARLFy088Fv7InZODxQQBUqZlEgo4A8Ui0WTyfTqq68ef/zxXq/3X258WCPE/jj6+vr4QwS+6XR6/vz5hxxyyC677HLJJZds3LjxP0u9/6s/hJdQrVZnz5592mmn7bLLLscee+xbb70lMhF8DLnGsbGx7u7ufz+bsNMb2CHH572BLZls0mSu6x/oUaKhdCbhdFkbazdC/S3l0uQI6DHfXC5oMaW+Zr2gECI5gBBhJhmLK2Gv0xYNB4rZVEZTbeZa0tukz9evWYk+DMXrmtGWt6+nFca1KKAS8CxRKb4CZo89jtglHg1US+lwwFm/aU3MaNEG2slW29vVnIyFAOeFzVANqUEsX2PdOgwYSVMiWqHrTqI0YUgT4rhAvCKtILgL4rRACBFDTx5rVL9pTT4To4C7Wko31q3jtMLYYwBam/KpRKR+05qA1wZSgkUsZOORoIt0tdVUQ2IezjnkL+B3YfiJ9bmEHHK3NuVhzJGdQQYHlUN2bd4lyQI6DcGCrE0hGxeEA8VQOcSyjgx2B312c8MGr8vc0VqCe2G31LY1F/weK4QDYmJMMnNC0WBvV/P6NStN9etZDDxu3AgYGLBMiCx5fG5HI+YZO0ejXnIHyViIhyV4GELPX2Q38I3GRjYHfXayCZ1tZXgDAa+tvaXoc1uqpXTtxtXoWIg8F0X5kPVW/v1t6AiaoW4ZMXpAsIxxQ9FgIOLn4ebS6sZ1H8uGyDTMEp5XKZ8EUoIJyPphscWjAaJziBFwRMh5geVAQUD4j8SW12WG3EpOivQNDo0gJ0aNptXkmxgVhbu0piS437juY+4RWAXfWrhl4B9gUfwAWR7crM28Cd5AIRtXZV8k6K4Wc6iSJFXZXL8JiaFqMXfZJReecdpkXR/VR4f14QFd1yf9+Igbr71mbHhADvroEO22W4rZVLWYczlstZvq4vG4qqpLly4988wzv2CfAsAAIctPPSFvdXd3X3nllZIk7bPPPosWLRIdince//zAuguOxdDQkKqqd9xxhyRJ++67L1JLfX19mzdvBlOBkfDvl1fs9AZ2yPF5b2A0X0jb7KbRsaFwxJ9IRrVUHAFRv9vhtJo8DmtMDvndDtGhwGUzgw2E/R5gg6QqKyG/qa6mtVpCqdDvdtit9ZGg226pDfkdlH2X8kly7S57A/bb77HaLbU0kmlrLgjuN4EvUDacu3JBY49DhQ341GVvCPrs4KLEo6ohlod+AJYGZh+WUnTZwX43V7JE1ci3sdPxyca6da1N+bghzxcJurCdbLuq7GtrLnBC4kWACuxlMhaifTAQNzcIcErtFlsnuC4pAGAMwbYjd+u01QfHNWxUwh5aKsALgw8PhAC2IZRhRFEi5gGPARA+6LNTlMGNE8gWsvHWpjwCQV6X2WVv4OsZTSEkxWsRwbF4TEjedraVmUCvywwhA2A8GQvhOQkkwNywIeC1ZVPRjes+hv3X3lLkOYqyUsYMrkA7R/IOwAzA+JQRgsPzLrl/QAVEqEilK0bTIMEhwIFoqea4LnROt6MRmCShBjtaSyJBAyEDCKR+05qMppDdYA5DhgawCIh5uA5rnddldljrRB6dM5MsIy0FZYE5JIHS3lKkSIRa//FKXKKEj/ttqF1L+oP8vdDJwJ1iMgnTVdlXzCUUQ3pLPL6o0dmrqZzBoSH/Ym7YACsCR5zr4hQGjW5erMZI0EXWgLf4ZUWMnpzodPE75ZcbjfjYMVw2cz6d9LsdCJmE/R6v03rAfvu+uuAlXdf1sZHN3R1NleKhE79/659uSsWjHodVCfnz6aTTagr63NmsVigUfD6fxWJ54oknzjrrrC9SUyCMUH9//9DQkDBIqVTq0ksvlSTpyCOP3Apj+M9q5PN/cgh3anh4eKvChKeffvprX/vavvvuO2fOHFwBmiftkGTBTm9ghxzbwAZa26rxhKLro7ISVNSQy2nNpRLAAAGPM66EK4Us2ABaoXLQVy3mEBXHFaAxQS6V8LsdqXg0n05qMTmuhrvaq7CfCCXZeuA3xRR/e0sR7LGYS2BWuzuqBHOxcUq67IAEXoRcpNUhD4qzkQoVigIE6BhyglERMcNUID7zOE2oq2pGjz5R0UClgAj0CanH57+5isg9ky8HYoXP2NqU59YIleAACq03Ijxx5oShDksc1lzJwhvg/PTaYfyFbLylmoPqyBRxqnJBo1yQ8jBhU7Gd4mwk2sdTCCEP2i21PZ1NoiFkcyWLEpEgJHa0lkSRvaBAgknwLBBjJoEdCbqId5lSmjDxyVQiArABAI5qkGI00SE9gXNDNQfgNs+F+DVktOoJ+uwdrSUqDqh9CPrsnBw2Rks1pxntLQTzP250iiLLwOTwB4wHkg4U6LPeIKUS4sMSbanmIka7LOpBYkarhbbmAg+FMwPIEx9z75jPhNFWihnD7cN5gkUI/BA2ejAS6JMLACSAIoOCJ+dh/YCmKIbAA3dB/yShRcgU4Ymit8E8U4YK5QKon//weKCeCGQooynNlawgw473GvlFNFeyjDka8aYSclZLoExMR7RcKhHwOGls+MIzT+3zjQljI4P6liHqC1589qmJ3zsoHY9WClmfy06IkknGQkFfoVBIp9ORSGTx4sUXXnjhF8EGxhPleKWvr2/x4sX77rvvxIkTFyxYQDtj9AYoHSRl/r+5G//HHxASaYOkj6ssYKorlcqzzz4rSdIpp5yycuVKXdcHBwf7+/tFGed2Hzu9gR1ybMMbaGtvSmrqltHBdCYhK8E77rj5vF/9wlRXQ8Mx+AEgdVktftvMmx564F78ehoZ4CKEfO5yPvPz06csee0Vn8vuc9mVsC8a+QxdD/kdHqfpkInfWbTwBSJ4DDw9VTOa0li37uQTjyGmJKGOmSfWefutReecdRoRPPVUIOfU1M28acYFv/0FRdIwwkjq09XtqcfnXjfj99Rns1thEsgxX/DbXyxa+CL6B3ZLbTYVbSpniHHzaXW3XaWnHp9LwB01VPEpF7Saas456zRqFgQXktSDFg9/8tF7P/3J4WRMSQaLdo7FXOK+e2495aRJyALisuBzkBRY+PJzV/zuQlLywnEhIGsqZ2ZcdelDD94t6vLZ2akRyKaU43965E3XX0WgSWaauJwE8BW/u2DRwheJTb0uM+ZNaBGectIkIGWomngq2IClr7982inHLVk0PzlORA9D1VTOfLhi+W9+dVbtxtWlfBLQAsuKZ3bfPbfOeeAuAlnGTFgMFH/OWaddcuGvMPbJWIj2EFzC57bccO0VLz73uEDjKf4EZkjGQus+/fD0KSfxOITiggCWHp17/y/Pnvr3997Ch9OMVguRoKutufDkYw9ffcUlLCdB9cAxSiUil1507qsLnhcKB5wWgmEurR4y8Tv33XMr4xRjZvzmhg0XnvfLVSvfZRjMLbRHVfa9s+z14yYdydJlnZOiImXz3NOPnj7lpHWffhg3qihZFdz10tdfvvqKSxzWOjh6RPnMdioRuen6q+65c6aozBTMPty1SUcfdu01l8WNxoNcFPcoGQtddslvFy18kcoXciKi8GfVynfPOWsyuTM+L7ii2VR0yaL5x0064o3FC4TQJD8uPKSa9avOnPYzECCeSCToDvncXqctEY3MnX3/fXffYWmoTUQj7c0Vj8PaXC7svqs0/8XndKPaUNf1M6edduJxx/Z3d1DBFFfC5UJ2xtVX/vmRR4PBoMfjmT9//s9+9rP6+vovuP0NDAxQED88PPzUU0/tscceV111FYp7iAqDHIjugv9x7Xy+4oPiCNgYuiHejKSBAAC6u7uPOeYYSZLmz5+/o6670xvYIcc/1BTgEFSqBX/A3dXdVq7kQ2HfddfNOO/cX/mcNgQG6CUa8DgDHueWwb5bZ/7p1j/dyC8TjiHSQyGfu7VaOvG4Y5e89ko6oapysJjTEmoInqAS9jRXst/YY48FLz1H8EeesphLeJwm9s1JR/+4sW69iAuxASDDH7y/7JSTTqTrAfoEgMBBn72rvfLgfXdOnXzyyr8vB/MkCyDk+R56cNZVl19CgE5tVcjvQF6tp7P6y7PPeuzR2QAVkN0SatDSuFGVfbo+vPeee86dc2/c6AIsMGcuMe20U+pq1hKF81/Aa8O52bD2o2OPOZqAEpyf/PH6NSu72iuPzr1/yqmnrPlkhTxOAR6OQld75b133vrFz08P+e1s1rATsCiVonbl7y995KFZmCicm2QsBBFsYHP79w/6zt133Jox2twxh2g5u+wN5/9m+ivzXwDPCPrs0OWo+Fj98ftHHXlYQg1QWIE6AgyAfCb2/t+WHjJx4t/feyuViBDuQw6lzHLVyvfPOWvahrUfAcAQgCbU4KYNn/R2N8996MFrrvxvv8eCIY8bksl+j7W/t+3Un51w/R+uAc6JGs2WSH+U8snLL7vomSfngSdRRSlsZzopL3vj1ROP+2kqEaYqBCQD96taSs975MFjjznKZq6JGQJ8+KBOW31Ha+n5Z5647JLzfW5LpZgCSgn5HdlUdMPaj7YM91x68YVzHrhbDrloryDghJDfMTzQ9a19937q8XnhwGeWXow5GvFmNPmXZ5/57ttLBXaFabeaairFlLlhwzFH/RgdzJShwYxjVy2lF7/20n8dfuj7f3uDNcO7nLlaSq14d/mZ0051WOuosCBdQrlsKZ+84dprZt11C4s/ZrQApdXQUH/nUUce/scbrqO8AodMEGJK+cT5v5m+aOF8UBmRnsMdd1jrJh39YxIo/ApYUfhMH33wzlFHHvHB+8tQ4wDLQW0pl1Zr1q8+c9pkpD5AHbRYOBoOuO2W3s622fffe8MfrvE4rFpMadi0oZzPVArZF55+YsLXd8ul4ro+1t3RqutbdF3/xm67zp19f3d7s9tuSapypZA9/7xzH37o4VwuJ8vy66+/PnXq1Egk8q83vi1bRHo7l8udfPLJRx11FJLGAgMQyjk0IvrnISypB1EaEIvFzGZzuVyGUQ8C0dzcDFNBNCzgn8LJwHyKTsS8tZX+P++2tLS0tbW1t7cXi8Wenp5qtfpPPBWhhcD5tyoi2OHCiEyXPq5MY3h4WAg3MauRSESSpIULF7a1tQnho/Hf/VLHTm9ghxyf1xsYyeVTXp9zYLA3nUn4/K5SKdtSKSohP/Y+5HPTV5S86UsS8gAAIABJREFUQCGj5VIJLaagSsRbMH2i4UA5n4FLmIzKCTUshzxs3DCuezqrkNdihmguCD87daWoATNGjfZ9YOYE3y3VHCxo9jtRbke41tacB0kGUSCUzGiK29FYzCUI95FekY32dwygqZwWXe+IsImowEK72ssgw6K8HswWuBU1AuBfYXLYE7V4uFpKiWiYOjFB9MtnYjASMIHiYyQLEmqwmIuLAjbVaLGISg8ETMJukGruGlPa0Vqiup0zY33JawS8tu6OSjTioSgjYqgmC8C/rTnPLcArDPkdhOAMrL2lIDiJPAXGANGBKkdh4UQrpnDAWcjGK8WUiFOFEmI+E3M7Gvt6WitFTfAeuGVOFfI74HJSUyCKLFRDdDmViLQ2fQbXw4fAUEE4SCUiMCF4lKohkAcGk0tHQXqAJZg94uaQ39FcyZCPwC6KOk8tHnZY60YGu1KJsKD4KYbKL2NubcrB10sZ/QsYEjOJ0ymSPqqhWxDyO0r5ZFd7OWl008BFxq6Dune1V3xuCx4PE8XAYoo/m1Kg/vFPAZAALXS2lVub8uLxibcMqmCKGVMMcWUeFjmv4YGukNGWUBAIhDJET2eTKNEU/pxRfepAd4slEQ4604kIyiVqJFjOZ0q5NFuKy2auFLJBr6u5XNh3rz2fe+oJXdeH+nu3DA+MbRla88lH39pnb7fdGvS6ouFA0OvK59JaUgsEAl6vd8mSJaeeeuoX6WGITNDQ0FC5XJ40adIll1yy3XsojoKQDcjn83feeSfdgA466KAzzzyT4vtIJHLeeec1NTXpuj40NNTZ2TkwMNDe3t7d3S3SEJxqy5Yt/CGU/3t7e3t6eijzGxsbUxRl6tSpP/nJT4444ohDDz30hBNO2G+//TKZjK7rAwMD3d3dgsDPJfr7+3FB8HJwNXRdpy/zvw/Uf6lj8+bNbW1tuq7X1tZOmzbt3HPPhW3ADCCP+GXPudMb2CHHNrQIU+m4y23r6+9OpeMeryMek+NK2OOwwgkIeJxBr6ucz6QTasjnplNR0OsqZlOFjOa2W2AFk1Aga0CvIy0uB30OktMJo4kfu6coEUzGQuTaReKfVwhiIDGxPwIvxw1FevZQirX4gNAtxniQ+wRIJ/4mBGSbrpbSfJGzQenHzJPeZisnyCYUw8mg7ksU64MTIBpInTo9FEh2iP7IJGj5LrYZOyqyD2GjlwwZa6wmikykD1qqOXZVigkFw9/jNHFrDI/qTZL6lJvHjUa6bNnYPOr9OBu0Cb4CVoxzI6T6MABEooohy+h2NKKvxwzwNHF3FKOtH39rhkByzBBxIgrnRggcvS5zpZgSRaGipI0UCbMkSuCEtB+LCu1n6huRUh5f4kHiQ1hBvo6HihMgWA4UbkAH4VpCw4cxow9BLWsk6BL6GeS8KC1hKrCmAlRPxkKlfJJ0OypAfo+V6kFgjJTRnUtQZKCRoicBVMAHuDoLBmkg7gLfhToCBhyNeCk4BMan+wa/NdZAtZRGHRmnTdBiKMfl8fEu7Z5JLvAbFMRDaAosLSCEckETBZaCm8nt+D3WUi6dSyWoVYaWVMhoqJ7bzQ366PC8uQ/94KAD25sroyODY1uGxoYHdH3skgt+e/ppp+i6HpNDQa8rk9a8Hm8oFPL7/UuXLp08ebLNZvsiex+m8fjjjz/99NP/nT0UpcKxsTHCXyj0U6ZMWbly5TnnnCNJ0pVXXqnrut/v33vvvavV6nh6HV8UDZQHBwcx+dT0EyhTg4dcIEG82+3eddddTznllBkzZsyaNWv69OnTp0/fqj0xZxb/FEX/WGI0hXilo6NjvNLi//aB7QftqFQqEydOfO2113iLmdkOXuFOb2CHHJ/3BraUy/lA0DM4tFlLxVxumyIHs1pcjQRpSsQfSVWWgz6bqT4mh+ADY/5DPnc0HECHgPbHaiSIJoEqB8IBl0i0k84UEYmITeGxs9ELwIDNDjycvZhP4iUQx7A9hYzOcrw+XoM9YrROxtIr/yjERuwlgFMh8AJGCvUas83lxg8DDJYNmlEJ3AJjMN6OithUFBEIwjwmWTHaPKqyD+1CCr2wZxhI/BK4hNgYcUIIaxQR4IsQQ3N+Aj7Y4CL4E7BE3OjdgAsVM9oK45+BpohAXzP6RMM/56YoWcTUiUCWM3BRJp/xiPyFUFtKGJoHgvTOpWVDb1HAOapRHSqAJThuTCBzRayPiYIXIph942fDaatXZR9Ow/gxw4wjlBcPSzE6EuGaAJIzFYrRYEmU7VGWSa6EMePgJoxmWpheUUAhomocCKH1JIpsQW5YeyJ9xrrFXcZCk43id8RywguhAAEzj385Xl2RfIGA7sQdCbBkfEsLUbAAnYU/YL0wycB1/BKpSRFCGsYj86BQYjc3hP0eCgpohi7+n9Xi08/++dFHHq7rendn2+jI4FBfz8Dm7v332/fZJx/LJGOmuhq/z52MJ5LJpMvlWrRo0bRp05xO57/c+Iie58+ff+CBBxIc027gyx5CTgcAPJPJ0L9AfGDq1KmSJG3cuDGTyUycOBFsQFXV2traQCDQ29vb19fX3Nzc1NT06aefut3unp6ejo6OsbGx3t5eu93u8Xiy2Sw4AWX6uq7b7XZJkiDiiXRGX1/fwMBATU2Nw+EIh8MY+NbWVqfTGY/HLRZLKpVau3ZtuVyuqalxOp2dnZ12u91ms33BRsk76hgbGyuVSrrhl5jNZkmS2trakGASSkdf6tjpDeyQYxveQGtLNaqGR7YMpDMJl9sWDvmyWrycz6A4lEnGChmN8sKAx6nFlFIunU6oMAn4GCVAyBXn08lUPKpGQnE1lEvHiClF3x0Y8myUhHfCUFHpzu6G7SGhThEX4msYjEI2Xi2l44aykBYPF7JxIa5CUELgTskZhGoCJuJgeFLsqvRUxOgid8gYyFKXC5ooVIM9wC7JIAnZUY4D+UDYFQMp0AhqCnAjCEMFtz9sqPOGjZ6N8ri+A0TPlM4TWMshNwNmg0amnhwHARkkfAIyjDSbvsDn00YPX/wGLA0+UymfJMok/ksnZawjtpOqd8SU4BYohrwu8bpgDqYMbWOcNnQVccggq0PswAoyUfQEEj0pKG2PKX6q/Kl6oPIC101oUDIqCO3kbkRbI+r4hQ6SoLvjmxL+yoZgH+sNJwxGC5CPKvuEpiHGPhJ05TOxYi4BfMKKEmNOqEFqK0TqgbwMtwCVBP1KaKEhvwPXE2iHmj38BhYevx0GiTgx08jTwfoGffaWao41xq0xJ3AaEG+AAxExlBbRUCIDBXrHCKkiAX7DQ6IuA/cCBxGfFTIHQBreMI3EWBKoYImWpKlkpJCJg/YHPE5yjuwVAY8znVCbSvmAxykHfX9/d7kkSa1N5aH+Xn1sZGxkUNd1c13Nt/b5xttvLinnM6lUPJ/L5/N5q9X6yiuvnH766W63+19ufKTkDz744Llz5+q63tHRsX0bKKg+ZmxsbGz16tWSJEUiEaEz6PF4FixY0NHRIcvyd7/73UwmEw6HaRksSdIJJ5xQLpeDweDBBx/MK1OnTm1raxsYGLjwwgt55YADDnjrrbd0Xaeboq7rLpdrzz33/OSTT7YazNNPP81X9tlnn3nz5um6rqrqEUccseeee8LklyRJXAjcQpKkSZMmhcPh7bv97TiY6s2bN4ueDldeeeWMGTOam5t1XR8eHh7fzOkLHju9gR1ybMMbaGouyUpwZMtANqd5fc6A3x3wOGk9EJND6YSaikfhDeTTSXTEitkUukOFjAZskIhGEtGIEvJrMSWfTmqxaEIN5zOxZCwodls2U8wt9V0EDRgtcr3sbkJ8l08SewmhX4rZ4kaveiIw3kJNj68AvxNZokycjIUgP4eNNrjscQL8x97womZoArLJEu4LihwfE7XvotxRVGOL6gbxLnu6kKzBMBMoCwU9XBk55GZIGFpKFRgAQwIqSBj95gUxzWqqwfLBdRcD4HLCt2CGRVGcwPCxMVhWkdZh8uHti0J/4Gtq3ogpmQpcEEJ/PCTOAMwO3kBQDlXeZt7EH6SNGDA2mIS0qCnl2QkQCCoihDU+CeYfM1ofAWCIZ8fC4KlRe8Ik8CjHqy6SVYHSz0JCh5j7LeWTlsaN3AhPk9MyZiBxMiaMGZ4/kT3sjWopzWKg0gQUQQAPcaMmlueO+ysSVU3ljPiZCM0fVlFM8ZcLGuiUmBP4tsD1FCKO98hjhqRgypCLBoUC8RIYVVM5wyMQcyKycoAB+Bm4fSw24aPwRJgZLR5WI6FoOJDVEpCNKvlsOqHG5JAS9OfTSS2mRALeTDL2i7POmP7zM9mvhvt79S1Duq7f9qcbTzv5xE3rPtUSqhyW8/m8zWbDG/givAFd1z0ejyRJuq53dXX19/dvt0NA6YGu652dnX/84x9/9KMfAdqjsZPP5/lYXV3dwQcfrOv6GWecIUlSfX39hg0bJEl64okn7rvvvgMOOCAajbrdbnolL1++XJKkRx99tFwuT548mXGKy23cuHG33Xa78cYb33zzzVdeeeXJJ59MJpPZbFaSpMsuuyyVSs2YMUOSpEQiUa1WjzrqKEmSnnzyyVmzZn3rW9+6/PLLNU2bMGHCvvvu++abb65cuXKr7sz/2wdMiK6urpGREZE0kSQJdYfNmzcPDQ19WSLhTm9ghxzb4A1kskmf3zU80p9Kx31+Vzjs87scJPOQHKapaFwJl3Jpv9thNzcgNqDFFJfNrEaCWS0O6zDgcTqtJjUS1GJy0Of0uT/raIL2nN1SSytbNgvCCGTm4GqJzrawytmV2ArtllrCcdIBqKcRpMoht9VUQ5cd8V1CPXhM5oYNmFuibewo+74WDwv9WoBQgmxRb0aEio0hrCdLLUTc4oY2EfhB3GhLGDW62xF1kcKIGhLxLnsDarWcmS8i65bRFCANbKr4G9vGLfBFkiwxxQ8aXMwlGmrXkjwm7AZvECXmfqNzbsToZRwbJ/EESCC4b7Ql5AOq7HNY66JGw4iQ30HpRCToopo8YIjPoObLRYmw3Y5GFKmx4nLITdNqiPQ8VgxzOOBkTni3tSlPdyieBYQ7kRhiYDxNXChmVRunWOWw1m2V6GENVIopOeyhuxJjBueAIJJNRZ22ehoZ891I0EXfwng0UC5odkut4HWyaLliJOhqqeYQyBKersveQIyOz0fpJkRCJeyh55ZidFtAWUvIBkQMiWh8DrSMmB9k/gRdsZCNI60oFjnYCdUWNvMmGBWkZsZTKFKJCDgZHmQk6HLa6mMGk5cOTDFDxSg0rrk2PwqP08TPQTX6R+DqgW95XWaR1zMyO3LY764U03LYZzPVpbWo3+NIqLLfY/O5bUrIp4S97W2VFe8t21XaxdxYp+v62NjI2OjIlqH+/s3dU087bd7cuem05nA4E4mEy+VauHDhaaed9gW1CC+++GLIg8Sj27eBAgmIJkC///3vDzvssGw2qxstDHQjU66q6oEHHqjruiRJL730Em/dfPPNkiRdffXVEyZMeOihh5LJ5KeffhoOhy+77LLjjz9+48aNmqa99NJLkiQFg0HRdzgQCHzjG9/YZZdd9thjj7322mvChAmLFi1aunTpnnvuWSwWdV3XNG3vvfeeOXNmd3f3D3/4w7/+9a+6kV+g4+IPfvCDk046iTFIkgT28NUcolxC13UIkoxhxYoVfGBnTcH/1bENbCCdToQj/rGxYSUaCoa8yUSUXkTphAohAEXxaDjgcVhzqURSlV02MzJEKBVqMcXrtHkc1u72FvILkaDP57b53Fb2ZVX2uR2Nm7tbnLZ6ZPtIAcCYA56lT6tsiKmJVDFQaltzgaZEcJrYi+WQ22belFCDLdUc9pK0AudRZR8iBO0tRVoCkjsg7owEXZbGjeNjay0eRru3lE8iEdPVXiHIY6eDQoXdIlZmlycMGp95FSUAcKxETQEASTGX6GwrC3o2t4/Gi9dpUiLeUj5ZV/MpOoDC9rMdi6uT5CYOoyzC4zR1d1RJnIP0hg0lWtLGxXzSaasPGT0CMNjYAC0eLuWTTmsdJhBnC8AZMACxHWYPZJu3uOuo4tdiIewZY+aKRIciecHIBXUg5HeQ9cBHQVJauCbQ2fA5cKdIPWD7I4bGDi2nyYYI7p4S9hSy8eZKlsXG/YrZAzwIG+kSS+NGPBhRfUo0zJgZCU8W5mNbc4GoGiYHVlnkvJorWdUojkV+ESkCFJrRCWa9CV+zXNBc9gacZiJs3BRsMHcH8ZD6PcgHTAVKlyAEDJhXWBiMkCpKwSRQjEoWfmu4mKxh4IGE0a0g6LN3tpX5xcUUv/AgucGMprS3FGNGH0u84fEFEfAKeV44tRAwwwFnNqVqiQhr2+e2Bn2fFUcosjcQdAxv6Z0y5eSzfn7Gli0Duj4yMNA/PDyk67rVYt1vv29aLNbm5maPxxMKhZ577rnf/OY3JpPpi+x9559//p///GfwfAj523cI6oCu6zNnzjzwwAM1TRsYGBgZGenu7h4dHW1oaECj9/vf/76u65Ikbdiwge8+/vjjZM333ntvahCuuuoqXddvuukm6R+Pl19+WTfId3a7fbfddnvkkUdisZjT6fR6vR0dHa+++uoxxxzDaVtaWg499NDbbrttcHBw//33R4ChtrZ21113xe854IADzjnnHAYvSdLSpUu3+/a/7DEyMkL039vbK/wwSZIefvhh3QBavmzF405vYIcc2/AGqk3FRDI6NNyXSsdjcTkU8nW1NrdUikGvK+z35FKJuBIO+dyoC8hBX1dbcyYZS6qyyCNQi1gt5hyWxmox11wuZJJqRlMzWhSAEWp3JOjq7qiS8gfXxWqSLbaaavp72+KG7hB2mn2f+vhKMdVcyVIjUMwlSBZkU1GAXKTW5JCbVDql5HC4wA9IjgLegkAUsvGgz97X0wq+jUBvW3MhoylOW308GqAPMuFy0lAuQly5qZxJJSI9nU3C3GKH2E+bK1m7pXZgczv3iA+Bh0GQZ6pfnxwnhSTsLqEqZAVQB9hwBMfAvNVSmmQ5iDGWA6FDgjNKDERtYUINOm31BPFtzYVqKY0AM6gvVh84YcvIZtBgZpi4NmYUT5Jop/oDeJyihmopLRsCt9lUlOJJ7K5gtLVUc1gCnjtGCCtLoAwAwENnGkU6gGc9Pm8NAYK4eaCvI6EGyUTk0qpoJcz/yS7hYYgx46PEowFWSD4Ta6nmMPDMDGSUlmqORSsaJYT8DvxLwP/xy0kkC8iFQTsAO2Gq8dLEqUjlCH4fDxe9LFwECmpYA0xCPhNrKmfgSyphD22XQ34HWguUyTCTQkAQj4E5YbTAZvAAohEvKZJyQaOTJIOH7UH5A6sxYbT7IknEzPvcFqQ8BeGRhYqTkU7K/NhFzogzA8DEFH97S5F0GGdLJ2UtFgoGHR6fSVH9H69asceE3T9ZvVLX9YGBvtHRMdhz11wz48gj/0vTki6Xq1AovPTSS+eee+4X7Gh85513/uxnP9N1fXBwUNTvbccB4w87LcuyJEnoFmDSrFarJEmNjY3hcHj//ffXdV2SpA8//JDvLlq0iCxAf3//7Nmzjz/+eEmSHnzwwdtuu+2www7z+/3pdLpcLmezWaiFXKWhoWHChAlr1qwZP4xnnnnm6KOP5u9kMnn00UffcMMNzc3NEydO1DRNjIQPfOMb35g+fbqu6wMDA5IkvfHGG9t379txkFURlYRMuyRJtbW1oCkoPn2pc+70BnbIsa2agko+k01uGR0sFDN2h/mmP1571tTJXqetkNEiAW9SlSkpVEL+plL+2quvmHP/LOiEIZ+7mE3FlbDf7YBdOPXUn730/DNoE/ncNvKyKNbFFP+39t3jsUdns2uAewOlgk+edspxlsaNGHXcBbazmOL/6IN3ppx6PDbJaqrBAyAkKhe0226+/uwzJ69a+W5TOUMAmoyF0DVqrmT/8ucHL77gV9VSmmhJJObZ+KafM+2JvzyEOTE3bEBEmVi5t6v5+wd964VnH08nI1GjP55g1Htd5tNOOe6D95eV8kkQDngDAB7vvr1k8snHCr66uCOP05RNRZ958s/nnXv2+jUrhX1ioySMe3XB8+ede7bfY8V+Q6EglCwXtEsvOvf+WbfFjJJLLAQmLZuKHnnYD2bddXPS6NoHoouR9rrM504/c8mi+UJsmJa40Bo2rP3o6P/6EXFbuaD53JbmSrapnPG6zLm0+u7bS0487qh3316C9C9EOeLp1qb8inff/OXZU2nLRIwo0uFbhnpuv+WG+2fdRs8COJuYIrultq+nZcqpJ9zyp+uLuQRWiqyQICLceN2Vjz06u1zQQEFgUJL7j0a8q1a+e9ykI1Wjhy8pgFI+ScPfJ/7y0NTJJ2za8AkCyXBUgXDamgvPPPnnSy86l0SV4OcTx48Mdv/6l2e8Mv9ZsCjWWEINkivRxwb2+cbXHnt0NpxWrDsrilFdcuGv31i8oFpKI/UPXZQ+jbUbVx/8vf3H8yIhc+AlvPzXp6ecevyaT/6OhrEoquTxvbF4wS/PnoqKkdNWz0kUoy3nzJtm/PGGq2EvinJHcIVKMXXmtJPvuXMmVA8cspShNKyEPRedP33hy8/h9jEPoGUJNehxmg4/5Hsue0PS0KBEugqga9XKd392wk/+/t5bkDeZPdZbKhGp3bj65BOPEc0+NKO9pN9j7Wqv3HnbTbffcgMMx6TRGjEa8YbD7pbW3K/PPevue26//4G7Dp74Pbat8ZI+J5xw0nXXXdfb27tp06a33npr0qRJoVDoi+x9jY2NWEcQeKSIt++A7d/f39/W1vad73xHkqRMJtPf39/f3y9J0iGHHFIsFpPJ5I9//GNeufbaa3Vd7+rqmjx58te//vXLL78c2zwyMnLUUUddffXVN9xww0EHHUSZw1//+ldJkt59913dEOdxOp3ChAsZ4A8//FCSpNWrV+u6vmLFCkmSZs+e3dfXt88++2QymbGxMYfDMd4bEBILX7E3oOv65s2bgQQQVjKZTLvvvnssFuPd7VBD2ukN7JBjG95AsZiNyIHezZ3pTMIfcC9Y8OILzzyJRUdyIORzh3xuPIMFf33+4w/eR7HY73bElTA9iqLhQD6dfGDWXWtWrUR4IBrxx6NBbKfHafI4TdfN+P3qj98XtYKk9gV4MOuum2GDi7ovgS3Xblw954G72DRVo7ehwH6Xv/naE395qLFuHUp5bO6Ct/XeO0sXvPQMACb7NXlcWH6Pz5uzdvUHQBROWz2YAZ+pFFM3XX/1hyveiQSdIm2Bo0B6+88P32c11QglmfFFjOaGDffefYtmNGkUoarb0ZhOyu++veSxR2eb6teLa5EF4OSfrlrx3NPzgj47xlWMGcbW00888uaSV4jOYQyQj6Dk4Z47Z76xeIFitBkUXyTX8Pi8OTXrV+GEgZoAvyfUoKl+/ay7bs6lVZe9gQwILgjJkfVrVj48+56a9auIngHVycsk1KC5YcO8Rx7ggRK4w+2gRfLLf3160cIXwY2xMUrYk9YULRZKqMF77779hWefJKAUMyxqSea/+NTfli8u5hKi9I6ae0zppg2fzHngroymUCYnGy0q8Ffee2fpvEcesJpqoF4yISywdFJe+fe3n3t6XtLoXCCIBdz+3DmzPlyxPGIo+sHgI4zW4uHr/3D5kkXzE4YQE2MmT++yNzz1+Ny1qz8AvBGcR8AGq6lm9v13ykYNLe6pSFKsWvnu/bNus1tqeeKgI6Jitq7m0+ef+ct40QhYI+RTFr783LI3XhXUFt5lGeQzsYcevPvVBc/DWeEDrFUu9OJzj6/55O94pbIhjolT67DWPTr3fv4ZM9pVAK6kEpH1a1bec+fMxrp1gufLkmOp2y21jz06mzXAkJhPUh5LX3/5vXeWirSRqJyUZU8iGXp03oNPPPmY1+eQJOmdv72l63p/f9/w8DDB5aZNdYceeujy5ctVVV22bNmUKVP8fv+/3PjI9B9wwAFPPfWUbgjhbdcGOkrILsr/5s2bJ0nSfvvtd+WVV/7oRz+SJOn222/Xdd3tdh9wwAEtLS0PPPCAJEm/+93voBMuWLDg5ZdfliTp0ksv/eMf/wjjj7q7M844Y86cOYcccogkSZh8oufx3oA4KpWKJEnf/va3b731VkiCw8PDxWJRkqR4PK6P8350Xd9rr72mTp2qG5mCJUuWbN/tb8fBLYwXWDzxxBNvuukm/t4++eed3sAOOT7vDYxmc5rdYe7p7Uil44lkNJmMtlZKNDJOxaOJaIReRKiKpuLRcj7DH/gBaiSIirgS8pNBQJ8goYbdDhMmnJzr8EAX3GnBGBDELpD8aimNgcGmxozWOGC52AAqozgDpD++iPUiWoopflQI6VbX1lww1a8X0iuC3AcPv1zQnLZ6xkPqFPkjkt9i71MNbQPU+Km4E+UJbIIEaoDq/DNqaOEJGnbUkAiEQI4HI8je2ObmShYmmjAnmtFUqbujmk7Kpvr1FLNxHiFWQ/sf4jyuzs0iJwC6Ti5GGE6icFItcCpBMiAhQrBQZV9TOYMAgCBFkoagWzFVauKWnbZ6MBg14u3tbkkZSv6cMxrxNtSuRRpoy1APrW9ZJMw/055QgyjzAFxTgihK9QClEeCDLchUgOKADxFGg0WDLgCSux2NlDYADDAwklkQJ4cGulSjIxTaANGIF+/N4zTpuh6PBhgzBpuFytwCgxGjU8JHWgRGQndHFYyBS8M7wTkA5GcwnDlkiGAyJzxcqgNEw0wWDKWYcFoTRoNBoIWY4gds4KEIJ4a0AiNh0phDUf2LN9Df20YjTYbEGhCFEjwFyJvCU08ZMt4t1Ry62niu6IHKhhKXyInwu4gEXWrEm0xG/AFrtSkbVYOyEvjTzOuP/sl/dXV16P/YUXDu3LkTJkwoFotLliw5+eSTFUX5lxsfJnzt2rWSJOVyue1W5xWcuPFff+aZZ0S+/9FHHyUORqOwr6+vp6fnkksu4d2bbrqpt7e3s7Pz4Ycf5pVtDZaLAAAgAElEQVRbbrmFcvzly5d//etflyTphz/8IXx7avB0XU8kEpdffrnH4xkdHe3r6xOXXrt2LRUEe++9d01Nja7r1Wp15syZ1DUoijJjxgw+eccdd4jSyunTp39B3uUOOZgrMew777zz4IMPFj2iBFPySx07vYEdcmzDG4jFZZvdpOt6Jpv0+pxKNCgHfCgNoBemRoLFbIp8Ac5BJOAtZDQtpvhcdi2mlPMZLab43Y5SLt1Yu9Fhacyl4jEl6PfYgLsrxZTNvEmLh2kxDEYtgG48hlxa3bThE1E+J2qWyOLDoyaoJWfJdz9jsUW8dDSAMUAlt0jlQo8XPWAov+Yq2VTUaqohW8yQPE4T1fMBr42q+mjES66UfDMbNB6AuWEDqW68gYymVEtpIrBsKmozbyJkjwRdxK+0yGOr5aYwoggqkB2HEWaqX18tpUEXqK5kJolfY4q/tSmfjIVQmycMRagOAw8Ay1abS6uVYooBYOyp+MfqUJbGOOtqPk0n5VI+KRtqg9wa/gHVCqKuoVzQ6BYYNRoxJGMhmthS68H8QztHkgGAOhxwomgbU/y0hwbbFz4T6hHA6fhMTBSxLyoCJLljit/csCGfiaEYQRpbDImrY/UJwSvFFIA5BXjQLKj+FxeFtQoXj2fNmNuaC6V8kpQBfEaSBeAohWwcs6qEPSBAzC2k1EoxhaXn64Ts6BMgP4DZxrIiXIhDLJof4gmRaaIGUgl7OlpL3A43iOBPOimzBkr5JF/E4xSVsUARsG1gg0IOxVdw2uqrpTQX5aFYTTWwMpWwhwIKMjt4qyxyodqJe80YYLbCGGBIZOJUQ6OaHyNeSEzxp5NKNqvKijsQdPgDTiUazOVTu+/x9Zdf/qzbjaHpO6zr+hlnnHHaaad9/PHHv/3tb0moE3r+T2ZeqNy89dZbkiRRlIgdEqZ9Kxv/TzTyIMShEfT58oTxFu7zpm6b5QxbjZnegGgYdHZ2iteHh4dpqtTb2/v5M48/iSDqcyrx93YQ+L/UIWZs/OMQ5MGlS5ceffTRKDe3t7fr43oif6ljpzewQ45teAPFUjYY8o7pw1oqZrbUxxNyKZvG6mP4lZCfrgT1NevRGA/7PdFwAEkiahEDHqff7cgkY/l0Ugn5fS57yO+KRnzsPlQ859KqCJKAxyHbWxo3wrfCpBH/gQ2oRqt1uIfAucTBeAZ2S20yFsIGE04RyUWNHkKq7ONdUeaHdQFXoGaMcBY/A2oeDCm4YERafJ0t22mrJ3YXDH8wTwBYTpUa19qVmyVGZz8lCyCKDsJGX0d2XoI/bkTU5gW8NnBXMtzUZxKugZabGza0NRdgdVEMJoZkM28i0SDwf9LVgOTALfgoEPv5IrYNy9dSzamGAqCo+Igp/vpNa0jnpxIR0haCXkcrSGQPWAYE6JhqkkcISQEOkSNXDBl8q6kGS8lTo7zw/2PvzcPkLKu8/x4BX0cmiAM6iguKIoioLyhIBgcERsFxZ/QdUAYUVNyGV0dUlGCEsO9hC0lYQggJWTpJpzu9d3Xt+/rsVfXUXtXVW1bS2ZP6/fHhOb8aiPPOOHFGr6vvKxdX01311P3cz133Oed7vud72DOsOd4P8bHkAlgrHJeJsRJuJXPWHCnGof4uU0vAwmO/pZ1WCNGQG80+YbBiR5kzdaFjNXusZpP7UByBXn4O+oZr5Sz5lHQiSLCuZaKWnoyFPfGId3qiKm/MOHJ+cO/5CuCGElIz21Q84PcMKqkw/ko84kW5CO+KwgRLT4qetySnsLiR4OjEWAldIDAznEVcpZB/hAZLvEsAISYMApF3VKpkT4K1sCsoiMXhg+mpK7FIcBR6qVQi8Ih5Rh5XHyAKa8sLdCWmq4lUKuTzD+YL2sRkNZEMJ1PRBx+6b85fHd9o1Fut1r59+/bvP4iB2bZt28knn/yDH/zgy1/+cjQabTlY9L59+47oDfAuUOuHH374r/7qr/r7+/lTe7Pj13gDsz0M/7MDTwXm4OTkJAJKuAJUTh4VysKsN3BUxhH0BrZtm6pUC9u2T+XyRiodi0YDtqnTlSAW8kMPhBmAZ1DMmaW8hR8Ax5COxigU1cuFiUZVzyQT0UAxr4uSCQcfZyVHACABFMK0o10PagowgM2GcV10Oq+LRKCYc3BLoH5QU9OR/qVaGvgBMV3mQ6RIlpSojrQoJW2UxgH7i5ALNG9y7VLMTVSNhwHOzDkO8EsIy6WwECjtAM5LrM+xjq3lZBRiP+CzlJlxKUJ2Dm5eJnRxyhNsp/mTwLDJmJ86RhAITGPe6XcsWklw0zj0IbFLARuFgkL1zzm9o/C3gHBYCtYBmwepUJ6OBPRMCQgdT0LK6zFFRKu607VBsuygMtgtskvw0vHG6FvBzQoogochWScIDWxFsAokjNgVfCjwBh/NbKV4T0mF65UcXEgcNcHGmbPhlOMLGoENJg6WgJuAvl07mQmDt4PzY+zxsSjTQIoY1wSEjGeNY0S2BU+ULEAmGQoHXCAi8EMNp7ORGHhIM9yC4UhqxsIedruSCuNM8xWgDgUHnS1Enwu+Au1Xxqvgu0MRJj6u7AG6IWiO6jNfgUjEHUt4cnmlVM4WipZhKslU9NRT33v33Xe3Wq3Dhw/t3///d9xZtGhRR0fH9ddfv2nTJn6ze/fu3xf7Yun37NlDMHrbbbedeOKJ8+fPf40+MdHz7t27Z2ZmhK83O/7jQ/owtdp0HQ4dOnTppZeecMIJyWTyqHzKrDdwVMaRKwxhEWZzeiody2TiIe9oVlcqhVwha+QMtZA10BmkgiAVC+dNDY5hVlf4OWeotqXHw4F0PFLMWfWyXS68ijPrjnQJ/VoE/8fwoxYgnG3KtzjswMmFMwibDAuHlouQ2wma5Z/ldD5EWAY8H+xBDndiMsVRghOhOs5lLj48sCkZ86MMgynCfvARPvcA1Y95R4APRB0nhlgc60VAbzmNcYnY+L0k8qWQLJMMBbxDBafFkSDMsLLDARcCNfVKjhdMjVdAa7dO1Yf6uyLBUaYktZqQNgSlJ7OgO12YCdowLeDwXFboYND1B3o35B2tRuotyRxvnaqnE8GRwW5diSFhKxx77BaWg7fgbCEhwJQ8rj7vaD8WXbLOeHLlgkHeHbqDiN7jGJFdQnG5XDCwUsyZ8shY2DPU3wU/QOYMvLRtuhGPeF1DPXZWmRgrZR2lSLWtLS/ASfucmUnOTLuGegLeIcw8cyZTw+qR+4AWgIeEfWUPjAx2kybDgWMZDUe6B7keaBwiFolXqra1eGDbULLIddhvPDi5Mpt5rGb3b14fDri2TNZwMtgSpAYoIxTXkEmyCIIbkfYSJ5uHywd5XH0iOPiaK8NBIcmFzBffL2iP5FNw/v5N/YsSrdaybk//8MjmSrWQzsQnJ8eWLHm6o6NDtH327z+wd+9eqgyuueaaY445BhsjjYlF66Z90NG4vVXx8PBwR0fHhz70odHR0UOHDu3atesP08yfHe1j7969pAZ4BDt37qSocu7cudAg9uzZ819f5Flv4KiMI3gDVlZzjQ4eOrwvlzdCYV+zWaVhMbF+MhpKxyM5Q40EvJVCrlrM06aIPyUiQbIGMAfzpkbTUiUVTyfCkaAb2FlOKOHxUWsEbM7xQV6fMA5YnngRw09oiz0TyRcAdpH15cTkZEw7zQIKjuwxoVLIP0K+nNCZqFRI7ISYnFDElJrTazgVD2AkwNhhEnBuao76jero4klAz2vQxbOcfkgAJNJGiBQAKEitnKVEmyuLnhJrKFwtblxXYkjmwb+TrAd3JO8lZoUMAcarOz1mBOjmyprTnJfUSdZIsSAA8tgAPDOiZIJ7Ee7FewgHXFDQ22NN3Wl+AzNDdfrqiiSw4P8E3JlkCNIce0NyJdwRt19wWgAIFxWVQ+6Xm1Wd1s+ALsxZKAJiYkP+EcVpDw0Q0u55MGfmYDkSltwje0ZxegVBg9WdrtDgXiKfgISA7ORwwMVlQTJE5ZrVIP2BeIDpKEKyaSEQQHqQ5y61CXgz8F1wlYQ9wFRhRbAy+GRkZwAAUFpEU9J0aiBZiljYE/QNg+qDxAgnMeW0kyYpgCOOA4p7zULZWYUUm3QVYf+TlcgkQ/G4z7QShbKp6YmMEvd4h4ulXCIRe8973gML/fDh1uHDre3bt5NQL5fL7373u1etWtVqtej71/r97YhIwx8+fHjXrl1ktScmJr74xS92dHRceeWVuq63nZKHMFr/2d56s0PWttVqrV+//uMf/3hHR8cvfvELnC3ctT+Mv9k+Zr2BozKOpEVYzEaigYOH9uZtMxT2VSuFZq1MYWEiEpQUQCoWtrRM2c4iN6Sm4qlYmMpDMgVqKl4r2aW8pWeSiUgwHHCHA6NqWyc3EEsxcpy/5C9NLTE9UYU4xvmbccR9ibQ49zmd23u1QVQWnQDy1pynmP9aOTs9USW/nnI6JHE8QeYStJzcJ+4L2Ozema3NegFfQXLtmB8hDHICygmL5QP/wLkhaQ3eqzta9xNjJQGT5cqc4PVKThoaMWeMIh4PJfWYc9wpQF2Myo6tTc5x5oOjICkGwH/dabzEbJkweVwxnCwj3LRwwFWy9R1bm4YjwNz+dKBzbp2qU3iZTgQD3qH2AgoofnhXmAQ4m0xgeqI6NV4R3wJPEdp5Ma/xRkwgi0zMKmg5XFFuR7wTcgGNan7rVF1cJQwhc4YCuXWqbmoJ5kxins8CzCdE5sUyZx7QtukGSgxSAShzxvvUnJaJ+D3YWh7xtukG9pKVZBlByGrlLPaVa/IdEacEn1gyUzhkACqK0+KImciVge6F/8gEuKzmiGYaapxaElYmnQhSNcBv8lYGrE7+hNVnUxXz2tR4hcSfeJ9aWyNEFI24nYwjnphx2oPhLsi94M3H4v5ozD0xWW2OV2LxYDIVyWQS0Wh48eLFxx13nD/gb7Vahw4dPHz48PT0NEbF5XK9+c1vzmazLUfZRpr5tg+BBMCxRSj3wIEDmUzmiiuu6OjouPrqq1OplPDaXkMjmB3/kYErkE6nL7/8cpo767ouaoO2bU9NTf3XP2XWGzgq4wi8ganpZq1emtm9o1ItJFPR9evXDPX1VAq5Ys5UkjHb0iuFHEkBS8u4hwdCPjepAVNN25ZezJmkD7K6smn92kwiStagkNMLuVeT/XzVN6x7iQQn4Q5cLZBhU0usfPEZkG3QV6ERYJzcI71AssRJvJcXjAx2U7HG/0ruHDTC4+obGewuO+3nUYWTwL23ex2kBJD8csGQHi2GGn9p+VKqpzBCsKMh1RtqfKB3A/ZJrsy5yS1s3rSWSJ1IkXUgMHUN9XRvXM1hLQljJmyocZ97wDXUg5sCkkwADcywedPaSHAU2jn5AkoAdCXWrBdeWr7UO9rP/Fkuzlxy7X09neAigMyEqkC40ZB77csvjNVsfolTQnGapSeH+ruG+rtYBMGueRbUGqxfuwI5Z2JT1pPnODywiUwNzIaSrUPjIG3ftX5VT9caahMgWgIsC2syGnILvm042oIg/+GAa2PnSspDWJ9mvYB50zLRvp5O90gvi2a2afLwOEaHN3dvXI1CoqBT3LilJ3u61uBjYRQROdYyUea5euXzQ/1dOKBcmS2tpMLxiNc72o+HAVbPzKWKZNOGl1nSnJmuliyEmYHfwwFXT9caFk3WEE/CziqxsMc90gvyxOJzL2DyGztX4qGyhrBDCPpLtr5h3UvukV5ZJeF14lS5R3pFXoKqEAA8PI/1a1fghfBZoiRdzGtD/V2bN63lIiAQttMzDOSvr6eTu8Cx4AvCt8nj6pMOFKwPHpidVSwzverlZcPDfbZtNhvVcMjXqFfHxxtf+IfPf/UrX2m1Wvv279uzZw9IAHn966+//pJLLmm1Wvv37z9imqB98Nd9+/a9hmSgKMrnPve5Y4899uKLL166dGkul2t/i1QfSK9Cfvl61iGVCO2gwp+RVyFlFPzAHclveE17geVrsBNVVR977LEzzjijo6Pja1/7GpKIjD179rDaR2U1Zr2BozKOzBvI2+aume21eimeCN944/V/N/f80aH+sp3N6opt6balK8lYNOjbPj3xve9c++1rrlaSsVLeyhmqtC401fTOrVOnv/+9D99/DymDnKlUihaRBOfvCccfe9tvfk5GHJ4dfHWqmN73nreTEZdueECXlp58afnS973n7TkzTccBkEYO7mrJuv66qz4999zujatBNYE3UfJvVPM3/+xHX7jiEgjbZEaJhgkBP/N358+f9wvA8GjIzVEFb26sZr+ho+OXP/8JCQ6xhYSYQd/whz7w7qH+LsXRpSG3mkmGSra+euXz73/v3xBRiTZ7rZz1uPpyZvq23/z83I+fufblF4THAIUqGnJvmawtfPieCy84B/6BpP+BK5r1wpe/8Pf/9yffI1jkTEdCOJ0ITk9Uj3/TX3zn2n+SxnGkn0keh/wjX/z8pYueeAizIdS5VDxQsvXe7nXvfdfJWiYaDrhIq1OtjiD0k4898K53vPXJxx7AqrEgeFRbJmuda148+8Onod0kmWBh5/3zN//xB9+7NpMMwcPHnsGUbNYLH/7QqZ+99EKIIMTBYueyRuofLv/MLb+4CToCCI2oHGaN1NqXXzjjg+8BUZgYK/EgoiE3yPlNP/7u2R8+7eWXnoMCAuSOnXtl+8Q9d9524QXn5B2NXnEQuchFF37yjvm3kC+H6QJkAlxx7F90fPc73yTVDW4BdgWR8FOf/OjTTz4sfShwnth+a19+4R1vOwHUhx3IX8EGHrzvjg++/5QVLyzBCZD9r6YjtXL2+WeevOSiTwV9w1Sj2FkFA5yI+pr1wjf/6as/+eH14oxyp2Retk03Tpzzpiu/8oVaOUuGIuvU97Msn730wgfuvV0YGzjZfI82b1r7vz/6IfohiRvBGhbz2jOLH3vPKSc9/eTDLJ3UR8Af7OvpPPfjZ27etBZ3R/y5ZMw/2Sz/7KYbv/lPX+XGVUeCmq3eqJbO+tAHPv/Zy5RUPG/qIb/HtvRGpbB65YvH/cVfRPzeVqt1YP+Bw63DNBdutVoTExOnn346XXCwNH9wU6JIJDJv3jwaEP/yl7986aWXKITbv3//jh070B/EnuF5HDx4cGZmRpwANI5eU5r471Qq/ukM0iIy1X379lGdsW/fPhwvKjKQZOZPssh79uxZsGDBZZdd9qY3venDH/7wvHnzCoUCf3qNY3S0xqw3cFTGESoMK9VCJBrYvmM6m9PjiXBXV+dQX4+aimcS0WjQZ2mZUt7yu0cSkWC1mO/Z2OkeHsjqSiYRtS3dVNPxcIDGhkoy1te9kfxCIhI01GQ84uNYsfTkZLO84oUlHEMiBYNdoTxs9crnSabqjmhaJDhKPWEi6tuw7iU7qwR9w2inF3Jq0DdMPV7IP9LTtcbvGWznB2SSIeoYoyG33zNIoEmkDp+RQ3bVimeJ5CDocd4Biu7cNv7Cc4sATkG5AfMxDFomuvLFZyRbgccDro4hXPHCErjWEPcIvGDP+T2Dvd3rcC9wFHJmOhnz+9wDhNrIIwrRLx7x0llRTUeG+ru8o/2SRKfkjFitmNfWrV4eC3u4LA4E6DEQbtf6VYS80ZAbgwT2a+nJoG949crnpyeq1IJSeAYJgLN+oHdDxmkHpTsFdcmYf2Swm5o98spKm0whxXgeV1//5vXkRCjR5Aewdx6oVKzpbdWP8Yh3eGATdWve0X7dqYeUnIt7pLe3ex0liHxitWSBsZMCoPqR1ZAqkkwy5HH1JaI+72g/c8YakX6KR7xT45VNG16mVkIy7pbTVAkWIRusvfgz5bTm6uvp5OOQx8CfcA31kG4fGeyWh8J3ARUp6IfdG1djrZFn0JVYJDhKPWEs7Olav4oUmFAroFmUC8ZA7wafe4D8PVegzBJMfqi/i28KZp7ZQhlRUuEN616CviMVngHvENfJJEMvLV9Kwkv8jEwyFPQNU+/QvXG1qSUAY/A/YmEPs4qG3IBnJLzwmYK+4YB3qGTrmzetHejdgMIHiTB2aSLiK9u5ob6ekM+diAQLWYN+afFwQE3FL7/ssksv/nSr1dq7+9VAUyoAly9ffswxx2CYRSXwDxhkGWZmZkZHRy+99NKOjo63ve1tX/ziF9vxbXgJkBYFDxCcYM+ePTt37ty1axeFdn8uNYq4ArRgQPMR8kS7i/D69kKBQOCSSy457rjjjj/++B//+MeqqgrZE2ImS3TUZzvrDRyV8Xpv4LBdsAJBD62NFTWZz5u1km2q6WatbFt6MhoiX1DMmdGgr1krT47VQj43pQSUHdLd2FTTjUox7Pfwel1JpBMhIkWPq4+KO841Gg3ArUsngkCIZPeFgkfCFdSRRi+gAo1q3ucegIsE3R14X2KXjNNAlhMKplUhp0qXF2E1cpJOT1S9o/1SCRYOuIiiiPWFHI4BADzHJ5jZOQWcQIiPuSKOzJnpHVubUiLPGYrB4ORt1gvC3cO+EhhFQ247q+zcNj7U3yXC8nhOXIQ8bs5Mc8v4KDC/AGMhxwHAYnchHsIi9I72W04PCNIcAAwULmIM4CUoqbB3tB+YNxUPUJwGjk3UKyUAIBBkKMh9AC3gatBjSSggLAKWyecekIBVaiylghEsBJo9cjewB8jsALY3qnm2E9sMmhv8f8JxWKjwQnRHRkmKI+hTLHwITLKajow3imwbnFG8HJIC3tF+qIKC6LBoPD4lFZ4YK/k9g2hgJKI+xCcoK1XTEVoCwhkUziacj3jEu2NrU3E6UAuoxqbVMtGd28ZpdQhtFucJvmGzXkD+sr2aAJeImh3whnDAJVcDdkongjRnAq1BlJo6Gly3ndvGpTTXctSF2TyZZGjXjklsP2srNaI4K2zysZoNZ5YV5kNr5exks4yIpJQXmVqiYGmWlsmbWrNWjgZ9WV3h/DGU1ESjGvSOdnR0+LyjrTY1IdH/+elPf4r4Lv2N/rCxd+9e/Amxan19fWedddZxxx3X0dFxySWXLFmyZHh4OJvNtnPjJY/QzkiQax4VFv0fexw8eFAmeeDAAaQD9+3bJ+mYVqu1e/du27Y7OzuvueaaCy64oKOj46//+q8/+9nPGoYh19m7d+9/AxAy6w0clXHkmoJINNBqteyClc7Eraya05VIwJvVFT2TjIX8lpZpVIqNStFQUlo6EfSOmmq6Xi6oqbiSjBWyRilvWVrG7x5p1sqxkN9U041q0VCTQd+IocYRP8Hqc0YXcmokOEoctm26Yahx+hVxWnGaW07nN3BjGNEcczmnS7IkxUEgsRCwqybGSpyMFKBTf8URjxWRWiyfe4DjiTo9w+mDgCfBYcdxRmDNp5CPQABRKrNJihtqnC413tF+LHQkOBr0DavpCMRDzuugb7iQU4G+MXjwGYlHA96hibESeEDeytCUVrBrnAaYazDAG9V8wDuELwLcLdgsJX8w+2Jhj+gcoMCPWdKV2HijSMEFljgack82yyw1loNcgO3ozpJjhmFHgwO4+koq7PcM1iu5bdMN8hQB7xDqRjAcWW0MFTTDWNhDFb6UOEIcAcjJOcrKzJlnirUbbxQhJZC+CflHtm8ZE46bloniHCAbIOWCQd8w+XUkCHm44YCrWS9sm26waBRroLeI0UXnEaNYLhiR4OhYzcZtorACQ5i3MjwdYBK6FNLshxd4R/tzZprnmIz5SVJQY1nMa8hBitrgWM0m/9Wo5ikWEP4pySy6L9IEmdZQPDLV6UqFPBdgDMxWYd6wpIajCUGxpd8ziGeMvCOtJvEzKJHQMlH8IXI6MBJELqxasnD6YahQSmPpSTC2yWYZKqvmiHTBewBNyZqpYlYLet2mmi7lrVjIX8yZUJipZJ4cq/2fK79y4d9e0DrcajlxvFjier1+zjnnLFy48A8ORrGIhMKwCoRRGA6Hly1b9stf/vK00057wxvecNJJJ51//vk33XTT6tWry+Vy+0VgKYKuA7D/F47r/9YBMPB6iYVGo9Hb23vttdd+9KMfPemkk04++eTLLrts0aJF/f39wuWcmZmhFSHu1IEDB8BOQBeO+lRnvYGjMg4dau0/1NrHP7yBYimnG5kDB/foRiaVjmXS8ZyuGkpKzyQziWgqFlZTcVID69esalSKlpYZHepXU/FkNJRJRPEJeKVt6WQKUrFwJOiBjBbyj4wMdo8Ob96/Z3vAO0QYBPMO+jenM+Rw0bMTPnzIP0IN/WDfRgqTwgEX0SpItZaJImCQdZTwuY7PPRAOuDDn2DBh9YPu9m9ez9EW8o+IiLqhxrdM1tR0pK+nc2q8Qm6YBK3uaCIh/Ee5VCQ4ymlISGdqCVELjobcAe8QcSeeDZT7TDLEiSklEtjjYl4bHd7sHunNWxmPqw+jy7lP+Ah8jQXir5i9vJXxewajIfcr2ycA8FkH8BUlFR4Z7CbXGw64qAIny8tBDMyeiPrgH0itGnR0oPVXtk8QhvICLs5vJJz1uQciwVEpWw94h4b6uzAzUP2RRDTUOP5NyD/CAyW7gXXEH0rFAzBDuWssMZV48pThsfvcAwTBOCjgLuDV1BSQR3hV7U6JAaFjULFJNLPAOnpH+wd6NwhXLhxwuUd6SazQS9o72j81XgHgkWJLw9Esgq/qcw8kY35geaobKkXTO9ofDrjwlqR2kTkXnSbXzXqBmVBeSCGlkgoHfcMDvRsmm2UlFfa5B+BegF15R/uZHv2yBTDg4fJd45pYdNlsfEcSUV+9kgMwA8rCj8kaKRA4NMUFqwPgwf11DfVMNsvxiDcccNHGQnM6jbH+dlunRPYMX5Cu9atwj0YGuy2n/aPp6GXZlpEzVITOqFdSkrG8qdEJJeL3vOPtJz/5xFMthxxARLt9+/ZWqxUOhzs6OprN5h92OArnAN1f6U6ET4DbsXv37m3btmWz2QULFpx99tkdHR3HHHPMO9/5zrlz586bN4/Wxke87J/4aJ/k3r17+/r6Fi9efNVVV9EH4ZRTTjn77LMXLlyYSgsc1GwAACAASURBVKVqtRpL0Q4nULIhhRuH2sZspuBPdhw83DogwAC8gfHxupXVDh7aa1qqbmRS6WjB0hEa0tKJUt4aq5aw+mU7a6rpaMC7a+c2JRGtFvNwCS0twzcW3WLQgpJtqumIqcUtPdmsFzgKdSW2fcsYVXzErySnMajjjSJIOEE/VDiy77VyllhzZLB7slneMlmjTBw2MuFOxpF2F5kgIjkKpQiOOXAJx8HGc2b6le0TyAE1qnlAS8y/9JYlEkV8hp43HJr7dm+TWi/YDFqbxsCWyRoUNt3pCpNOBEHy8WYIkiw9SUkhYDuOy8zOKagGQBqq0zAG7ER4dmgySvklt8yCtLMIMcDJmL9ZLwACQ8CkpJMAEVof+ZSSrcMtJ60Llkt1qGRkuDIhft7KIENUsnV6IgD+s4AYPGh3VENkjdTIYHe1ZAW8Q9WSRfzdrtGEHxmPeLdO1ccbRdpey3WYFcIAYzUbhQY+WstEeZRsNlHfYxuwbugW58z0ZLPMPGvlrChFCm+fSgEuS5kDrYRD/hHkCIX5T40D66akwtumG7Vy1uceyBopAvSgb5iLk0rA8hEW41FRc2E5bTaZFRsPEQuIsTM7p9hFeK5QQJr1QjzixVmRokEqX9hveFEUoRiOToPpSAyBBpERIO9Ggl/6OE9PVIHr8laGHAqEHvYMcuNMAAcF55I7kj6cJVuvlbMkHfj0cMC1+5Vp1dE0BCOJhjyJSMhQUoaSmh5vpOORsp2NhfyVQo6kpKmmb5t3y+kfPB0dIaH1CbB/6623nnbaaXLeCTf+P3I4Cj2QcBbzBmC+d+/e30eJz+VyixYt+upXv/qxj33spJNO6ujoOPbYY9/3vvddffXVjzzyyKZNm1RVrVarhULh9wkhtH96+zh06JDQDg7/uw1+Xt9e4f95y81mc2xsbGxszO129/f333zzzZdccslb3vIWeim9/e1vP/fccy+88MIVK1bQEbF9tGMeO3fubOdsvmZ9aOXw78/kDxiz3sBRGQdbrYOt1v5W64Dz73CjUXG5B1utVt42NSMTjQZCPreppst2FjNvaRlTTeuZZK1k65mka7BvolHN6krOUKknzJuakow1a+WRgV6kinKmame1dCLEGccB5HH1xSNeLK6kITFgHPHgyfyJogOIS5HgqKCgFD4RhUAyzyRDUAhNLUGRG6ESbYeIn7KOYjGRmai5ITCArwAMABwtxQUCYwBc4ytQyRYJjpKVB/mn/AHjJylhTm1Y9ERmGCTXUA/RuRgSKtCmxiuAHyQUmLCc2hgb6A4Er+1QwcRYyTXUA2JPHj3rtKkFfofLhmEjWMfZIpDFLcDIURcu8EPWSI0Ob2ZKMAlwQVLxwGSzTJhOW4eC08YXCzFWs1klqbLTHKnHcMA1MVYa6N2AngH2G54gfsZ4ozg8sAnHJeuoT2I48ajwIKkc4bI4TKy8mo74PYPYJLIGmNh4xDsxVgJpwOHLOYKAlL836wWPq0/maTm6ljkznYj6JsZKXetXkRxhC7EbcUbrlRwcQ9aKugz+hGeGD4RJBnsHninZOpyVZMyP04m7AwGCZ+1zD4goUNZIkd2n14PqdErEycg5MtW8ZnR4M1keNqHqSFIK0MWOIptG4R85/mJegztCqogcmRAOyFzA6gXd4cb5bpZsXVJL7ENWiecLl2hirCTuMl9PQ02YajoW8vvdI5VCDiIhgmaFrIEcqtfjOv74v1qyZMmrJ9rBgxhsaclz1lln3XHHHfyVNPZ/m8hgo9EIh8N9fX0PPPDAz372s4svvnjOnDlz5sw55ZRT3vzmN5955pnXXXfddddd941vfGPevHlr1qwJhUIejycUCv2R5jM1NTU0NDQ0NDQyMvLggw/ecMMNV1999Q033HDFFVeceuqpb33rW+fMmfOGN7zhtNNO+9rXvjZ//vyFCxfGYrFIJDI9Pf1HmtJRGbPewFEZr/cGDlVrxaHhvr37dqXSMdNSVTUZD/mT0RCiAvFwIOBxoU7I1zLgcVFVqKUT6XjE0jKgCJAMqDbMJKKxsA/wUHrfcQRz3mHgiTkATtFlEww8nQhi7TgsCEewDQjCqI7eLUx+3gvrEMSboIoEBCiosOsJwgipA94h2IIwA4iBSIFjV9pLFYjkAEvBWom8AcyZKrMCkcbtiIU9wBiwESebZS0TBWFWHMl9girUgbi7tCNbBDkLY4aPghWx9CSyOZQ4YiM1R1MWN4KP4NxHqoijmcnju5DIQN5Hai7wpbCCYzXbNdQjkWvKaf4EzowmBKUN+DSAGeGAi8uSZOFpZpKhSHCUHtPbt4yBJ5OtkBo/PJixms2dYmkwM6l4QJI+eJA8FJQiE1HfeKMITlDMaz73gIDVpHJIYMNug10PsEFpK5uT1sDCjOOz6P0T9A3P7JwKeIdq5Sz4PO6aVC6M1WxyFrLOwkBk/iH/iOV0SSY7A8CA14Jjh8nkmsBIOBZ0FsZnjQRHeQFLSuZLlI6iITfec9bp3CEEQ8WR7OSVwvqUYj++rYhjsqOI9fGDcR1415bJGs8djierZzoalGTK+NLhD8EwkIQdEI7UMuhKTFeippaslwt5U8skoplE1FBSEJkNJWVpmXQ8Uswaupb5+b/e3NHR0Wq1EBuWWnb+GwwGOzo6YrHY9u3b5fd/PLj+wIEDu3fvhngoEAXj8OHDO3bsME1TURRVVZcsWfLd7373hhtu+M53vnPqqad2dHQcf/zxxOJz5sw58XVjzpw5H/3oR++6664nnnji9ttv/93vfnf33Xff2TYWLFjw4IMP/uhHP3r3u999wgknnHjiiR/4wAdOOeWUt7zlLSeffPJJJ530l3/5l/Af3/jGN773ve+96KKLrr322m9961vXXHNNT09PtVpFDmjXrl2NRqN95lu2bPmvkDH/2GPWGzgq4/XewIFqrRiNBQ8c3GNaarGUs0x1x/RErWTHQn4ogVldKdtZmhZONKqTY7VULGwoKTUV1zNJVIkMJaUkY+P1yuRYzVTTyWjQ1FKpeJBwE1u4Z9cWiMSm0ywAwho9CMoF45XtE1gFXISc0xqnWS9MjVcIjDhlKB9PxQMh/8hks7x9yxgoMWc0FpEzCB09ObWFJ8jhW7L1bdMNSANU/GN0aYJcyKkUjittnQZpVZy3Mju3je/cNo6oLYep6MkjYURQhZVtZwmgYyiMdE5M0Gx0i5H2yzh6f9gVzm6WAk4fxowoFpBj57bxYl7jeM047eYMNe73DBbz2o6tTWrwMG8S8pJ9KBeMWjkLFRHAhpJLkJLpiSoyeWTieUBqOgKk3Kjmm/UC6A4eEqkE72j/zm3jYzWbfDnllwL8eFx9QN+q08Cw/QElY/4tk7WtU3UEoHBliH0F3aFNEeq/rAMFe/T23Tbd4MrMGStFRSiJJxT6eEAg+biSMzunYBemE0FKLnGwwBv27d4mNZZ6m6gAhAaIsWT34dDxoOlDfXDfTp6p1Bni54X8I5WiOTVegc3K9blHMCfyWfgHGHU8G5JNtXJ2Yqwks+LK7BmYlYWcyjIKtIDZtrMKJF+2Gb2YKQSQShzT6auUdtpXsiGVVJh9DvbWfmW+O1un6qAX0vcBkCPgHZoar2zfMobnJLM11HgmGTbVTDFnjtcrSJ7HQv5kNFTIGiCUtXIhmzUKduGMM8749a9/DSRAIR9pbPr/3n///XPnzm21WpjnP5hJ8B8Z7T189zvjP9v/sL+/f/ny5Z2dneuc0dnZuXr16ltuueXjH//4ueeee+mll86dO/e88847/9+OT37yk5/73Ofmz5+/du3a3t7ep59+etmyZZ2dncuXL1+2bJnX6/33P3fnzp2vvPIKP9Ns8N9PSfyJjFlv4KiMI2ADO7ZvKRSzrVbLLliKllq65KnFTz6W1ZVayc7qSiFrwA1MRkNbJ5vLnlm8YtmzSBdTWMgPtqUbSuqxhx8Y7t9cyls5U8uZCilSyt6UVPhffnSDd7QfPj9mj2x6ydZjYc+dt/8m67QzICUp5YXukd5bb/kZQqek0gEVUEp5cdnixx65F+gYjJpULnTul1967rmlT1BHwGU5sOAQPPnYA90bV6NsGAmOTo1XpieqBKkTY6VbfnHTUP9GNO3Jd5LdJI8+f94vgGcJwsibkk8dHtj00P0L2n8zMVYish9vFLvWr1qy6FEmzG2SN8Xu+twDjz50N9KtgBB8KAn7JYse7e1e16jm0WiiF6KUWS743a+71q8ipgdd5yPA2Bc98dBQfxeJXkgSHP3k2u+649Z6JVey9YmxUiQ4ymNiqV1DPQ8/cCfFCxzrBacVENbrkQfvSkR9kgNiTeBAvLhs8fq1K5g8m4H9QLHowofvWfzUIzu2NkVlklQR3slD9y/YvGktDAbJ1xDuQ3N78L476pVcpWiS+B9vFMk4FPPahnUvLXriIXlk7XNu1gtd61ctfXoh5AnJYpCMKBeMRx+6e2SwmwVkztwRbtxvb725c82LO7eNG23tBLm+pSfvmH9LLOyhgpH9CS8ST+uO+bfQ9A8SA8KLMExHhzc/cO/teLeG0+WPeL1cMEL+kcceuVdXYkAXeBg4ynkrs2rFsy+/9Bw/w/BoVPN8Wdjka1YtoySV+kDejsf86EN3+9wD4BNcED+PCd91x63VksUq8dWjHrhk6yOD3Y89ci8yD9wv/8WPD/qGn3zsAeo+RNQIpGGsZq9bvXzZs08hisw6s1vyllK2s3ffMb9z9crp8caWibFYyG9beqNShDRQsPTFTz/lHvWsX7++o6NDVdVXz7WDB+k9iDbOnj17PvKRjzzwwAMtR6DwD9Yj+n+OAwcOoNUj/HnpmIBED9R6Kb1DsEgS6kdRqfD3XQeAROQX+V+mLc0GZQGFJ/GnTH6c9QaOyjgCNjA+UU9n4nv2vGJaajji/853rvn0pz7Zu2kD4sRlO5szVKp+t09PXPX1r33rn75uqmmKf5AZSMcjWjphW/rfnv+JhQ/dbygpU01nkhHKk0B6DTXe0dFx712/JYqCay3EusG+jZ8856y+nk4YBqQYOe/KBWPZs0998P2nWI5Wj5z+HI7fuupr53zsjO6NqzluLKfnIWSr39568z9+9fOUcnFAcx3ee/Gnz7v1lp8ZTqt4IHQKHStFs6Oj4wffuyFvvaoGT4BIZWAs7PnIme9/aflSrBRXJnVdyKnPLH7so2d9gBlCYsCIDvRusPTkv/zohtNPe9e61cvNtm65QNMlW3/kwbs+9pEPBrxD+CVSfAEw8IUrLvn+Ddcgg2M5TRGp1Cjk1Dce03HlV66AzEWmAJC8Xsm5R3ovvfiCJxbej9kjLoxHvKApPV1rTjv1HSRBIJHRtoAMy8MP3PnXb3nTow/djVwMCDl59+mJ6vLnn/77S/52Y+fKqfEKBlKY8NMT1e9+55s//sF3/J5BIWNibEaHN483ih98/ymXXPQpis0kL4MQQsnW/+Hyz8yf94tywcg4qvugIEA4a1YtO/P09/IuOJKwLkDRf/yD77zvPW9/cdli4A34Isx5y2Ttjvm3XPmVK3zuAcQVgCtAL3ZsbX567rn33T0fFgvhO+mbgHdoslnu6Oi48bv/7HH1AQXhz4F2ZJKh8879yLJnnyLNlDVSPPpoyF2v5FavfP6E44/l6bAUBOs+90AmGbr9t796/3v/5qnHH8Sa4meQOmlU84ufeuS8cz8CzxR4gPXEul/1jS9fd8038J5Vp8EVvMiskTpxzhu/+PlLLUctAI9BqAMXXfhJtAhxPeGWgvl3rV91+mnv4umwDuTCgH+eWHj/W0/4X/fceRuOAi4Cy1iy9a71q87+8GkrX3wGOWfh+ZIp+9GN3/7aly+XpAPfAiUVVlKRip0784Pvv+CT57gG+5RkjJRlVlc8I4NKMqYkov/nG1fe+P0f5HK5T33qUz/5yU9arRbAQKvVorchVnbPnj3HHXec309rg0N/vGBX6H4i4MMnYn0h3O3fv39mZobyRXn9nj17ZmZmRNgHV6Z9iMrh3r17JyYmRBL4NUxDkRDmBa+J7HkNygHCn9i1a5dMpuUIDPAukRv6U4YHZr2BozKO4A3U6qVYPLR3367GWCVvm888s+iFZxZj4BORIHU+6XgE2uDy55b2bOw0lBQuAkTCaNCXjIYmGtUF8+d5XUOmmrbUDCxCJRWiEm+yWf75T39IcX/RadNOUhk8/7675yuOQKFIzZDRjIU9HFiEmMTQ6LgV81pP15pHHrwr6BuW2n0MEn5DT9eaZxY/xvEKGk9uAs7UwofvaacoJmN+qGRKKrx1qn7n7b8ZHujSnI6CgLocaoYaf+rxBykXlCopEqu4Pgt+92sohBysfs9go5rHFA31dz2x8H4U94QtyHVQTly14tmM01YR/DnkH4HcsPz5pzdvWovQDWc965lJhrZNNx558K6XX3pO+iuaTicn7uvhB+50j/SyProjXAMTMxIcnT/vF6S9MRvkTSCNE+cR8rLCZA3A9vmrkgojOG1nFYpEwgFXzkyvX7tiyaJH+SsIOXQ8AvHnlj7x3NIntkzWcAGlvJCnv+KFJZs2vKymI7A62BX4WJWiOTyw6e4F85h81ukLTBapWrL6ejqfXfI478X5Q2WBnzd2rnz+mSeB8SHAUymA7sWiJx5avfJ5PoW35Bwdi2Jee+TBu7rWr5qeqEqZIvWfeAxPP/kwwhVw61grHp+ajjz60N3CMcSTI4vUqOZHBrsfun+B5rRlIschoj3ukd6lTy/EEosyRzjgioU9O7eNP/7ofT1da+IRr1h6ZgUo9cTC+zd2rgRmA6mCjcH37sVli/s3r4fWQxEB8g/M+d67fsuaE8HDY4Cq4nH1PfX4g4rTe4wsD4wTkg5Ln17IgxbFAtYQT65r/So+EVfASeL4x6qlRY8/uvql5bWSTVyBzEk8HChkDdvUFj31eH/fQL1ep1WubdutVuvw4cOlUqnlUARocrhq1ap3vetd9Xpdjj+Mn0gaH62xd+9erCw2/jUs+n379snHAQmgYcxvxIcQ0y6j5QgCiochcsgy9u/fT4m/XO01ny5uSjsMIC9utVqvvPIKk8E/OHjw4BHbPv1JjVlv4KiM13sDrVIpH474DxzcUyrnTUu182ajUkxGQ5h/yAF5U4PaU8yZkHuLOVNLJ3hN3tQKWcNQUhQCJaMhU03nTIWjHxI7tYUE39KTkPQ/dpoMKEFh1uldJK1xGtU8xxB/4kjF3NpZRbKb0OU4WTAh0O9h2mNEpWDaUOOIxnAqAVRgP5gVuQzy69h1zkQ+qF7JZZzWupLXh0EN0E2uGswA4AHQG2xDc6QShejHaQtELL+RK0Ni5wpkKAjU+DheNjVeoRwArEJCTMJfyiJI6mNy+AjQGqowWBwMiRgAQ4036wV5XpzdOAr4Iiy14XTcIYmDjwIjRKbE+gMvI1nP4khiiACUmSNDxFJIPbosC1Yf1SnCdPIUIgfJniELYLb1LqIcDuMEPxFfgeQLxZ8oP3K/ohBAEcr2LWN4fqwn02MPUNWC78iT1Z2OGGzLqfEKOD/lmnwE0ALqTIrTPgDHiP3MzNkzhOBCu0GwgZQH78VHYRuzt1HiQrRDb5OaAHtonzCuJ04PG4BNDgKRdfoXo81ASoLdS0IEnEZICdwO+xBnV0peyY/wWXgSuhLLmeliTkvFItVivlayw35PtZjX0gm8AUqc9HSiVMwX7EIoFDJN8wMf+MBNN93UcnDvllNEIMWBl1122Y033sgLJDh+jdrg7PizG7PewFEZR+AN5G0zFg/t2z+jG5mMklDUlJ5OpmLhUt4q29lkNAR50FTTNCpUkrGQz00eIez35E2tUSlCJ6S5UTToM9W0ZaTjEV/WSEIkxsyAB3BYCHufsAmsGOOKIAE5ZstpMhQLe7CpiagPJTgKrDlHpH6JKI16ccx83spAoTK1RDzihTGAZ0AghfXiIww1TgqD7vJCX2d6kl4F5OS456+wrsjXSvjVbnrlWOTEBA8XLiGmSCosSJEU8xqB77bpBoE+CDCtdEwtIfUagv0CWUsdJkewLDixLCE+d42eAa+kloFb8Lj6yHATlFM0z2JyKdwLbIaSCiPpA5CgK7HJZpnAmnlKe2VAe2ogCcfRy2MOBJ2A4aojV4yfQZIC0gZ6D6ojf8Qj05WYa6gHfygR9WFKKZDjObLs+KawFEm4IHuQM9PTE1UeLr6FiPmzAjwgig7UdATZCciA6OvBsOMhgqUzgayRwulh/0jPhVjYk4z5UfTD4WCeJAJwJcWXgufIwwUeQ4yBslU8AFo/4CzyXpiG+NOaI2kMWIXwA1Wm4HPUNWDaRYqbLyzbgwQcXx/yEdTLUEyBCATEC81pAIH2ES5FPOKdbJZZeeYT8A5xWfGqq0VLSycpU4qHA6Qj0/GIoaSqxXwxZxpKKp81g4GQqqm2bd9www0dHR31eh06YavVAnuX3IGmaSeeeOKaNWtaTpU8UkL/bTWHs+OPMWa9gaMyjuANVKoF3cgcPLQ3oyRi8ZCup8cqJQp7wn6PmorTOCQdj6TjEURDbUsXFUJTTWvpRDToS0SCeAbFnJmORxLRgKW/Wu9OsEJykfNOc6TdsbIYV4JyqMua09RHfib2kjMd6xULe2DJWU5XPc4pohyOQmhrAptzFlMcZbY1oDOclqxKKhzyjyDiy9HPQS8ldmDvBPFSwC1FdMDvwtUS6jg2nvgb04ItkQwx8gaGGocZx71TyyeZEahnpKK5dzwAIGUsNGsopYncDrV5NLplwqrTf4iFYpVYfFkW/gThseR0sifXwEWCvmHsB4wwDnoAcNYw5/T649HgPWClYmFPIaeCdnCzwg8glQOpUHe0HKTiAHQhFvaIRBL7B7yEBBN+A9g42Q28DdQpKOJnzpTwYSZhYBAHM2c+ETuNeJ84qcBFUlkqjYxxJlh8dghkFMr6MYSyYaTgU/YM9ytlJqSf8I3wmaTzkDBpqArBJ2ApmB4ONAJKeStD3o2nwItJBom0NruRZ4F1z1sZwc9wHZgSipbSJJrP5Y4oU4yG3PAWeZTiNDN5bD9fAeEN6EosnQwlI6GcodZKdjFnqql4IhJEhVBLJ9RUPBkLa1omn7NrtdrmzZtXr1791re+9TOf+Uyr1aLZoHQRnJmZAZ9fsWLF29/+dpwD6ccjRPrZ8ec4Zr2BozKOpD40VrGy2uHWft3IxJORRCKc05VmrZzVlXQ8Uink6uVCLORHICwdjxSyxuRYDedgerxRylsUBJNQqBbzZTtnKClTS1EAlnb6+GHFObKFea7+W8VTLEetnAXYF6MFlA1zqpBTYT4TtQMag4IS6uEccAaBi/JXO6sQjMqHmlqiUc0jHkDQA3AqBhh6tnyogKWao07I8c1fuVmsTiGnToyVwO3LBQO8QYwZzHaiqJKtUwHPZfFR6pUcmMF4o4imve005ikXDJr8Zo3UxFgJppvudMgV14fVBs2WEnOrrckClgmHABPeqOZh1VEehvsi3huTxFFAtEdx+uBhM7BqUk8ogXKxrXu9KA9igwWXxvAIBC0gCsoBeB5sAPwq3dF1QMmfV27fMoZLwZwNNY44EoUGbDzMJ6YXejyLzJPCIwSXQkwJ+AQEC5alocZZOqlqAdW3nd4EFGKw92DU49HiFkgBRa2cFbEsHhBpNWLueiVHb0Cp9a8UzWa9AJBWK2eb9UI05AYCgfwBlcHUEqwJ5ll3ej2QiWPFSDqwMroSY9uzPTDh4rflrcxYzaYjQyGnshsB2BRH0JP2WlRGsCzt31muVi1Z440i6AXvLeTU6YkqGZCxms0Kp5OhnKEhO0gjddvS6+VCIWuk4xEk0jUtk7Wser0eDoefeeaZK6+8sqOjo7u7u9VqSWeB17Tcvfbaa7/61a/yM0mEP6oCwez4Y49Zb+CojCN4A+WyHYuHDhzcYxcszUhHIv6AewS94ayuUDJAIoBSQ9gDQi1EFQTtQn5paZli1siaryaYOQp1JRYJjmI5hMxF/CQ0OoyNcL4IkkynBzzmRKBFzVGqScb80MiVNr0djD3Z7mjITZc2SWwrbc3WOIXFThMZg667R3oJqZm/aAZIchq3hgnnHSlDgW2NNqFAIVQDAhNacS9Yce4U/wDUXSgLIO1Ehz73gHgGvEBzJJt0JRb0DYP2M1vhdmFjCO9MpzjecNR+mAkqTCLXw3xURymSc5yDngnjK9A1B+yEGbIsuBd2VgEPzzm6iqwbMS5sOCgFGFRxa7A93LWwIviv4ojVZI2U3zPII+CN4ChCm4dt2h4NM+eJsRJhPY8VhocQC9A2gHkg+Sy2H1QGBDMkXSL7DSSARBVeCyC84ehnGGocQSRmwj/VkRFkGVk3Pp1tz8+ANFxEyLa4nqAa0HGE7spq4/HQNUo813amIdIaGacniJBgMo6wElIBkh5iz5AAEpTFdoSxDacbJP40/Znas2lCQQUZgkthOW1LM8mQkow0KsVULIziWSYRrRRykjjQ0om8oSYS0WAgpKgKzQI+//nPf+pTn7rgggtarRbNclqOzAAgwd69e2dmZk455RQpOBTG3//oUTw7/vAx6w0clfH6PgUHTUv1eEd2zWzP5nTDVLKWVrazQHPAA9GgL2eoeiaJf6AkY+gS6plk0DuqZ5IkDrR0Qlz4nKEmooFoyENOlO4DmBMK20hVEt4BtPJKSSimnNZ5pDPxIdJONyNORuHccbphmEHIdSUmIq9YDlLXGEsRrCUdjimlbU+78p2UaHNSY6RTbU11RbyPf5x03BEZB3BvAFtBdPlc5qM7hRW4TYRKWDJwCCR38GYgn4MQALdSSAnZjcNdCHec72AewLksI3g+6yBncc6RIdKVGBaaeg0uAiWQ1SaHTfoDfhw4CiAwcDQrpjidBTRHRprsOCQ+pI0MLVGv5kmHk/fBy0EhGKdEc9SR5UPxZnKO1h5ZfCovoAVA6Ze8OHMTASJRIwYbRyZIjDrEBX4G4YBQwr5tSirXegAAIABJREFUVPPpZKhazoJtIMAnPkGjmteUGBR6fs9zNJ1CfziMWGuUmrhZAC3TKVIg9dP+BRlvFFlASd+IqoFQF8WBo7kU+zPvtG82HUlNxRFPtJ1u1JKCkU1IfoEXSD6LBkU8Vpw5cmFkpngEPBG2MRAI24YFEXcE0IhHwBq+GiGocVPNVAq5nKFy+OiZJFpnSKQXc6ZpaHY+r6pqJBJ57LHHLrvssrVr10ox4cGDB0kH7N+/f3p6Wjrr9Pf3v/Od7xwbG2s5LXb+Zw/i2fFfGbPewFEZ/6aH4aHWvlbrYL1etrLavn0z2ZxuWGo2q5XtLFKgyWgoGQ2V8hYYQNjvyRkq1B5TTVNuwPfWtnRLyxSyRiTgtS29lDNT8VDOTE+NVwjE4xHvlskaeC/HgcRGeUf8jkOEFCzUcUI6Dj41HZlslsm7C7mdrDZwJa4AAa7u6MfxD3p8pk2mEKKTqNNobV0DsCgSxuGsYAK5DvabYFGI5UxVLDFEOZwSvA3+BIxBLMi5D/yAFcdi0aAWkr/qCDBLZoS1Egob6QksECtGhMqxzhGvO5x5HB1eLHx1KdPgWZAWsfRkNOTGkECDZxryXpkYsSAZCoo4dKccAGuHKg4mkxw8MSh+mOYI+OCFsKqvJrAdvAHzzA0yWx4KL8Phw/ZIL0qRhdYdKUn5aOEEMMlwwIW3KogCqQ3+l8fK/E0tgTShmolymyH/COiFkGOyZpo5kHoQZgCeHxqUOF74TLAx6FAgFTSYRsOR48TXZKdxTVIYuCBsdRSNJIdlvU60GNRHlLmx05BV2X7C1sRBwT+YnqgqTtWucGXkvbi8eJaa0xwL/wzQBZxGd0ow+CuPRhJVQi7RMtGclUlGQ3omWcpbaipuaRn38ICppvOmhva5qaSUdFLXdE3TUqnU448//qUvfWl4eHjBggWnn376zMwM+P8RaQE//OEPL7/88pbT2uBPv45udvy+MesNHJVx6FBr/+HWvnZsYHJyrFortloHa/VSKh1btXL5SP/mZq1saRm/e6SQNbZONuHy1MuFTevXxkL+8XoFfm+jUsRXABsY6utpVIr1ciGrK1kjoytxU4tjJ/JW5qXlS7VMtFHNozJL3hSFIktPrl+7QjTaSDDDM8J6DfRugFcfDrjGajZCuUDQIf9Ib/c6uGyg4nAOyApzzmIwyEzDmYIlsLFzJaaLHnGEaBzfMzunNm9aSyqXWfFe6qdLtt69cfWWyRqxL/ljjA2/eXHZYpSAOSJJ9NpZZXqiGvAO9XSt4cq4NRAsODppjCtlezAtJKncv3l9Kh4Yq9nQ6CabZWgE9UqumNe6N65GExCPh/UEkjG1RP/m9boSQ+ouGfNLG2ia8G7a8PKBvTvwz5RU+JXtE+ONIsCDpSdHhzeje2g6dXqA1WjRDw9s2jbdECInljudCE6MlYb6u7o3rkZ5kPiYloPjjWLWSAW8Q56RXmSnLUcgWQyza6iHeoFoyE0cScQJ8W1ksNs11DOzc4oJW3py147J8UYx44gjuUd6p8YrZLVJ/zP5WNgT8A75PYM7tjazTi0rnaJ4fL3d6+hNDIcUUgjOqJaJ+twDvBe7LlQY4Jmh/i5+g0fbrBdQmcQA93avg5EAajJWs4na2c89XWsQ/7GcYjy8Aa7c19PJ/sQHxR3JW5ktk7X+zesD3iFIkXBF5dFTMcHKszOZthjvzZvWqukIzAlKCll/pr1u9fJXtk8wGXgAeE7NeoE+y7SrZjMg90l6KxH1DfZtZGOj57FtuoGzi7gC0lW4d/VKjhs3lHgxZ3V1rgn7PVPNeqNStC29mDM5jgpZQ0nGOtet0VRtamoqkUgsXLjw4osvBhU45phjyAWI6l/7wEvo6OhYtmxZq9USv2F2/DmOWW/gqIwjeAPVWlFRk9t3TOdtMxzxf+973/7YWWf0btowVi0BA9BrXEsnppr1K7/8he9ff10k4DXVdCISLOUtPZOMBLyFrNGoFD/64Q/d8dtb0/GIqWbSifDEWNlQ4zQYDPlHjunouO03P5faP1GJr5as4YFNZ3/4NHR1JFkuQPezSx4/9d1vU9MRus8J8AvB/pqrrzz/E2evX7tiy2SN4FtXYoi9F3Lqr27+l6988bOxsAcjZDpt6YmxLr34gt/eejOt3twjvcK5wzJ1dHT86uafkurmgBYefiQ4evaHT1v27FN5p5adsJKCwMVPPfLhD51K8xvAZ8I411BPMub/2U03fvzs01evfJ6wCXojOeNaOXv/Pb+79OILRga70YqHWRkOuAw13qwXrvjsRTd+958BconLywVjqL8LkODYv+j452/+I2CA3lYvMNksjw5vvvzv/+63t95s6UmogtDKyET09XR+8P2nQB3YtWPSNdQDlOJzD5RsfeHD98x58zGPP3ofK6A6TQoiwdHdr0yvfPGZcz9+5tqXX+Bkx7nxewZdQz07tjavv+6qn910o889AKrBYlIfsXWq/o63nfCZvztfej4RVkr8+vnPXfyTH14/NV7BsBHNCxCysXPlGR98D7jFlsma3zMI3oDU1c0/+9E73nbCiheWlGwdth058kTUt2/3ttt/+6tPzz2XPjq4etWSFQ64fO6ByWb5ss/MfeTBu0L+EXYjOXJSSOWC0dHRce23vk7aiDnj+hhqPBIc/dQnP3rf3fPxM3BYVafL8NKnF77xmA48MJB8MibQFObP+8X73/s3Lzy3CJuddZQD+Ao8/uh9f3/J3/ZvXg9uRBsImP/pRPBbV33tn7/5j6BE3CkAA0/5Tce94R8uv4wqFTab/FVXYn/3t5+47+75EAMxzMTrdlZZt3r5OR87o3PNi7gyfDGzRiroG9Yy0WXPPvW2vz7+njtv49GIhkQmGRqr2V3rV53xwfesX7tislnGD8NxVFLhZr1w/XVXXfutr/vcA3xx5GZ1Nb5lovmRMz74mU/PpZNqIhLMGSqgIxymn/70X66+6ipVVTVNe+KJJ84777xEItFqtfr7+4899thKpXLExsEIEti2ffzxx+dyudYsb+DPecx6A0dlvN4bONRoVJKp6O49O+uNsqane3u7UtFwVlcCHlfQOwqdMBbyq6l4MWd2b1hnqumcoSI/gDAIcoTFnLlm5YtoFWvppKWn4xEfCK2WiU42y0sWPYpNpVsgEC5AdK2cXbXiWdoTS/kTECUYY+eaF7HTHGeNaj6TDLlHejlqR4c3o3xHXEie0tQSnI90R5TqKZwMoNd1q5eThqfpDrAzYeXEWGntyy/geQjHEAac3zM4PVHt6+kEjJWUBKczpDAk9qB6kdJOxvzoMQd9w4N9GwXjBWHGRtLULp0MGU77GYJ17KWhxonzdCUmPfTcI72kfnUl1tu9Lhxw6U55AtkNJRWmt+/wwCaWTsoIpY9f0DfcuebF7dvGQ/4R7A3UcWrb4hHvyGC3sDq4LED9QO+GStH0jvY36wXK9/k43ZE58rj6Nm9ay31hTiw9GQt7vK6+Qk4d7NuIcKHitC5kNQAz4hEvULwQ0YUqAUmtr3vdeLMcDrjQQUIxmuRRyD8yOrwZsF0oGvzgGuohlVCv5PCrAt4h2YqTzXLX+lX4baqjZmFqiYB3CFdvoHeDtKGy2opgSaj73ANSdkgmhaliX8MBFxwRw9FZkq2YSYZeWr5U6iykdAIXNhH1jQ5v5i24RNSjqunIzm3jQ/1dcHFeQ3fg4frcA+GAi1ZbkrEC289bGddQTzoRBEjjsnSBgnYz2LcRzQkpx9Cc3mA5M9255kUAFbiTTF4YiPBI0Pq0nOJb/ImRwW5DT+pOq0bepaTCQd9IztD6e7qiQZ9t6ZQyZXXFUFL8rKYTfb3dpmGWSiW/3//4449fdNFFsVgMHsCcOXPuvffelqPM/5oBn+Db3/72+eef3/r9qv6z409/zHoDR2W83hs4nMsbrtHBA4f2lCu2qqXiiVDA7YqF/I1KcaxaSscj8XCgWSubajoa9NHLmIxAMWfSXmysWkKRMB2PhP0eJRnL6oqhJpOxAFgltLWp8YprqCcR9TXrhS2TNU5//ANOQ5GmwcqKbgn2e3hgE/14hgc2hQOu7VvGJptlLKgQsImGJcHMeSp6ONCdTC1BGgITlTPTrqEeoH5O7ZmdU8jFkCIlB8FpmLcyE2MlyverJYuTnfQzbgqnKuc+DH8QWktPEiRxBEOrzplpHCDswdR4BXaYoca7N64ebxTBQqCnSaY5HHAhpoREDC0ESdOO1WzIXNAnSZFAJkc2eGSwm0bDZLVBlQmOc2ba7xn0uPp4PaLLr2yfoPUUSsOQD6DBk2gAnvGO9hPnwYdIJ4JbJmtZI+Ud7YeBSMqZxA3R4Z6ZrQAb8YgXCARbAjMRUR1en4oHtk7VKVvAG2POPB2Pqy/gHYJc6R3tL9n6rh2TKPaAUecdzUQlFQZLp1eQa6iHHoPkaChHVNORoG+YByr0QPplb5tu7NjaJHdDQ0IR78NCw5Ows4rH1WfpyemJaizs8Y72jzeKO7eNExzT5pGL4LIgBoCqD3gPOn0sMj/DV6iVswgGwMXJOipAvFJJhcEMIHIqqfBYzSZrJnRXChRxYvgsrhP0DWPvAbHqlRyTZ1u6hnoyyRDSDvStppEm+BCPb9eOyaxT/koxSDoRDPqGwwEXX3aWcetUfWKsBIpTLhjr164geYfHbGeVajE71awryVgk4I2F/NViHg6TnkmW7SzkJMPQgv7g0NCQqqrLly//3Oc+19fXx+m2dOnSk08+eWpq6vUHH+r9CPKfeeaZP//5z/97D97ZcTTHrDdwVMYRsAHDVIZH+lutVt42I9FA3jaLWZPWYbjnWjpRylsID+dNLRr0FbIGX060CMfrFSiHE41q0DsaC/nLhaxlpIO+EY6MZr2ANwBFgGM66BuebJZRDkCkVnhVYm9QTOP0JMSHgod1kYQlHPixml2v5EL+kUwyND1RLea1eMRLPjIacktXIUtPSpe/kq1zdoNga45CjpaJ0viAgxWdA5oRYxo5TIlrSetifqjM1jJRUXqHJuZx9UFlQMMO08tfQRQ49DFdlGyRyiUgFl0B6silAyTQN95GyD9Cnlt1pBUJYUVajluGxpF1muM16wUQCPSbOc0BM+BsYlANNU7wzZSIJkXtES8H/yDoG0afh2nrjlIQoguADdWShdeStzKNah7VfWAS3EdohjD+QGWw91DZiemxx7GwRwiM2B4qOLgIyXv80VQ8QLk8q81NURNBFIscBVxL/Nd6JVcuGCQaSrZO7oCETtA3DBmFcjvsNxtDWPTQLLRMlG6WhhpHshD2DAAPfifG2FDjrqEeeCrE+iVbJyPAnsf5A3Ci5SasCDgE8BCh6fHp2GDkNPA8BPCHW0PloSwmGT1cOp4dYsxKKix5JUoYSCrBN8w6kmI8eml5wHcWfxEIhDIEXBbqR6gNAdUo5NVCVqW20Lb0eDjAsUMRU6NStLRMKha27Zyu6alUSlXV+++//+KLLw4EApxuU1NTF1xwwfe///2Wo9jfTiDYu3cvEEIkEjnttNPwIdAufD3PYHb8KY9Zb+CojCN4A5VqQdPTrdYhK6tFogFFSdRLds5QU7FwKham2FdNxdVUPOz3mGq6WszjrafjEb6o9DeCRgCFMJOMapm4pb9aC56I+rB8IpVDRMUhjmGAqUReX8BhDnRE3LJOSzeJQQlB2t8oWgWWo5gGYQ1zKCVq1BMCYBIwEYILeAtNWkhbqiPeRwIVF4FGrgLMao5CHwYP1iHFCGQETEeHADYWSwE+IWzwSHAUU4FDwIu5U2FfY2ihPuSdBs3EvnwopggwH74CETl/BeqXCkPI4e0SufxJsg98EO6IqDUAOBtqnBQyWIskICCpYc+gi1ttqnlS00/NAs0SiW51RyaBek5ZQ/6JQgDgPDaSpL5U+XMRClDpIg0EhVPFv4B3iAiYUjqKL0DRCb6FvsesmDPPHf9ShBeF4kBojroi7hR7hmy94qj74a6Zjt4AV0Y8UctE0QUSMSLDEcAAIGnWC5WiyYeSAaFeANNbr+RybXLUgFWZZIiKCdpe49K1PyBcPXxcUjCmo7fNngFdwFeWAkIKX/ECgRMA8HAL+GYloj6EL6maYcKkD4QzISJOPHdLT2aSYY4R2qkjeEpts5ZOJKOhWNCXTMZs2zZN0+12P/XUUxdeeGE4HKY3T6vV8nq9HR0dtVqt5bTvozkvcsW0Hm61WgsWLDjnnHN27969bds2AIPDhw/v3r37f/h4nh3/sTHrDRyV8Xpv4EBzvFau2DO7d+TyRr5gxWMh29JLeQsbDz0wHg5Q54OWQK1kq6m4oaTAD/AMMokocuKNStFU04aarJayltOIFrtuaglgQyJszVF+xaBKOYDUwWechm9KKoy0Hzhzs16QU0Z3RIUxjXmnqw2wMwcrMRaBMsc6xWx8yljNZiaiowfdmmIBoiJwVJBh3BqaCBMLAvBipDVHyAWeP7ePrhzRIaZ9rGa3a/ARj3IjnLm60wAGxwjLpDjCf5h8MH8yAgSvyDICcVOwwDnLCkPax6YCFaiOlJO4ayRctkzWiPx0R8qwXskJziwgudhL4HdWVXI0mA1CfNwCQkPgEyHfYcl0p5UAb6+WLIJygle5CPfymso6OJjSTwiPgQcqJaaiq8PbgUlIHrHrcHHIi0vYKnOW7UR6CEyr3fpC1+cRSMMeUjwE63lHNJBNC5AgNYF8kJQ1SkcMYDB2PvMEaCEEZ4mos8AR5JuFkUZqiRk2qnnJfbSXvGacFuFZp7wWzEBcBFAo6heo6WCFQQXEJ862dUISvoV8Kag4IPtjOfJKbGNQBAAzLRPTMyktncibWtnO5k0N3bOcoRpKCudAzaR0TavX64lE4vHHH7/gggsikUjL4QEcOnToiiuuuOSSS1qtFs0LJicnDx06tGvXrv379x86dGjr1q2tVqvZbJ533nm33HJLq9XasWPHwYMHd+/ePcsk+HMZs97AURlHqCkoV+yMkti3fyaXN7I5PZNJ+N0jaAqZahobn9UVPZOslwummk5GQ3xLcQgsLaNnkngGSjIWC/lTsbCRSZlaSlde7VVqOL1tXi3XdiJpTGzR6SioOoLBSpu0Gec+cTl2kfgbg2053V8wnPgZlqOoA56P38CZazi9Yvl0QGzOMolf845ErognCpkLv8Rw5GBFZlF3NO3RVCHwkg8VbIC5SSwoyku6I9aGMA6QBpWW0lGGEBBOlthUETOwHHn/dg1Ell1NR4Ai0omglIyLSRCZAfwY7ArxKN4AxA5Sy0LLwANLxQONal6a6GC55clajnQgG0Bq3AlAMXsoDmUciVzFEfXjCvK/4pzpbb2XCjlVMHx8qZB/BFwdpyHgHRIxH8WRa0zG/KgFkwuARAIshDET/5I5s2GYM64VIvzsGcVRMsCo205DTm6fp4Y1xTPzuPoEx5KtnnVaFdDLAPxGthNenZaJshNkF7FnyOwA/+hOp4xXlQ+cxAoUFvEz1Lb2CsxQ2nDwJeJrxVdSZEOFe8in4B5FgqM8d/le8DLcGo+rD6dHeIIsgmRY5KstS22o8VI+m0lEIwFvIhLEFaB6OZOIKslYzlBNQwsFQ4qi+P3+RYsWXXTRRfF4vNVq7du3j0RAMBicM2dOMBhstVrS7Zcex61WSzAATdNOOeWUcDjcarXwEmarDP5cxqw3cFTGEViElqV5vCOtVsu01HgiXK0WilnTUFJkB2IhfyISzOoK/cWRGbC0DDUFiUgwk4jqmSRNCsp2lm9vJhlNRAMhv0uOp6yRosScwm7CGsvpTyh67zQTSjrN7KH0w4/DXBlqPOQfIf2Pu4DVlGIBjn7hpeNtEIaSbYVjaDpNV6F3AYxDCBezNN4oclxiRUBHqYnImWnKEEAvQEcB2E0tgWY7DgHxMSwBXAHKwbGCJClgFBLggl7knK6JkeAov+d8B32Vm4WSVnAaACL8DmIP8Ks6vfhKto5Z4n+l3AB7CV9Bwu5E1OdzDwg2M94oCuUT/4lcCSspRAfmCT8f9UPV0RXGsJEoIUHDP2Fd4GcwGfFRpBUvM2G1M440HuRTcRnjEa97pJfbp8rRcoQWUvEAZAJeCUACKoCggnA48BiQwGL+rCRz4OnjMOlOCwACZc1pRDQxVoIHw47CDDNJui/igmiZKLWFPGX2v+k0CMDQElKzknAa8C+hMaacNtyK06SbGkgoLySVWCigF5I4snMURzB7vFFke+OaiEcCkMCHSjWH3zOIpCCkE2lkxSbPOB2tgK8KTk9nnGP8S1ZJsCWyMzwdNR1RUxFLzZTtLA3T0/FIKhaOhwOpWBhgIGeopWLeMq10Ou31ep999lnhDRw8eJAGBK1W60tf+tK3vvUtOfV2795NNyMcgj179szMzLRarXnz5r3jHe8QGaIjlibOjj/BMesNHJVxZN6AoibhDcQT4VxOnx5v8G3EK7e0DESBZDRkWzrK4egQAA+I61C2s/VyARpwMhZU06+Gv5wR8L8kCicgkKBNkFLN6SeUdbT0IYIB22LmoRFwfgnOKRGV6fRwI9Dn6BcMOev0j+ew41KcTcTr7dYIMpqQA3iv/mrT+lf1kTi+dUdTj7N7vFGURsMciJbThhFZG6xg2tEzFtcHrnjO6ZIsAR9XrldyUCAVR+g35zQJVNORsVpe+sQI/k9YCU8Ql0vgfbLjrDZdl8w2BXvd0bQ3tUS9koPqrzlq8+Ln4VS1t0LgygImtzsEhtPDkIdOUygyJnJZaBAsFEkfvKh2Nglzxl2T9ccr4qayRqpRzcOo5+ISgAJ4SJcd6AiyjLg44OTtczacdlNoVUkEzyOwHLXBYl4VX0caJehOuwqoecTomqP/I7A5GXrT6bINq4CdXMxrsErxYnFiuPF0Ioi4k+noYOpOGyrN6csAOYaFBVTIOR0EaNQpxYECg7EtyU3I985oU4Es5NSJsRJFNOxkeTqs59R4GXqjPFm9reQHd8Fs60Fl6UktE9PSibKdHauWKoUcAgOIEkIdMJRkIZ8tlkq2bUej0cWLF8+dO9ftdh86dOjw4cPSyHh4ePj4449/4YUXWq3WwYMHoQ7wJxyCQ4cO0d9o7ty5X//611utFqLFs+PPYsx6A0dlHCFT0ByvVaqFfftn7IKlG5nHH3/4kfvv1dIJ2IJE/Jj8QtZ4dvFTq15chma4pWXyppYzVFqO2pb+u3m/7t6wrmxnS3nL0FIl2yBZS7XbL3/+k00bXqbUjeMYs0rAettvbo6G3IiXcZpje0wt0dfTedtvboaxL4GUpI1feG4RWjEYJFwKwvRK0Vz78gtPPvYAFDPSojgcfO7Ch+9Zv3YFroYkUEnTlgvGjd+9rnPNcsluChsOOOHO2+dFQx6sAilVjn5LT/b1dN5393wOSiJgWspCxV/54jN33XErgsQk2uuVnJAP1q996bFH7gN1h+jAR2SNVCGnPHT/natWPMsvuVkEjDm4b/rxjcuefRr/xnK6DxhqnBzzY4/cu7FzJcsCZivLGPQN/+62X8lkdCUGf4IawjWrlt29YJ53tF/0iSW2q5aswb6Ndy+YR/2e5ajfY1RyZvq5pU+sWvGsmo7w3krRhE7Pde6/53eLnngEIy3PDgtRyCmPPHjPmlUvbJms8XHMmRQJtYV33v4bwmKYlbVyVshri5965MH77qDkD7MqvIF6Jbd65bIH71tAsSLeDBYdu/vIg3f1dq/DGcL8w8JjPW/5xf9d+eKzOTMll807vSFyZvqeO+cP9XdNjVewfLhuTHJ0ePOvf/mvEjFT9skVdCW2fu2KuxfM87kHqAXAddOcLlmDfRsffuBO/GB2DrgIG2D5808//eTDvJGdwIIww3m//tfnlj5FGYXiNI+QzXzPnbchWYGPgtvH9y4act/2m5u1TBR0rZBT8XHJxfR0rbn9t7+iCAK/isuSBPGO9t95+7xU3I+rgUPPk+Ur8MzixyBvsg/LBSNvpS09VbazC3732ycefUhLJxqVohxBdFBT04nnnlvy4vIXC4VCKpVaunTpJz7xCbABaVpIIuDXv/71WWedtXfvXnEFwAYOHDiwc+dOuISM448//v9j783DLCurs+96v3wmn/qSEBMTMb6JRiHihAICIr5gCyJDHEDRGAOCDKKg0TjEARUUAUGmZm4GoRvopuepuqZTZ56nPU9nHurU2NVDdXf1VHW+P37slfqgzcWrjZ9/1HNxcXV31dn72c9+zrPWute97rV+/Xr+LMkCcRr+wAf04nglY9EbOCrjCNhApeIapjK7f8b1TMc1rr3myks/eXEqFqZjId2JUrFwKhbeOTV+/TVX3fSD7xWzqapnU2ug5jNUH0x0Wh8+/dSnlj1i64qlFR3rxYCVJKWhZt5y3BseuO9XIO2O3+VdLSQRUTnlpBNT8WHRCQCBJCu56rmnPvq/zwDLjUcGsWfFXDydCI40Szf98D8u+PjZ61avaNVdWGmOWYiFB5R8YrRd+eXPf3zl5Z/Hh5BwSoQNLr5gyX133waEgLpcvWLFI4NaMbl7x9ixx7z2rjtulpy3pBuIy88+6/T1a56zfTE1zlZw4E3rV37w5HeTQRAY3zELwaGt7Yb385/94GPnfGjzhlWm38EFqJYJP/bw/Zd++kJTexHhkFgQO3fFly67+SffJxQjfDS1LNoAO6ZGTjzh7d+84TrMDxMDn4d//oXPffKRB+/26VoZoON4ZLBWNjetX/meE9/OhNFR4Fint9ATjy398BkfWPH0Y6K+zFLkM9F6xerbuu7cj54pjE5uSmJlYrT+g+9984brr4L/n0mGMJwsdbVkXHj+Of/6hUuZKhllqYaoePpXr7ni1lt+TH2apE4MNZOMBaolY8XTj515+vtdq0gbJEJkMkG1svmTH33ngo+fvW3LWnwjmXMuHRnv1B6471eXfvoCURqANgFOvnN753OXXHT7rT+BmoBqkHBga2XzxBPe+qP//A/dl8oAkCfCeMwtAAAgAElEQVQy1pX0Zz55wYqnlyF4wAdLjhoY2OzZSijQe8r738MWZQt5vjiVbeQfWnrXR848ZdP6lawGL5GSgZKjrnj6sc9dchGvgyvDmNGKqcmxxlevufw/v/sNIeiYfo8oJZ8YaZZOO+U91119heG3VMZRA3ZyreLnLrnosYfvBcXh42zFbCocHt72wZPfy9PheYBbkIZ4+smHT3n/iSuefoyNykpS3+GYhYFtGz7+sf89PLiZRebiiC+Ntis/+N43r7/2CqFcCJql5JPjI81zzvrwVZf/ayoWrpWcYjYFNgCNwNGVq6664ue33FKv11Op1PLly0877TQoAv/fY25u//79PT09K1eu7P52oSFKCVasWHHsscd2u91Dhw7t27dv+/bt+BO7d+9e5BX+cY5Fb+CojCN4A+WKo2r5w3P7TUv1SlYyETFpEKIrllYErCtmU1QAK7l02TH1Yg4ioVbIUmRYyCQbFY9mx/l0opBJ1iuOWkjFwv2UHVdLBuaHInWiNA5TapkwHiRoCWLIqpJZBHV3/JJ0x5c2A5wkOCY5qviSq5yVwkEr+s18OQqJmIcHt9AnHvYZF5fiPS4rSVZJr9ovthtOW3pWmFDyawAA4eFtUp5g+81qyfUqfr9jIcdx/oK0c2uegsMX/FbgcaFb8geUcOgPZOk5rfhi9p2jmfuilCD2jAuSPgDNVvKJSLBvaryJ+wWuy6yAdq0FzXtI0DCZVHyY1gBw3YkjkethwfH58HhA+7E0iCWApmh+WzzF79ZDltr2Cz7hclp+yQZZeXoAjjRLlBeyMjwyLD/KPV4yZ5L64FKG3zyaq7HTmBK2U/e1EYXbjz2W5IL8AnOmKsT1BYkxnzBR2Hiu9WIzIcdXV+T98miIbfMK+HfD71gNQgDdxPY7F2CYUVPAPxbiBYxR3CMln3DMPEIXwq2R7JVk3NgqrlWkgygloyhHLaQ6yldA6Jy8Pt0XQRIWhbCC+EMmGWLyvCMwQm7NH0wtq+aTFddS8xlbV6Q9OvxBAMiKa4WCgZJX9jwvGo0uXbr03HPPjUQiLznmCPG//e1vv+Md76CD0RH7GO3atQvA4CMf+chll13W9UWKpqenaWu06A38cY5Fb+CojCN4A6WyHU+Eu93DlaqrG8VyyXZNLREJ1stuo+JphWzJNhoVD2bAaKseDQ7RWhTszrP0WsmperaSSzerpWQ0hFqRrmTzmZhWTO2YGoEMv29mCr16QEtY0PwVdjrnoECvlB4Rqo6NVLduWk05GexxqpKInJDRBVfneMJ7oJZa5PmwKOQsAaVFjX/3jrF8JpqMBSw916w5nVZ5sG/j3t2THFVlv3UeoXyr7oaHt+2YGklEhwQY58Qk30xlOUKEIMM0CMZwUqUNFZGfYrqYG4epkk90WmUMmIDh4Bnw8CHzC5UMfgN1dAuz4OTmCejbDQ9HRzLBAjijiJeKD5NhccwC1nG0XaFuTbj6GFfCYioIIBkgCIil1IopdH7EfYEmiXtEUT55EC6o+QKUuESSzRGKHGrKLBQF/VA1UTHCOjpmIRkLIL1MdQBETrbTwjnzpiw9l4gOwVpg81B5gX3F/JOYwH1BGROsnisIks82w41oN7xEdKhaMjDSUBonRuu4p5DymBVEQuaGCFK1ZERD/ULn5L3D0KTuhp+Otiu8KfpgUfIqxZwSprMmxVxcCH2e38fZ0nNMGHuv+M05+XJx07KrZVPh6cl2YGCzYxaA1kBESK+4VnFyrIEzKnWh0HQA0qolIxYeqJYMEcVij7H/8YmFvsAEGhVHzWfQHPQsnT8YSh7pM8/SPUtrNeuGbmQyGdu2ly5deuGFFw4ODr7smHuxfOC1r33tk08+2e12F6YGGBQcHjx4EO3CY489ds2aNd1ud2ZmZm5uDkdhsc/hH+dY9AaOyjiCN1Crl+KJcLd7qNWupdIxVcu5pkYZIaU+kAM8S0/HI81qKR2PUFPwYkbAUHELYqFAq1aOhQLFbKrimLl0rJhLYIBrZTOdCI62Kwj/IcDHSWT7rVkaVTseGZSeLkSxMMLonSMRJ3EMJkrUhQklsbvQwqGA8SNiHUraOM4wUQvjcrlCyVHbDW9g24bpyTYkaiwrXGsK9ki1cjqbfs94jkXyBeOdGux6YGFcinrFioUHoDuIDD5xLaezsLHo8Qjea/i1iIgRMWFCN9WXyoG+Lvxw0GYheHu2QgY9l47ggcls6SGJtxQc2ur4PReUfIKrYSlLjspnbb+ME1tO3US9YqUTwVrZ5BY+dpJZWMIgsbiupCfHGulEEEUBMgjC9SM8lc9KpRzrz0+x3zxaPDIIqM5a0SmRT0m8ay3oC+DZCnWJ1AriX+K3Gb6OEFgOABKugKXnaI1RK5v8Mn35pERQJonjS9UffiEMD9IBJKSUfIKnYwI4PelEECVNPivv3dJzrB5iQdAmNF9NgbQLdj0ZC/CCKD2gfoHGE1yfZ9T80lOuKZk7THgmGYKTS/SfTYWl4tfwZSrYvaRvsO4sqeHrKfEVcMwCnR1APlyrCAUH1gg9MoT5iLPi2WoqFnZNDWAAerJWyNq6UnZMSyumoqFyyVEUJZvNOo5z5513XnzxxfQwXDgOHToERWDp0qXvfOc7/5tMwezsLHmBdevW/emf/unk5OS+ffsOHDiwc+fOIzY7WBx/DGPRGzgqY26ue3Cue4D/cAhGx1q2o8/un6lU3WgsaNvaSL3aqpWhC+jFXNkxcdhjoUDZMUcaVc/S+a5SbqDmM/l0IpeK04FUK2QtvWioOUvPtxtePDLIUd6sOTCJTC2LkDBnkCCTWFahLru+6pmST9ARWBT05DeJsFt1F4lWkfbzbCWbCpN3QDlOeVlndyqyiAgRx4Vnzl0K2RhidrrfIZ6jGQBDNOEFFvZ89TriYMjYBOJksjnW5XEIsKSgnyugRUgzRqmtkHJzGsNTB8HVSr7gUjwyGI8Mzuwcdxbo0BFvUX2H34C6oq6k85lop1UGzqWOEfIgSLUE6IVsLBEdonaReE7cCJBhwJ5OqzzeqdGJip46wMjMgYpKXUnjKOA0wHXwbGVspPoSEQKIHSxIs+YguoDXiIQOHh75I9B47jjarrC1iLlHmiU08JmzJKdj4QFwhZFmCcMp3SLEwWKhNF8OknhXqu8gFaq+tKJkKHjReLGYw5Iv6lz0e1TyykDXQRfYVPlMdGK0zu9LXQYbNZeOKPkEpSgk5llD4HcYf51WmRvh2go1hAYHfJCFkuwApARYftRb8uxch8tKWYFUmuAwEdnD+ZWvAD4EM4RBSUaGelTgJZJovFl0L6TWxtSySi5RyKSQNEXRpJBJEork0wlbV6LDg7apN+tNXdcLhcKvf/3r888/X5SJXz5mZ2dPOumkH/7wh0f86Z49e6g44K//8i//Ql3iwYMHkSVYdAj+OMeiN3BUxuH57iEBBvivPVL3Sta+2d2GqWhGQVFyeiHbqHj0J6yVHGoKsskYiQOtkK16NtKEC2XCqp5NC4NGxas4lqnlLb1AYxUOCzKXUo9E+I41cq1iMhaggp/Dd6FYSqNqR0P9VEkBXBNRccBJnaGAroQj2B5OeeJsohPS82DOQs92/Z4xzZrDEUxDHcTXsLuYNGwVEWe74Wm+KJ7wAYlyoqF+tAgpUgBM5vAVSwYQQjZBMGcwAPodSAEh4aOQ3jlkIYebvky9MB6kjFOkEvFdWCWAbkwgyyvcC9AL2xd+Jg2BqbN9zSLXFwR0fXlEwtzpyTZkCGJoHg0ahLWgsRPmkPcuAgCoHNYrlsSOhKEYRewrBoOGCIavFoVOMMYMpF3zpSYwM5hMkBXHb4UAAUUtJCfHGiQgyETQawBTJ4mAkq8UiTnUfeEsSPu8RNOXn5JoWzQfcX+Jm4mGxzs1oud6xWo3PAgibHiyM2QKeO9Srcf7xYPkcXhkGAOAKxQZspP5llFnAdeBNAfOJVcGtMPTglvq2YooTuKNseuYXslX+ZQkDltXV9IsketraJLv05U0CSAKKHgXvB1AhenJtmzvF53pfLLqOfRCIzVgacVaySk7Jm5ByTbyuYxtOZVKJZVKPfTQQ2eddVY0Gn3pMXf4MAID3W5306ZNPT09CBNh+KktnJ2dnZubIy/AT/ft2/eud72LLogIEix6A3+cY9EbOCrjcLd7uNs92O0e8v+bL5XtSHS4253X9EKrXRsY3Lph9Uo1n6E1kVbIUl9QzKbGR5qFTHKgdzPVhhB9HUNFtXCs3RjctiUcGMil4mXHso0isDBUwanx5tZNq7dsfEEKq2LhAcIXTOb6Nc+CoBKdEJNxbJUcdfOGVZwmBO7w/qgQiwT7Nm9YJRWAhCa2kU9Eh3ZNj1p6bsPa5+Snii+2w3k6sG0DZHJOJZomtBsepYbrVq+IBPs447B5nIOYw97Na7B/EMiJBbFMtpHv27oOrhZWkFa5mWQI/eDg0FYkbAXlJhAk6N+y8QUg35KjIuqCeW7V3cDAZjrbcobSRwcTuGNqZNP6lYN9GzlY7QWqA8g39W1dFwr0SlYCQFvxW85v27IWo8JnyQdT9Fh2teeWP46jBspC9kQrpvbvndaKqbUvLCdn71pFEjo4bcA/dLiBZMdCAcJvn2gNbNvQu3kNvh2qA1zZ0nOdVpk20CR0MOHkF6Rfw5aNL/CueVjQe8dX4V2z6hlcQApc2V1KPnH4wO5kLLBp/UrIjCwj0Lql5yZG62QHeCOu3wQIG9xplZf/5tHg0NbJsQZbCP1HYvFOqxwe3ka6CnMbDfVjRLn48yuewPMDtAdGwnlSC8n+3vVQCkBoin7TB9gGQ/2bAFEcv/UzKQDmz31BNfKZKA2oirn43t2TG9c9P9i3kYuQXMMHqnj6xGh9eHALr4zvBavEbm83vLUvLMdjw8PArccvtI18f+96Oonju4sKNQ7cmlXPAGmAsoQCveBPOM0cBXwl2YR4CTsmxjavX7N5/Ro4g1Q20RZVzWd2To2Hg4GhwUCpVAoGgw899NAZZ5yhKMpLj7nDh+fm5rDo3W73uOOO+9a3vtXtdvft27dr1679+/cfPHjwiMqDgUDgL/7iL0zT7Ha78/PzeAmL449tLHoDR2W83Bs43GhWwpEAzQxVLT/Sqe+cHDeUfDYZo4gA4WH0iMbajbJjkkfQCtlCJkm+QC/mMokoTZCb1ZKp5vOZeDYVIXtKwn50pDox1iCby/krWVtTy+7c3oGHRaKdnCLxHPEZsYjh963BcvBB+h9yBEOzF8y/WjJ2bu+IKeL6RE5lV9s+0ZJCc2JogqFsKpyMBbrzsxKMGr6Gj1AWZvdsp/gN8IM0qv1irby+e8cYsalWTCVjAbrLc9RWSwad64Bkpc5K8wUQd27vSAUmKCuns1pI7tzeIfjGCAG/U7BezMV3TY82qrZguQtV5KolY7xT67TK5ImZNouQSYaaNYfuQbgjuXQkER0iMKUx4ORYA8IaKyA1omjtHZjdWfKVg8m4o5EgXZek0IPGP2MjVUDssZHq2EgVe2P7NZyCIsCyBF4mGFV9ad5CNtasOcg0EdOjn4h2ZC4dmRitT403pf4C1IQXHY8Mthre/r3TPKC4mOwxcBQcKXIZksliox7av6tZc5KxAJ6lvEG1kARJAjUBhWL9MXituju7Z7vqSwHm0hEpZKhXrPFObXKsIbR83rvtizSPd2rIOfA40VC/UED4rHQrlleA0U3GAvv3To+NVKEX8M0y/UZcJUcd79RadZdKk2IuHgn2iXtadrVd06PYfsOvBxY8r1Y2d02PCpaDaKPs5HrF4ivARqUKw/bbHo53auw35gNBxFAzSi4ZDQ7N7JjavXM7dAE1n0GAyNKKFDw3m7V6tVYqlRRFQZk4FAq9/KQ7cODA/Pw85MFVq1Yde+yx2Ph2u93tdv8beuD1119/zjnnTExMvGqH8OL4fceiN3BUxhG8gYnJDjUF9UY5k03Uqp6h5IvZlGfptCMCCSg7ZmR4kApgQ8njDSAkDgG4kEm2amXciEIm6dmarmSEb1/IxkgExMIDYMjwt2EOYtIAG01fDh07TZJ+arwJikv6nLMbT4J6M2iGCw9fLAHQKyeg4jd/w2yTIAc+xV5ilsD2hwe3jHdqOAfCBOSD8Aep/JYkPTxtcFEy3LC6+BGYh6FmEGElFJaSORgJXJBzHOkFIdbhDYBywykjBQBQjGnB+QCiYMGlks302ygUfVF6KJzQ7qAjiGQ9Av5SyuH4qsCWXyUvJgHEnmWEpIZ4M+lnXlatbI62K5IbZnq8ILAQqUPjZYHwUxkP1IxdzCRDUqkIPADNXrAiYlbS1Wwwze8tqfndBIRvj+MFqg+iQMxKzR7Nq7BVPBrvHS4eNpUSGFISkgsQLWGIGiKDjdcIxmD5XSSYIYF1MRePRwZJlEj1oJAT2auOr9LICwWKF14thhYbby2Q/Tf93o8jzZLmC1EL/Ibvhf8hKAsTKLtaKNDL9gBDEs6BUA5hBxPTw6fxy1z/q5gTTA40CCCNyh2EPaREk1uXHE3JpV1TK1k6Yuf0TIGnbCj5XCper5VMw0ilUul0+t57773wwgtfninodrvg/5QGdLvdnp4epAm7vitwRGUhCg2OOeaYTCbT/e1CBYvj/9+x6A0clXEEb2B6x0ShmOl2D7fatYKSSSajY636RKflmlo2GbO0Yr3sohYOXcCz9N3Tk4gTlx2zZBvIElRcK5OITk+MToy09GLO0gvk6UFcR5qlWHhg38wU1oviLjr7kewsZGOTYw2wWcvvSUiRFTS3nds75BSACgQspXBZSHwcK7SdJS4h9NF9nQDSBI5ZmBxrUPeMXiwhuJzFI80ScS1BEpg/sb7U48FPNH1lZaiCtpFvNzy1kBzv1KC4O75iKwlaYG0MrdRWYVZLjgppCz4/5y9mT058Wjhy1FZLRiYZ4i5gLZKxZilEzckxC7HwAHQ/HCaS0EIqjIUH5g/toW0uhAluCiPPNvLbJ1qA+UL3M7Us2AAFdSwFi8Bn6S4h6DeTrJXN3TvGoCmALZNWwP8TuUPKOOsVi3Q4US8ZEwwhWv0H9u2g0A7fQgiGWFmwH8OXGMI6kl6BJ4hhwzPDzI+NVCkGwatgDyDfS6kIvg4l8qDrC9PwwaEtE6N1aaDAMhb9psNyO9nkgB/I+bFv8fmgyMhXYLRdKebiO6ZGeFK2JSJRk2MNenngPbMVsff43CVHbdZsmTPPjltZ8Rt7TozW7QXdMsl6OGYhFR+e2TmOn4HDWvZ7UrA405NtqAl4Y/i1Qj+cHGuQgOPdUe9DSVGtbO6YGsFP5Svg2YpWTGP1K67VrJaoXXIMlZaqnqWrhUwwMDgxPrFjxw7Xde+///6zzz47EAi89Jg7fBgBop07d4L2X3LJJRdccAE/PXDggDAHFw5s/549e84777xvfvObr/JRvDh+97HoDRyVcQRvYGy8remFQ4dna/WS65mXXvLJf3r7W/u2bGxUvJJtQBUsO2Y6HhkfaX7+0s988bJLY6FAxbVIH1COqBdz0xOj7z3xhNt/cXMqFi5mk56ttRslQttEdMgxCz09Pd/99teR5+MMyqUjA9s2TI03h/o3/e1f/3kyFiCPa/qtz0Ckn37y4Xf901stPUf9Fdl31+/2+9nPXPi+d79j25a1nNS4BclYAJrSTT/8j3M+cjpgrBzcBENlV3vPif/40x9/N5+JwiOj0poTbWyk2tPT880brsHEcv66vkh+JNj39re+edVzTwlvnMOR2r8VTz/2N391DFbHUDPthodmPtb9+9+58e/e9Ib1a57F+AlZzDbyYyPVn//sh//0jn/AEAJjiJrh5Fjjw2ec8uV/u4yYkkr68U6NvO/MzvGenp7LLr0YYwljg8rARtVORIfO+tDJt/3iJmyAoWawSbggQ/2b3viG14cCvYGBzWgGjHdq2NdOq3z3nb/4q2Nf+/ADv8bPwJ5RILd39+QTjy19x9vevPaF5eOdGvElrMZYeKBesa67+vIbv/YVQALhbMYjg5lkaHbP9nf909s+ds6HGtUXG/Zgxohuc+nIRZ/46E9+9B3PVx0gqHXMAmJWa1Y985bj/ioa6g8ObQXbH+/UcBBH25Xrr73ibX//t6uee4o8AoyHQjaWSYYOzu787re/fvqp74uG+oFAxAUJD28bG6me85HTb73lR5bfBQAiCIn8nds7PT09N1z/FQAPieAhPAaHtp76gXc989SjAulDvMBpWPbIfa/5v3qw8cAJOMpkKL7/nRv/+i9ft/LZJ6kosXzxCRIQt/3ipg+e/O7g0Fb2J96JQPf/fOHH/vULn5H8PXsD73bX9GhPT8+5H/3I5Fjd8ftci2dQLRmnvP/Em3/yfXYmrQf4emZT4S0bV73xDf8TvYGF9EPKNx68/87X/z//495f/5JkDfYecKtVdzetX/XGNxyzbvVysif4W3zla2Xz+muvuPiCJZByBK6z9Jyl52d373zrW44749QPUMoEY6BedrPJGBLFn/rURddec20qlYrFYkuXLj377LPz+fxLjrlDhw6RIzh06BByAo7jvOY1r1m+fDm/sGfPnpdzAgQJyOfzr3vd614uY7A4/kjGojdwVMbLvYFDtXqpqGT37tvllSzTUv/932+47uqr4uFhVMAo+c0mY+l4ZGbH1E0//MFtP/8ZtEEll664llbIJqMhJZceaVQ/edEFK37zRK3kWJqiFtJlV0/FA5zmFU8/+aT3vvD8bzBCUpytFVOIrlx4/rmaLx1ImAgw61rFDWuf/fQ/X2gbORB4bAM5/kbVvuuOW/7ti5euW71C1P4B1TmIl9575/XXfpk0J5AAZkzJJybHGlde/vmHH/g10EV4eBumDprbrunR97/33ff++peO391HMHPw3n/9wmfDw/2W38UVg00hQ3/vuosvOL9WNsAtwO2xLo2qveyR+z/9zxf0bV3HCSv58mQs0Kq7a1Y9+9Vrrig5CkVcUq4NM//Gr1131x23WH7nIXL54POj7cpHzjz9V7f9DOsijA3UfjLJ0I1fu/q55Y9L2SHrjP7BUP+mCz6+BIBkbKQKBi4V4c8+s+xzl1y0ecMqbAwwid+VTunbuv7Ky7+IwD5ZYctvm9uqu7ffevN/fvcbsfAAdDnXl78FffnsZz71/e98C1uOzZaUeaNqf/fbNz78wN1E8JhG1jkWHii72rrVKy799EWsnlSfMmfXKt595y+u+NLnQoFeeVhSTqn4cLNmP/bw0n+/8asoQYlyA3yR8U7tq9d85a47boEECibPXbRiasfUyFkfOvmB+35NXkMyUxTce7Zy9ZVf2rhulaS98HLwX4f6N1366QuMBS2wwedxldavefafL/zY2heWL8T5IWxWPH3juuevvvKLkWCfqFDAr3TMQqdV/smPvnP7rT/hCyVkCF5Eo2pf8qlP/PgH/2H6bZolv2CombKrXn/tVc+veHJh3QpUQYgdl3zqYsfMk2twffltEJ0Xnv/NxRecu3nDKlwfHp8GpGVXG+rf/C+XXRIc2ur5mkUgQ4no0NhI5Z677vjef3xD3infeq2YKmRinWbti5+/7PprrnZNjT7pplowlHwmEXUMtWwb119/7d13312v1zVNe/jhhz/4wQ8mk8mXn3QHDhyQXAB/uPnmm9/4xjd2u929e/eiMfCSAbuQH/X29h533HGwByhPoN/BIq/wj2EsegNHZRzBG6hU3XQmvm92d61eKhQzI+36WKuOJij6oDgEcAVoNkqpDxph/IjeRcAJqBq7lqorL+rAEIjASCIE93wBHLLIppYVHBVsgBMNiNjSc42qpS/oy0e6HeMEiwqMlPy07vc5TCeCQM1o47h+n0PJ9fKPHKCg68RzXG1qvAF6LO1YyDdzXtcrpm3k7AVV8pavNFx2tbGRikCmnHSe3+mu3fBIE0gmW1/Q4h2ImD9L2hubpBVTI02PmXAj1sfzewdMjTdZRuYvCDmh/PRkm5XB+rK8rt/fCAqbrqRFHlHo365V3D7RwrYttDe4GqRviGXFuQEyQVGROkxhkEnGJJ0I7tk10WmV9QXNCXkFzAE6+sJAWeZMEgT+Pwi27BlB16fGm0z+JXPOZ6I0IWRVCf01X0RIySemxhuw6uRfHF/KMBUfnjs4I32kcF/UF7sXGpaea9Udkk2sPHuGaNvSc1PjTTD2haQQCBytujs13uR1MDe+O3K1ybEGmlRsFSGFYPLxkmWPAZKRJZkab46NVPlm4WGw4HxTxkYqrJhsBtNvcljIxvbunhQpYrxefpN7USKIq2377Zhx8XHRRPxAHH3/u2NBGWGfC1+k5OqFTHK0VZ/otLLJWKtWpntqJhH1LN0xVK2QaTZqju3ohl4oFJYuXXrOOeek0+lXcvZNTEz82Z/9GYKDR1QdFs0i8gif//znL7744m63i3rx7Ozs7OzsojfwxzAWvYGjMo6QKag3ytlc8sDBvfVGWVFzpZINFYAcASzCVq1csg0EQGxdySZjzWqpXnYTkaBramPtBo68a2p0JXdNzbHUbCoEishxJjQ9IG5MmpS/e75+ABpqmHNpTwAYAJgJoalWNgGuXV+nqOw3tyVLTZKbz9JfB5tddjW69wIkQMvnwJLGRZyPgMwE9ORZUYARKgDMKYSPSIVSeAagKmr52GzK0CVFSvyNCcGnIYqVKyPfS6p1bKSK04DUPOEXWQCADSFnYO9tXzGQZASLBpDgmAUq07AinVaZGYol5kVg5mUNkVIuL+hPWHJUFGdNXzCKgFi6UQhYjb0U1gWWj0p32AZUGZh+mwD0EuAHYNj4Na7cqrvICUv0TFRKWSBqRbxZeg7J2yQ3BIAk2SLmjKIR95XSFbwBzxccbDc8iJZ4cplkaGK0LkxJEVQga2DpOXSa2W9wUChipBSTghdhDMieYRuTrAGQx5fyfIEgbiT+LhA9thYiJ+/a0nNIfVCeyjwhHxi+fjCPxu+zUV2/BRTZMUpgIP3hn7HhUfyuZVsAACAASURBVDpi2YUwIQ6QfA3xRdDKxGEabVeg9LIzYXECY/Au6mUL5ZKKa+XTiapnE3WYagHtAUsrlkt2Np0pFAq5XO6RRx75bTUFRxw//OEPTzjhhN27d3ePpFXMQI1genp6ZmZGuIfT09Nzc3NTU1NH6RxeHL/XWPQGjsp4uTcw12xVc/nUvtndXslKJCO6VkBLAE1QKRzQCtlocAgvIZuMGUpeL+aoL/AsXStkc6k4cEIxm1LzGa2Y4ZA1tSyEcAIXzlnF70+jK+lkLACRnh/pfttD11eYkfouzVd7JQQEg5WIXPf17zCEWHc4WVJShVniHMwkQ65VrHg6GnPcl59SpUaKlylRsCfl6WC/EhfyOyRWhXKv+vp0ut/VBrvC2Wr4fQglTAdHpfocbNZQM1KaVczFRROeh9X93kWSEcctoBZxIYxBpQDX4T8x/Cyd8Mk1v08jthDxREJz3W8wI1eW6jtCZIoRpLqB8kjwHqlP4/GZpHQM4l1LawBqIGPhATHVJV+z2fS1d6gIcP1+fUyYPUb7RJnDy+ccDfVzR/BwSuNEUkKyM1I9yJwplqOlIb/pWkVo+Xi3lGViF9kqvHqInJQ4kjg3/CpZ9ozqay8urL/nX/i+IA/Mg7MPpT6Q9AeEDAAzIAdMPsIDLCP0CIovPF9VE6bOwiflp1jo/yr88/UApIZCChlsX6pI8bs3kUrANZEkGpucnAtCIxBgtQUti2wjryuZdDxasg1ao9GsqJhNAVKm45FcKm6ZmmXZuq4nEokHH3zwnHPOCQaDr/D4279//6mnnnrvvff+NlkhagpmZmb4hdWrVx9zzDEHDhzYs2fPoh7RH89Y9AaOyjiCNzA+PqIbxQMH95YrTjIVNfRiq1qqlRxSAFQNaIWsms8UMknHUOtlF5wgl4q36xVbV/LphKUV8+mEa2rwCvViztTyFc+seC/Wf3M8tRseJGqiRs56DjuUibFMEmHwV4RQSr7SHyaE2EKEY6kuw25ZfpkfDgTifbgFImSLqfZsBdU/eAawCDGfnLBMGJMv0Vs6EcwkQwTWMLcF3oeyAMpNKxo8DGJZxe9ziCwukShqLZzvQoYAqaZZjmcrSCyTUO+0yggmmlqWKJmiACbcaZUX8rpBGqAdcF+sL/jEQlMqdQG8GjT+WGFWhobRTJhV0pV0IjqkK2mYYpTVwTHkwUFECH9xCETuEA1mQBGofIbfkQighd4/JD7kpeMHYPhRD0RfAVPabnhiHSnxaNVd4BNh2DFn0AuIAsBLSAriaDJJgbIoEVQLSVxPlhG7LrkGNiq1GBRrYDvBqHhBwE6UG0Ctlz2D7eezlIbid+KdYC/BtFCj4rvD/iHUZqMKBILfYPgCl8hiYtHlg7l0RDpI4S4AaZDaw5Oz9NzEaF1i/Vbdxe0AxGJjAMxYfuNvQBrKHPCYeXeSzYFxiR4D3jnfO0vPFbJxNZ9xDJWaAjWfIR2J3jnNUTVNqVaq5Uo5Fovdd999S5YseXkPw5cP0P5ut/vMM8/09PQcERiYm5ujUxFaBS/JFxw8eBAl46N9Ji+O/+Ox6A0clXEEb2B0rEVNQbNVLSgZXSuo+Uyt5NCOiGYhejFnqoVGxStkksVsqlktUflDkzFTLYAKFDJJUy1UXMszdUsvVDxjIe+aw5QDAhMoJGfCa/BDydFyyEocA+Qr+WmMK7GURO24EVJtiPIr2VYx55bP/yeNLYkAmZKU/IHS1ysWiLFcVqD+kq9G7PnN/RbmTaslg7DM89UFBElGo41QiTnjkYDHgtK7vkQS0Zvl68hKXpkfwQkgIxMK9BJ1Qc7H/mEDWnUX34KrMTHTb2sLCo3Z5kY0vhMqnFSjsTg4VVwWw8y9bF+DmfBX/sB9xQYQl9Puj4iZdeMlkrZoVG0aH4gMM1dYOGdyN7xWXCipDsDqyJVlNbiv8Ewtn2NP5ghXhqgX5BxfEzsHSB4J9uFWHnHO6DmSHaOW1fVbFnm2QvNJVk/YqXwQtAO+BXkBpkd2DF8QjgWZHepc7AVtpunMyUK5vlBBq+4mYwGtmEK0SpZR8yWHRSPB9dWseTQyETQlYgV4s56vSQwDw1vQP1N2BXcRTQjP79XJhNkzqEq7vjK3axVNLWOomZFGFc7yaKtODTN9Cig7rJWcQi6TzWTa7XYmk7nvvvs+9rGPvRJvgHHgwIEDBw4cf/zxP/3pT1/+U5gEe/fuPeSP8fHxbrfb09Pz+OOPd7vdHTt2HLWTeHH8HmPRGzgq46V9CrrdQ17JyuVThw7Plsp2Lp8yjKI0FUVmALyOLsZkBKgpKNkG/YuB9XALUrGwpRXLjlHIJjLJkKGmi7k4pxgtcDggiMPAzDmGQEQ54wg+XL/fj2MW0C4EQ0bXBeCakC4RHRLZO0JSEHtSvInoEOaB6nkhynFfaZxIfIZOn9CkieydBQo8QKA0vKGCALRTGrcQ7QlDWyI80Y0BVuVquBeYH0CRasnQ1f9iXwKrEH5JETkhIFR21g3zHwsPsA4sju73rZdMhGsrQNNwvyXvIIUYHNAANrwm09cQlCyDxKNk0009pxSSIudHlofVI+gnT4QfZqgZ6gNz6QhYMa9s4cOy+NOT7VR8mHwNK0nOSDiSgPOGmsEakSsRzp3QQWSRAYfYFUyDN0LBBf4oy4hAtVQigAaRd2DOLIhklLDZWjE1MVpPxgLZVBhRjWrJiAT7AAlI1QMngORnkiF2Nbxa7kstrgD1GHvXKuIb4UOUXQ3NZlyZaslg2SWzILJCdFBMxYfJF0BokLwAlwVkwo3QlXQqPkyixNJzYyNVXg3/kQnS/H6G+LUgUpKGE6opaBzPAvjBKkGGMNQMch2SnNKKKV1JKbkXtU3pSpCOR1AmJhqpOFbFs1S1EI1EW60WHY0//OEPH1F96OVjZmYGSOCFF17o6emhdmB+fh6igFQZzM/Pkw4QlkA2mz3++ONzuVzXlzjcv3//EcWLFscfZix6A0dlvLSHYbd7uFJxFTU3N3/AsjXDVGo1zzXUXCpuaUWtkEWUEDpPODBATUFoqN9Q8kiDOYYKkyCbjO2enqS9YTGTzKai5FZFh3XfzBQyACQviSEEUkYVhySC4rdQ45QvZGPbJ1pETvgBGAOtmBoe3KIr6anxpnRZNfzyKtvIBwY2t+rurunRaKgfFAEzxvkVCvQSZwNaVEsGKYDJsQakNmqv5UTjdGtUbXBszkfB2xcm8gmeKB4T1gIxH2pIO6ZGhErNlADn04lgNh1p1JzAwGaCfk5wYfmRDMYwsLAlR0V9KJsK794xRnxGloEJc3FC8Eiwj2UkyytBJImARHQIIBrQGByelYEMD4eAwx3qA0ZUKSTBFcLD2wSqYZ5oHpf8Rn9kBCgvNLVsp1UGXyHfL0uhFpKp+DBYOiuP6CR2izcCEB2PDPLecYPQFMIRmRitpxNBFhC8HQAAp0HoI9FQP2+QF5qKD0+M1slM8bCshlpITozW1UISqvzEaB38nz3APk/GAmMjVcuvDOSDAEuRYF8k2IfcFlPiHTlmYWykiozmaLtCvkYIJawwtpPGwSDwkt3IJEOiBsg2E44IviMaoFBfYXHKNUnnC7sCT4uEHW53Ijq0Y2okFh5gBwqbR0ij05Nt12+0zWsFSBPlShwjOibgO+JKSqcMXGdAC9cqVjyj7FqkBvRibrRVj4eHYS+hSuQYSrNRy2dzkUgkGo3ef//9S5YsebnewBEHhhyo//jjj//GN77R7XYpKZybm9u3b98RswA4ED/+8Y/f97738dfDhw8fOHDg0KFDaBwt5g7+8GPRGzgqY26ue3De72WMNzA22vZK1v4De6o1z7K1SGTY1pTxkSaNCfgSFjJJrZBtVLxkNNRp1kYaVeoOaC9GocHkaHvLhrW1ksNnqyWrWXPBCdFE6928ZnKsMTXeBOKG6lxyVPQKN657fu/uSaACoEVwAgDnof5No+3K2EiVQ5ADCzVDQm1B1EmN60p6cqxBCRxRNQw7YHlA49F2JTy8bWq8iSWDhTc13nTMAsLDq1c+7fnqeETtTBuDkc9EpyfbGHWy1JzIpFcHtm3Yu3uSw5EyCpL94Pmb1q8kmSqRHyc1l3LMwkizRJxHDtvzpYuJOHkW7BntbjES/b3rDTUDdYBlJOWBkkEqPsz6E+ij6gggbGrZ8PC27vwsF+enqfgw0EghG4sE+2BCEI8C2ECtR4MZVsFIszQxWvd89Zuyq8Ujg3Q64PEJZGFFxMIDGBiicFYYRghGFJYZn+W+UDFMX+gmkwwdOrC74unthkeuJBEdwgfNJEOx8IB0fy75rQhB7LViKjy8bXKsQd2E7CvSJUP9m7D68DmYMNROHCZCYdIE5LxdX0UnHhn0bAVJR0PNUKcAgwFfFicGTIK8iWAYw4NbEO5lhaVuAmoFqAbwkqllCazZ54nokODt8ll2VKNq921dhwOEc8N9QcvAnNAi9HzVLzAG3GsccXJDuMLAHp6tZJKhgW0b2BJ4CTyj1MXQhRwvgRbSIDTthgfBgq4Z8mUvOWoxlyhmU7FQoF52TbVQ9WzggZJtKLk0VU7B4cGJ8fGpqSlVVR988MGPfexjr0QmCOMtcX8sFuvp6UF+uNvtYtGPqENMdmD//v3veMc7brnllm63S9vDrq94ePQO58XxSseiN3BUxsu9gUMjnUal6h6e299oVhLJyLXXfeXsM08PBwaI+B1DbdXKSi6dS8V3TI596Quf++bXv6rmM56lQyCgk6Fn6e165awzPnjPnber+YyhFLKpKAg8gaChZv789f/3T3/8XawgAvsA72ohmYgOnX7qe4cHt8DtcvwGwcAAq5576owPvg8afCw8gK1S8ol4ZLDTKt/4ta+cdsp71q95VtR8OWqjof7tE63bfnHT5y65SPKjUlwO/2DJ2Wfc8tP/5JiLBPs6rTIJBc9Wtk+0/vz1r/nlz28iqc+5D26MMMupH3jXc8sflxbvhKT4JU8/+fAZH3wfXCqMOhA0ivc//fF3z/nIaRvXPQ/wQA6YkLHTKt9/z+3nn/uRTDJEHxrhTxSysXbD+8wnz//Ot75m+2otzZrTaZWJej1b+Ye3vPHrX70SLwGHgKgXnPm8JR9+aOldQrsTb8AxC9u2rD3h7W/h9G83PER4UF8uOepvnnjoPSf+4xOPLe20ykSQzZpDSDc13nz2mWXnfOQ0YBhSLZz7aiF5cHbn16778ne//XXwZ3L2JUdNxYezqfDcwZl3v/Ntl3zqEyw7Kyzlc2VXu/Lyz//spu+1Gx4wOMGlUAfWrV7xnhP/ESQJxBsbTLnHz2763gdPfvem9SthCeDGcZ2RZumuO275wuc+ibYVL4hCO9vIH9i347wlH1567x34TJaew6IDIcwdnPkfPT0/+N432dLUCmKVQeA/dfF5yx65r9Mqk8XAhYqFB6olo2/ruje98c+lWhL0hXSAbeRv+8VN73/vCetWr8C+Ys5ZxmrJePShe5acfUZ4eBu+F94PWZWSo15z1b9edcUXqHTF72HTwlv8wPv+6dqvfEm+jOwo3S8NvfiCJfffczvTACWi9MDSc6n48Dve9mbaHZECINCnsGLVc0+d8Pa3PP7o/cgy8hZw7zqt8sZ1z7/7nW/r710vmse44PlMdMfUyI1f+8rXrvsyXwe+6bwFJZ/cOTXxwQ+876Lzz50cbRcySSoMGxVPL+Y8S09Egldf9eVv/fu3dF3Xdf2uu+76+Mc/Hg6HX8HBN4ecQLfbpcLwi1/84kUXXcRf9+/ff8Q+RjgQu3bt6na7jUbjmGOOgaMgBAIhJy6OP+RY9AaOyjgCNtBq11Qtv3tmulxxCsXMsmUPP/rAfaZaaFZLFBZmEtFCJplPJ2ol54lHH9q2eQNdDZEfoJOhoeTb9covb/npUN9Wz9QdUzXUnK5kirkY6W0ln/j+d24cHtxS9vsYgRkQGRSysZt/8n2pPJaiI7DlSLDvjl/+FFR/YRYfetqGtc898uDd0VA/aLPwlgk71r6w/DdPPOT4YnZS3wiqufTeO2DeVTw9GQtwJDG9HVMjt/3ipsDAFkq05bOclWVXe+C+XwlZQfeV6cB4U/Hh22/9CZwGIH3+HT5j7+Y1Ty57AFK91CiKHN7w4JYnlz0g3DrDl0XCDC975L4Na5+jSgKjAqIASf6OX/50/ZpnHb83j5Rcwph74L5fxcID0pVR+AGYultv+dFou0KLGikWxyqHAr3333N7IjqEUwUnTvIymWTo/ntuZw4EoDwvHsCTyx54+smHwZaxr+A3oCb33HXr44/eL26f4XcY4v9PLntg7QvLW3VXul24VlF8rMDA5l//6uf4LqQtuDhvc/OGVQ8/8GupTRUWCOoF61avuPfXvxxplojgcbbUQpKKu7vuuGXjuucNv3El+21spMoW+tlN31v7wnLmI3Mma5PPRB9aetdg38aRZgkAQCo2y66Wig/fc9etrB6ICPkF/OPBvo2/uu1n/JUrsyug6yeiQ088ttT0Rai4bzYVRnb66ScfXr/mWc0XoLT8loNKPjHarjzy4N1rX1gOzMZPwTbAsZ54bGlgYDPwBl4y/AzXKiaiQw/ef6f8u+r3QwLMCAV677v7NuA9zZf6llZM0VD/Yw/fCw8UeiZfAZQ/nl/xxNZNq6XEBkfqReZKtXTPnbevevaZkm00Kh4Vzo6h0jNFyaWXPfZw79attuPkcrn77rvv/PPPHx4efmVn39z8/Py+ffsA//P5/Gte8xo4B5QUHlGgsNvtzs7OgijcfvvtJ5988vbt27vd7p49eyhHlL7Ji+MPNha9gaMyXu4NzNXqpUQysmfvzlLZtmytVvV2TI4loyEYgmgKoT8YCwWqnt2uV+Lh4apnm2oBh4CeInox12nW+Ma6pmbphVQ86Jh5CZ3nD+2x/D54QoQmyS2BHUeJlEKBT9bK5vRkGwYWNXhk0OsVi0BwerJN0C+8ZQBJXISxkSq6uRy+wsYHBKaXGhkEIjayDzgH3Iv4D5tKR6KKp1OayNV4CvFXIGZL5R4PSICFBaVwAHSaQ5B8LQX3451aKNBLNkTMG3Zr5/aOZyvDg1tIOTMriiOKuTh6gpKFJWAVOjdZWynK4NGYc8XT6SyMCSfUM/yG95aeG21XoLzJvcDYIQNKDSE3RfkRwvzMrolq2ZT5YISCQ1sJE+kOTKMByBm4FISMYyNVkj4g/0LYBAyn4g6chriTj4uXOdIsRYJ9ni+rx7uoeDo5grGRKv4ZfDdSLfh2B/fvsv22FJrfszEa6jfUTDIW6HYPOWaB1AlAkRShlBx1cqwBvG8befgxlEXAN9w1PZqIDhlqhrdJBh03BeBKagKlQBFHB3oB9pinFqEh228RhJiP+IhU9LHJgd+o7OBLJ/gBT8HkeV7QBdvIxyODMzvHeXBKLYS6yCKzGZKxgNQZAvCwzcY7NViuIt4ltAnoEan4MCkhjgVLz1VLZiGdxA8IDvY1q6VMIkq7VL2Ys3Wl5JiNetW27Ew2k0qlHnzwwY9+9KOvkEXY7XbJ94ue4GWXXXb66ad3fRXCmZmZl3+EXz548ODMzMy+fftOOeWUq6++utvtzs7OwiVc5A384ceiN3BUxhG8Acc1YvFQt9stle1MNqEouWwyRt+BqmdnkzGtkB1t1aVxiFbIokVYca10PFKyjdFW3bN0NZ+puFZoqD+fTjQqrq5kc+ko+W8MM2eobeThjqETBx7OqTfUv0nSt5gxSACcKfHIIM4BjKfJsQbHN9xmWNNA4o5ZGO/UuFTJUUEmcEqKfjc5zsqyq0WCfejblPyuwQSjTA+8l+MMLBTMn9M/EuyTo5M0OTl7QlLoV5DC0okg6W0y01RJ4NCAgXNTqbEMBXrHOzWoFVSBU1VYzMXpA8vC4rLgN3BTqiJLfo9BSAm0cxT8A2YAdoLcLfelKQ6MM2hrUhBIUM6Ssv5MGMwZAn/F01t1F9s82q4s1MYhRsQFUfKJybEG1og0P8kFVpjHwTfKZ6KAye2Gh6oPlhXaBHmQaKgfST6tmEongigACu8S4T88MxINCAng7ZHXh6LfqNoU0yv5hOK3dRamoVpI7pgagWCRTgTBRVgoTCBzhv+Io8C/JKJDnVaZdojMORUfxgZDsmvWHBF85Kd4VzJhsBz8SPYkDAYln9g+0WLd5F9YVRIifBDXCnREcDW+AqBcxPosu2sV45FB6DgkMiCUwF3AeQKF4hFYf2EbUBPETwGWRNkQDIBvJatayMZw2hy/pXXF02sVy1AKrqnlUnHEBprVUjGbgqJk64qu5BxbDwVDuq47jvP444+fdtppsVjslZx98/PzO3fuPHz48L59+6AI2Lbd09OTSCTkF17+KWmH2O12Z2ZmbNs++eST165d2+129+/fDzPxaJ3Oi+MVjkVv4KiMI2EDtVKhmJnvHnRcI5dPaWq+VS2VbEPNZ/LphJJL02jcVAu5VBycgOYFhpKH64vSgFQfmGpBLWTVQlotpDCTQMSNqk2gDIbJGcchjsWV2B0RNE4KWOjEUgChEuDym1gOyxeil4I9cHLCJuBr7mtqWVwK3W+UABPQ8LXqpJgK40FkT5zNeSriu8Q0TMzy2xeRPpCECDdy/V5BoNw0uuWahI8gJZSr8TiOr+KHncAYVDwdt4DHITbFUqYTQbwcrJeoxYH9EvNV/V66UL1ERAi0g0Q1iC6ehKllCXBhJ2DLeTuW3x2YfA05aeFtUMdIvsOvJs9K0SNSReRNKGNjobAZvERMC7EsaQvVlzfm5aqFJAiEzBnoguf1bAWWg6DQmBzqUUmog34TtvLeeTRS+yRcZGJ4pej7jjRL+DesiWDdVPRhcbms6YsnksPqtMpsGN3X9WNlDL8zZNnvscTLxVIimklEzjKqvhyWFCbgD73kymyDTquMEDKQjywyhRhwNfigfNz2+4MA8Ei6SvOlJMHweEGyDlKQiRYWTpviS1tK/SFACIgF02CjOmZeK6S1QhbVc72YU3JpZImRM0EArVjMuY5j2XYkEnn44YfPOuusI3YtegVH4Vy3273hhhtOOeWUXbt2zc7OvsIo/6mnnnrjG9+4c+fOrt/Q6He4++L4fcaiN3BUxhF4AxOTnWrN27V7u+uZjmvE4yFaiCIy6JpareTkUnFYPIaSdwy1Xa8gDTbaqqNLSDki3oBn6ZZe9GytVrYcv4cK1rpRtaVFHowwjiQp3sNGguiCcxKJogcnbOpG1c6lIyLyCgwOwZ4Ij9ynGFfCd3uBFqHYHuwrtwOiYD7YAz7LuQxmS5iF4S/7uv2cjJLIcK0iIRHOgW3kBZemzKFWNgFFyE2Qbl+oOofKIUr+xOWSnSVkx6Jj3THtXA1xG2bII+AW8H8IBwv9HvwJCcpxNaC/EXGKXAHvS5hr3A55YCATLgvwIOoL2FHiZuwZeLig2dDUMUKOr7RDgz4etuSoUvUu6L3IB+Fi4r7QpICyTB4frX6crYUVg3yQujjmbPpChHiKQO4EssSyQg5AmqlesfAsoaxKup0MBYtD1SgZAbZfMReX0Fnk+QTtx9cBGICEjwsoSD5ryJRg8+En4Vfx7kxfHhGHEk+CZWTz87J4s1JtYfuC33BLSRgxcwpE2eRCgTQWqBxW/IYUGHv52pKE4uvGfRfWKMIFBpQSWUa1kEIHnVYFSJiI+pCSS2v5jKErruPUarVIJHLXXXedccYZr7DC8CUD23/w4MGenp6nnnrqiGmCIx2gc91u99xzzz3//PO7C1onL44/5Fj0Bo7KOAI20GhU6FPguIbt6Pl8KhwYsHWlVSvXy27ZMSuu5Zqams80Kp6lFbPJmGtqNBFBURxhoqpnJyLBXCreqHgj9Ypna5YvKEv1OaXhwKocE/lM1NSyNFgDAOdAx2xwfBPDDQ9uqZXN8U5N6qoFIU/FhyGHi70Hci85aqdVLmRjgYHNHFuWr9dLQRdnlu2rwslZxslratlQoJd0shzBwj8nLHZ9oTp+wfLVBrOpMExszmiJroSdEAr0khUWe8PHKSUniYCfQXQoDkcyFgCKxyVyrSKKN5aemxpv9veuT8YCROpiYMgIgIHjh2FX+A/woOxq+DGIAeN5GL6YnaFmBrZt4GEXXlktJGEqkAAa79TwP1h8znfkngR6wXZiU0uOGg31A/V7vkyQ1JI0qnY01J9LR8C0eWuYHGJQ9CFwXNBRVv0OEa26m89EB/s2ihzkwjmjXREJ9lU8fbRdkVcgZSNIAMmnKPLUiil0D4NDW2H1C09FKHjthhePDFIVieXGDwa+0oqpUKAXg+r6otGCk5PtEoRf8g7k7AmjZaOyCCAcXJlkBzNx/N6GhpoZbVe2bVmbig9vn2iBAInZ5luGxywLxZ+ZFQCMped4WdyXNYExgP6BtUBDjFtzqfDwNupZEK4u+cpOfH0oTJCqyNKLWstK1bWH+rbGw8P1stuslpA1cwwVgRPP0h1bTyfTjusUCoUnn3zyrLPOisfjv9tpCP5/5513vulNb+r+9j5GLxm7du2anp5+wxvesHLlSrnI4vhDjkVv4KiMw743wH8Hu91501L7+rd0u3OuZxbV7MhIvVZySAToxVwuFS9mU2XHzCZjhP70EXFNzTHUyPCgoeSrnp1PJyAQlB0zl4oruZSp5bOpcDYVgoZGnARRmWMuHhnkgINx3W54HEAYeMJBoiLCKcJcTigsMcYMw0lgDZmZmInYBUMIuFrMxVFpFaKTlAVSXJdOBElqYIApxiOEKubiiND5dCcD4yE6MwjIEKtJrpqDPpsKk3wF8JdueBzugL3EiKgA4aaAq8fCA7DDJNtCFIuJTSeCeEJMeGK0zh8MNUOLAdVv2AMqQAgLWgOejMnHRZMcDWl1GI4YORK9rq9vz5WpsGCFJWQnlsXZso08WAVOCXE5D8syIhaEU4izIq+YWlOhJYJ741Iw54rfAkBCVal6MP0G2cAAqq+9KAV7omFM7kbmTOSKi8BfGOD8cAAAIABJREFU6T4gHEZIMGTcBR1R/I4AhNFEz7iDyViAdcB/pQ0BGyydCMp7x4UVjgI5o1R8WPWbbIm3qitpJgwVhitIrw38TrYxbxNSxcKUFopMnt/vmBQDe5WlxoTDsJEWEvju8cggipl4rpSfcN9sKsyu4KsK6UeSaLz3esVCcYh8FisDDsRO04pp19Sa1VLZMYvZFCqEHEH0QrN0pVx2XMdTVTUSiSxbtuyss8565SzClwzM/8jIyDHHHLN69epX+Cl4hc8888zrX//63+2+i+P3HIvewFEZc3PzB+fmD4gcYbc7V6m62Vxybv6AV7I0veB55vhIs+yYSj6TTcaK2ZSpFV1TM9VCIZOsuFaj4tmaIkRfSyvauqLk0lohO9FpNSqekktnk7FiLqkrGWwtqXQk3kCJOcGBLlPxYccs7JgakcYqit+CnQPXtYr0qkcpj7PJ8ZsENmsOFc8LeQPcF0yeimdgXg5uzADWaKGtUvz2uBxVk2MNmv9yqEmCAEPOTXVfZlj3e8CTLB9tV/hNybJjxsiDjHdq4PmSqXVerLdOkCaQ9DAfl0x5u+HhNoH0YueIaJOxwPRkm9p91VdKxjxw1pNiEBuGbZNyRMJZ3W8giZ0AtK+WjN07xgAMpFpSDE/F0yfHGo5ZgDC48MVpxdRIs0Q0LGCM5jeiJIYe79QWpuctXzpXySc6rTLCElK/h3codArMNhadNAoyxulEsFG1t0+0WFuuYPryzPx0cqwBxi5bAm4/8TQpGHkLGDwmMDXeFBbFS3gDhpoZ79Twb2BHEklbvuLk1HhTsvt8UPYtAlmYyaLfx4iHZVcA+WDX2aiuL+dcdjVKQmQlwajwKnZu76B/AGrFV4915gXJmxU6iOk3g+CmMmF1QYNQymroQVX0uysJ7cPUspNjDUncCDnAWqCAZPoq3YbfXVPJJ9V8dvt4Z6zdQAjVVAv831QLaj6jF7Kea1UrVdu2I5HI0qVLzzzzzFQq9budhjt37sQh+PnPf/66171Oag3+mwGpkLTCmWeeecMNN/xut14cv89Y9AaOypifn5+bn5+b7x6e7x6e7x7qdufGJtqNZnn/gZlGs6QZ+WeeXrZhzXP1slt2da2QrpXtVr2kFdKuqRlqtm/rhkQsWPEsigua1ZJIFtbL7iMP3JdNxtr1imtqhpqrlkwOVk6TRx+6Bzk8aETg/FJH/tTjD4IYgzSSy8cKFnPxF57/DUg1ZwrZSg6swMDmtS8sh5ZfzMWh0AvgP7Btw+YNqxDnQSsGy8T5u3rl01g74ifSyfxyrWw+8uDd6MYQnwkhjohz9cqnBcglbYE1BQB44rGl2FdQUyyxVkyNjVQH+zY+t/xxwH/b1ySu+u0TQ4HerZtWY7apBOPcBAhZt3pFLDwACRFvhkQvhvCxh+8d7NsIEstRzmGNeVj7wvJ8JipcTsoCWZZkLPD4o/ej3sj7wiPh7WzdtHrd6hXYJGYlSpFYo2efWUYSATyZBDMPvnnDqs0bVvFOwRJQEwJ8Xvnsk+tWr5DMNNwRLDrpiUiwjzIHxe8vxUKVHDUWHnj2mWXI87E4kDNgv29c93zf1nXg4ZhkwGrMVXBo69oXllN0SoqddANh63PLHw8MbK74rYxqZXOkWZKc0VOPP9i3dd32iRa2jYeFgKkr6U3rV6LZQOAOx97ylX2fW/44/BLXKtbKJroLuLbRUP/zK54QegqwVsnvs5VJhjatX0n2AU+FyJ5s1HPLH6d6QraTNKt0reKzzywLDm3hu0aygOfCHV+/5ln6IbG3+T+/lktHXnj+N7xoXk2nVcZHLDlqYGDzc8sft/1STEgPkvHJpsKrnnuKb5ypZfmKkaUytWxgYHMsPACOQqFKq+7WK5ZtFBxDffqJx3o3re80ayCR0JggMJlKfvULz4eCwWazGY/Hly1bdsYZZ6TT6d/hKDx48OD+/fuhAe7evfukk076yle+whGJsRcZ44Vjbm5OdIpmZ2dPPPHE9evXdxewEBbFiP4AY9EbOLoDHuxct9vtjDa9kjGzZ7rZKuUKsWuv/beTT3pnf+8G0pB8Y4FYpyfb//bFz/7LZZ/OZ2J0LnBNzTU1Q8m7prZ7evIf/u5Nt978E9fUKq7l2Vqj6hCIuFaxv3f9a/+05+tfvRKGMzymgt/WfXhwy3F/8xfRUD9V7MLhAil9ctkDf/vXx3i2snN7hyZDwNocfJ//7D+ffup7ezevgaYE/g/ReqRZ+uYN1yw5+wwln8DkgGkD4Deq9pmnv//737lRK6boESAq65jhnp6eG66/puS8SDIgfCQsCw9ve+v/+pv+3vW6LyTAIY5v8cxTj7zluDcgYg9eiiULBXotPff979x44gn/sPLZJznrMa6E+zM7x++645b3v/cE1e+UiCNCvDXSLF3w8bOvvPzzpBswgSPNUnBoq5JP7Jga6enpuezSi2EqwAaAfNBpldOJ4HlLPvyr236G+wKGLMXffVvXveW4N6QTwVh4YGbnOFaEAHditL703juOed2f3H3nLyR/zMR0Jb17x9jKZ598+1uPCw9vg+HBwhaysWQs0GmVP/uZC6/9ypegN+p+/z1Yfp1W+c1/e+yHTjvJUDPYbJYC8+zZypKzz/jOt74GaAQ0QmdhqgzWr3n2HW97cyI6lEtHkIh2/JLLidH6V6+5/H+9+a+eeeoRydNzCyWfmN2z/eaffP/kk96J6wNHQff77ni2ctop77ntFzcZaoasDZtNySfqFavd8Hp6eq740udwQbipuJjpRPC973r7/ffcPrNznOCbhSIEf37FE3/xP19Dxp3o3Pa7QFl67hc3//Atx73hiceWkr3CJQVfadacZY/c96HTTooE+9hO+IggN626e9mlF1995Rdx3aTsAv+JXfGJ85YAHuBysZ+Z21kfOvnWW36EY4Hz2mmVefVD/Zv+7k1/GQr0mlIB6NN9Kp7+2MP3/tWxr73nrlt5UlkQMnFbN60+4e1vQVqRvAwuRSEbmxpvfu26L3/q4vOor8G/LzmqbeRKljraqr/1Lced/eEzQCLj4WHapWYS0Wa1pOUzV115xZVXXlmpVIrF4lNPPfWBD3xASgT/z05AX6UY+aBNmzb95V/+pWVZc3Nzs7OzBw4cmJubO6Jp379/vzgK69ate9vb3tbpdGAPHD58mGsujld1LHoDr8Y43O12641yKh3ZPbPd9bRcIRYM9VpajjAinQiSI09Eh9D5oZzdtRRkwyEV5tOJWChAYq/iWrlUPJuMm3o+kwxTamWomV3TowS1wr8Thj+E+XhkEC4hEb9aSKbiw9SGgUJ7thIe3gYLybOVZCwQCfZpfn8g8rhAu5xlWjFF90J0TqgvB2mgaq7pNwciVKVCgbxGNhWe3bM9kwxx+AqeCVZMETxcM/IRqi/Px5xdqxgc2kpEy/zBQmHPgf8TRWm+BBBJWSI2UvuWLyZIghkcAvI/hkfJJ5o1h/5JkLAoQbR8iSdJYUAXl9/k8eVGjllIJ4KRYN/MznH+JRYeQHmXu3Bxqi1MXzaAKfX3rsdYchHciFR8GMeIwJd2Aywsi0mOmfkTOwLRs8LchZY/7EPEKlhA1CNg5FHvR2oATWWBrB1f3FqyPHhymWRoqH8TQTYPCAODt59OBOnjQLM+HFbZVCTpEVqQKll+hBsKE7PkqOlEMB4ZxN7nM9FoqJ+6GMdv0oM3wFeMLwK7QqpLMLG00ZJFW5hSEfYAWxe4S1JsvCBhZYo0EEmihSWd5Olsv5emrqSDQ1t1X1sTYS7XV7LiyiQd2I3UPmh+G08mwOIAGGRT4UR0CBwrFh7gK0kna6QRcDXYIblUhBJloSLRsADBU72YK+ZSsUiwUq26rhsIBO64447zzz8/m83+Lmff4cOoE+7du3dubu7AgQNnn332j3/8Y8y5NCN4+ZidnZ2fn5fawquuumrJkiXdbnf37t2oGS7qEb3aY9EbeDXG4W63W6rY8WSo2z1YrdmakXY9hSBjbKRKmTLpak4EAINMMlxxbep/SBNUXMvWlapnwyusl11LLyj5F/upczISFREui7YMpYaGmqH/upDGOSNE4g1jRnBGIxz665A9JSqV6ixcBLT0Hb/EcftEy/WlAMEeNL9nUiw8QLqdBCcoAo3XMORA61IGSdS1faLFNCRQZqqg3FD9yc3zj6AgRV/nn0kiFYDZo/KCFP5g30bhJVCoLfg/aAGIOsw+zn0o36wVuAKYBDla1p8pgd8C25AYlmp7yvR5wHQiSGBNkhhjgBNDDp5VwgkLDm1lk9hGPhkLAFMjPkOJJvA464+LhheInQaOJoMuRR9046U2BC8ErwueBI+cTgRRfMIYU5PJBi77PYjFG2P1eGU4GZANsehIK+KxwTz1k9kJiYzTiSCbAXybTJbly/MBfoQCvVSQFrIxmKetugvQhWPKjsXVs/w+vwTNwi3V/UbDOBAwEkA+qn43L1iWVNVizsUBEstd8rttUTbi+jLDZAQw57x6YDnMObxdtZCcmmzD+wOIEkYqMMP0ZJuOBqwtXwG+jJAcUTtoVG2cP+mWxGJSOyMpJ8cs1EoWxUqtWhkpdKqXUR+ytKJRzJVLTjabS6VSrusuXbr0E5/4RF9f3+92/M3MzAAMYPjXr1/f09MjjYx/2xAJQngGY2Njf//3f//44493u93Z2dk9e/YsJgte7bHoDbwaY67bnbcdPZ2JdbvzpbJRVBJeWW1UbBFX4QTptMrSIyAVH3YtpVUrq/mMms+UHbNWcky1EA4MTE+MIkzUqpVNLR8LD5HNBXHFypKYj4b6tWJqcqyxc3uHc5n+s5wUHMT8JoEpanqqL/HL+QhIwGFHWT84P/YDoV+AynhkkCNetAgx4dWSQTSPT2D5citEqKAOHJSc7OTCsZ1MCX4DRzYoK/ErvWp43mQsQHQINIK7Q5BElAmLG1Qfs5eIDo13aiIyQ74ceN8xC0TbErPyjEP9m+QQB28HRWB65LBNLUuCgEgOk0boOTFap/4QzKCQjU2M1il3ZKHikUHJpFBwUa9YiegQ/pNIFMNTo38dDk0sPCC6SfhbdOrD2o00S/HIIP4KMyfRjnGyzQLwMioF+CUU1kPKS0SHAC3UQjKTDE1Ptou5ODabAhMsMTablQwPb8Md4fXh8qYTwbGR6o6pEYgUKFTCBSGah12B/1SvWKFArxA24e3zpqRqgJ2G7KZkfCZG6+HhbSw7iywcDpgEg30bMajgB2hQZlNhVpI/CCdxpFlC3Q9PGj+D6g+cbNcqUmapK2mUiR2/iyPkA0QRcBq4RSTYh2oQXhdZKogyAn6g9sGEQ4FetoRQB9hm/BoomuzYsZEqaJBjFqh6EDYDWELJVsOBAc/S62U3GQ25pkYFk2OotZKjF3PFTLJScUte2TAMy7JuueWW888//xVqEb5k0JgYoy7w/qmnnnr55Zd3/cKBIw7RNpZ8QTAYfP3rX99oNLqLBYd/kLHoDbwa43C3O19vlG1HO3Bor2HmFS2pKEnHV+jTfWF5/rxu9QoCr0ioX81l1HxGL+b0Yk7NZ6QHuZJLUxqUSUaw4vHI4PDglqH+TXt3T6YTwUR0iLin3fBS8eFEdAgEm3/k5NV80ToiVKrdwN5xUHQlTXZzeHALARkIOdRxuOLJWCAeGQRYlvgDSwxqPbBtg1pIjrYroosHWjsxWrf0XGBg88zOcRKlQNlESJ6t5DPR8PA27gKpngyCVHCBWNAAl6dA1lDJJ8BIYUESbGE2ILLFwgPh4W2OWaBsHTtNaJtLRxLRIWjYZHlBeiFjcqPdO8YEpyUK51we6t8kTga5Hl1J42lBXyffQV5ADGcxF6eUIxrqpz8Clh5DJcA+qLVnK5FgXyYZGu/UQLyVfILuPgjoiqYy5ICxkSrpZ6lFZBoAD8VcPBrqxz/IZ6JYO2rbsGEsTj4TRViQkBqPARn/QjZGywDeKduYxSETgRxvIjqUjAUAqyw9Fwn29feuRyER+AoPANPYaZVxLzLJEOkSqUMBWKIpF+8C5CadCLbqbrVkhIe3IZ7NN0uSF9jUZCwQHt7WaZWl5JLXx2UT0aH+3vXIVUVD/WxC6AXBoa0gInQTFnAFUA0+v2cr0E7FBkPs54NgXeSeqNAR6cBtW9bO7BwPDGwmLwAagTNRclTEs3HCcAfZ/7l0hBJHCDq2329THnnT+pV8YSm75e37VbK5WslxDJUuqRQ5o2vy4jmTzxTyWVVRIpFILpd79NFHzzvvvP7+/t/h7Dt48CBoPzwAAnrbtv/kT/5k69at3W73iF0NSS6QKeCvVCVcd911S5Yskd6Gi+NVHYvewKsxDne782PjbdvR5ub2245iOflCMe5aRTjthGJjI1U8d8LNbCq8a3pcL+YbFa/iWp6lO4aq5NJlxzSU/EijWnbMimfVyrZaeFHHlEZzRF0c1oQOwNqZZIgICUUdIlF3gcgMCeap8SYnSKdVHu/ULD0HUE9YRmaU2BcEXvIOOCXg/BzNHIiYZ8csTE+2Meqj7YrnN4oFG6AgkH9hVvgNIK57dk1gd7EWgLSOr148MVqXaAwIF1o+cTkEdQ59bkG2HjMDLc72OzjYC1rycDUmgDQQoIJIEKJdj0XnH+Hf0T4OJWDBioW4APsdzBmwwfL1cZkAMAZ2yPVlcyhvc8wC4jYI9UjxOlV8cA7A0oWaGg31A5vXyibCUNQpOL5yTrvh5dKR7ROtTqtMyhzcnqWAtob2Ds+LpD9Tsn3hYf6FiBlOJcQCUiqSgKDlD3UZAv+IMI60j4JnmogOodEEVZ7HJ0XCNp4abzaqdjwyyKpCzqdiM5sKj41U2dgYbEFEMLe8NUl7id+G8uDuHWOYfAAeyvdxi3FWdF/jDzCfVWJBRJOK9ccpcf3OHTumRkDXeIM4ao2qPdi3kQYNwHXoCLH+8mal2xZvWfV7ZpKto8izUbVH2xUSPaxYKj4M15IjAn89l4lST6gXc+MjzWI2hbYpzVS1QrZkG0oxXy6VW61WoVC44447lixZ8rthAwycAHwC/vz1r3/9Xe96V7fbhQQAOQAPQP4gvy/ewOzs7PHHH3/77bdDQhTwYNeuXYs0gqM+Fr2BV2Mc7na7Y2PtVDra7R62HcX1lEwmBOsHUFqCRXBLXUkHBjZPjjYdQ6VTEbqhaj7TqpUD/b1aIYuLYBtFtZAqOYocsoN9G3UljQrsQl1VYcBBVORMMXw5NiTn4pFB19csAx4n7MBTgauP1ZdsaDEXB1YNBXodXygQdh7nEadzIjpEeCRMbAiJhP5CWpTeAYjMQHjkFCb5jU2VEgBOTEiIBF4sJilhiFoEeeT7y64WjwxOjjVMLZuKD/Pvli8aw31B2uE8Ug6nLmj6QO1iMhZAm1nYANihRtUe6t+EQ8AbISJkoTDhupIe79RYWGHPAaj0965nkvhSmChyBK5VTMYCJGVEUhq8ZHKsEY8MEoVL0zzHLNQrVjTUPznW2LLxBRoeYll5Xl7xxGh9YNsG1PWB1rE67Aq8NOwcVhAPjLQC1xke3CJhtOG3giQ9L0pT1Ge6vuyxWkhOjNYBnPA2eJv8AhzDNaueIXmEq2r4KpNqIdlplYf6N/GWuS/EEZLo1ZJBNgfXh8f0bCWXjvA6kDnyfF0g2298TJ6IokeRKCCOR9KH7ccWZbviFvC6o6F+ODfg9rqvMMiNwHvYAPg6OBBkaijzkV3KR2SRY+EBuluJjJJQNLgvTpV8Izxfd9w28qFA79R4k9wT3yzXKlp6Xi/mktHQ/8vee4fZVV73/rJ/ca6T2DflxnacGwfbsXFwYgeMMcJgugvgEtuxwRXTbDrEdAOmmN5BINGEBAKEBEIFldH0OXN62+fsvk+vc6apojIazcz+/fHRu3KMHVtPMiTPvXf2o4dHaObs8+53773Kd33Xdw32dVcKXjw8SLJhaElamst5V9fTiXgyl8tls9mHHnro1FNPPciJxr/3wN/X6/U/+qM/6uzs9FWs4KuiAMTDt3xKqgyDg4Pvete7qBcwOnn37t179uxpn5o4d8zKMRcNvB3HNJWCgUD3rt1bk6lQvpC17H9TJAUuJm+2lLgsbz4gXiYZQzcUHI/mYIYYxcIDQPoyLIAzUNMFCqYFnxoBUDzyNWCwJLi2kvCDgUh2TrJI2i1sLOlfiIZ6NTX3CPYTfp0qr6HEfEjCqGjiaCHbU5nGhQBg8qmMmqiEx8Iiix/i6wTGB/OQb6dqi+uFP6ElQxhQTsj6peYqaD+1fK4LwrkQ3S09ERzopAUOGy1SCu1iMmwLvgcjDlAMpAEKAldDYotYuI+hTUQVQ/UCgDx5nkD6UPZ4KrjLYO9gHsJUaC82cfKx4WpwoBNVKHYe+qSh9O0lkHKUOBXnoc4NIu2pqTwH6OixgEQnJKzRUC8OlTXzSON62SKRdIwEeyi3SyEfWoZw3WPhvpGhcjTUu228mU1H6hUvEuzhhLqavg35jhxadP5x51kl/shesYFo8JlK5clTesOEAoQjhpqYzMVyy8A/hMtJZMy38BXRUC8BpTwVvHoAZoQvPD/S9ce3UEahuRT+DcUFLRmivoZIKGsYG64avz40i5soxN6MmhMGBBXo6wBw4is0pXrJtmfTkWw6bGbjjUoRmYFULGxl0wXXSscjqA8BFWipRDajp1KpRCLx0EMPnXTSSf8xvYHfYg0VTvDzn//8sMMO4x8JAvh7O8Og/SAC8H3/oYceeuc73+n7Pg2KExMTU1NTgivMHbN1zEUDb8cx7fvTjWYllY5OTe/1cnq5allWcttYA/iR4p9wzXQtCkqvazFbzxhakpkiTBjT04lGpTg6VPcsXUtGXSujazEK80D627cMjQ1Xybz5I8VXUrQ3t49IYkdCRrLerOWbtXy94tHKDLER4D0RHRgbrqLBJ64dewQtvODpdBNg3G01e57/lgvW9i1DpHqYQuwyyv/FnLF9y5CtVNsEh0cod7hZ2r5lCINOKICoi65FW40iDkm02PBwBBDw9oWRLoguGHi94lETwYnyI7ANiGPjIzW6BDkVySLme+tYAwfMktgHYIxS3twyWif8gudIiIDDoB4xVC9Q2yZn5a7hJ0ZbFWocuhqgR4BCDDc+UqNxgGUIuB0KdG0ZrVMAMjIxCPbECjD1dmxt4ZBMNcvRUWMjCJvGR2q0HsDrlO4DihdI1lBp4swMcQBCGB+psed6m4gekA8VK9hwMOMou8B327G1BUeSorit5CnNbDwU6Nq1Y1R4G+JTyZt1Ldqs5beNN+E2IlZdUhOKXSu9fcsQkY2uFAO5g4TIjBJm5DGlHyG7OGZq145Rbod8YzIWoExWLTmEVhJRQWkklGE0Ns8Ay6DeBEg2VC+IWhfLMLNxxBZhdBITtK9ZQuTRVqVZywf6OniteJz4Tc/WqPIQ9LBgOlCiod7RVmXrWIOgNqvEjB0zldWijpHxLL1VryAzEAsFCAJIM5qVYjqdGG6NaJoWiUSeeuqpL3zhC/+xGYa/eeC5JycnmXQcj8d935+ent6/f//vaBNAnMBX/MFPf/rTl112me/7O3bsmJyc3LdvH7yEWVnh3MExFw28HceU789s3z7u5S3fnymW7Ew28uiCe+6585eU+oQ3B0C9fcvQE4/d/+QTDw03yjK1iL/QYXjnbb98Y/VrRc/OO2beNaDjSefSj77/7U3rV6F6logOQIemSy082H39NZebSuEf/0RiWiu7nZvWXHbxecPNEq4aCh4epV7xnl70yF2/ugmPjmXEVTDu9vnnFj328D0kuHwd7GjP1lqN4v333LZy+VKE20KBrvGR2taxBrZ4ZKh84QU/Xvv6cojl1Dup72KCr7j0AnoHSOkw+vjRTetX3fbL68AYqCCMDJVZ1chQ+eVlzz50/x0smPXk1UAXwORbb76WajqQvjTUlfLmww/c+dqKF/CvlJZpuK+V3ZGh8lVXXvTKS8/RceeqMTzUxWPhvvvvuQ2VQwj80u5lZuPxSP91V18GW54keLhZoh5RLlibN67+5Y1X0xpqKRV6XNTYcLVjw+v33PnLwf7NzJTKq5l4fHzR4w++9MIzFAKoziDpWMwZo63K7bdc//ADd+7Y2hJAHt9DyfnWm69FMdBWg3P4L/l3f8/GW2++Ft09Cv/0xPIVy19cfPcdN7OM9jW7VrrVKL7y0nMP3Hs7IDwnh9wOeeL2W67ftH4VMYer5BHZzLHh6qUXnfvysmeJY3DnrJkLvPpfLw4FuqAyyE00MrF6xRvo3fTzKy6k24U7TgmAmkJ/z8Y7bvtFoK8DtiC3G8ihWnL6ujfcfcfNlp5AYQI+Cv17rpVe/PSC5555HO1LgiT+Pedkxkdqt99y/QtLngQ1kVeMVyDvZn916w3dm9dBgMimIyNDZaLSRjU30LvpuqsvE5VG2IiYhWLO6N687o7bfpGIDjRredw8qyIsGOzf/Ktbb2AEIlsElSEVHxwZKr+w5MnHHr6HF5nbyiaX8latVLjxuqufX/z06FB9+/hIMhrK2Ua9XIBOmLP0Rx998KUXX242m4ZhPPzww0cccUQ6nZ4Va0iZH8d/1113/c3f/A1EQsoE+/fv/60MAISKKQ1MTk7m8/l3v/vd/f39vu9PTk7CT9y7d++srHDu4JiLBt6OY9r3Z0ZGmuFI/+T+XfmCGYn1nXPuWScc+9mNb7yGicSnAuttGa1//8x/PvuH37H0JILECBAhDFIt5o4+8oiH77/H0JKumTGzyWJOB2DAaM6bN++O236BrQ/0dWwda5BcerbW27X+s0d8smPD6xhWMhhS2LybXbb0qU987ENSRi3mjHrFA/yvld3zz/n+kYcftm71K+C0pEfAj/WKd8tN1/zLN0+nlNveNk3ccOz8I26/5Xp4DACtNALwU7QIPaVXD3IbHOgEXD3qM//wykvPkfQ4bUpKBU9/YcmT/3jYR6EOQIGEdd+5aU3OyVx60bnItAFXYEA1Ndr40YdV4RvgAAAgAElEQVTuPvLww4IDnZTwCYmATFqN4ldPO/nin/2ETaOaC9AN5eKP/nDeN7/+ZVEjFjSC/smTjj964YIH+CC5I+I2lp7Y+MZrf/u//xLAtpgzaLejKpRJhR958K73/cWfPPLgXcjFCOSejAWatfyKl5eccNxRG994jdEM3LhsOhIKdG0da/zs/B9deMGP6U4k+6d40de9odUofuJjHzr5hPnUAkSwATy8mDO+fsapt958LYgL2adrpVmzbSRXvLzksEMPAVSg8gJ6xBVdetG5Hz3kr15Y8iQMBh4M1jw2XL39luu//c+nwWQE5ydPDQW6dm4bPv7Yz959x81sKRdr6YlEdCAU6BpulubNm3fhBT9mBCKYEJUs0O9jPvdPSxcvBF+x1Xzn4EBnuWCtWrnsA3/5XoJCUw2Lgtuva9Hrr7n8g+//02eefFTkMl2lNtGs5Z9e9Mhnj/gkYDs/ZT8hkXz321897yffI90XWQi56r/88z/+2umnwDIB1ZDnrZgzTj5h/v333MazTegJsG9kYuvXrvz4R/83NRF2iSXxRj/+6H1//j//xz13/hI4B7KIiCeuX7vyiE9/YuXypdSbIBWCLbUaxUsuPOc73zoDKE5ubiYVzqaijUrxHz7xsePmHxXo7aKHmRnHwf4eW9ey6cT3zvzOpZdcUq1Ww+HwE088MX/+/NmKBnzf37p1K10Dvu+/733vu/nmm/l3cfa/+RGEjaenp+UX7rrrrj/90z/lRygTzNby5g6OuWhglo4Z35/xZ2Z8wa6azebg4MDEvr2tVsOyjVWvLX/91RfJoggCeMMpGaxauax78zozm8i7ejYVs/SknolriWgqFhqqlx5/5IFIsM82046RKXgGQCWyJ0P1wn133xoe7DbV2DT4U8iilfLmk088ZKqZv7aajIKlSCeCTy182FHjZYWZH4/0Fzy9r3vD0sULo6Fe4Ggye0uNkJehAPgSTotCUbXkLF28kHgFm07lnoa00VblmScfFd0k0jVsNK795WXPRkO9WDRBzmXg2xOP3Q/xG98WCnQ1a3ldi44MlUOBrmVLn8LNSLUYa5uIDkRDvW+sWaErqThSYcrApbz5+qsv9vdsLKrZNhhusq7xkdrzzy16Y80K6J+eGmfMb+bd7OKnFyD1KIA88Qr8skcevAsFBXB7+GV8aSzc99ILz4iYMcUL7g69cM8+9ZjIPRU8HT9KIWP92pUvPv+0eC9cPv0aOSezauWylcuXAioIWVUYFa+/+iLaz5yNjYWyUC5YA72bnn3qMfr7uVLYJ6BNPZ1vrHh5CR2YgPzyRFl6YvPG1aKij0hfPNIPSl8tOcuWPrVu9SuyZp5Vzpx3s0sXL+zY8DrIPMUjobmkE8EXn39aZAl4vHkq8MFLFy9sH2Vk6QkemHrFi4X7ljz7BNsrgD+ld7b0lZee43GioENZJJ0IbhtvLl28sK97A8R+gmlTKR8P1QuvvPRcx4bXpZJltc0KKuaM1199sa97A3EP50zGArWyG4/0u1b66UWPEIzizk01nAkhppdeeCajJpS6ShkCnkok2LPi5SU8A1A6iJmgfaxfu7KrYy1Bv5TwLD2hp6P1cuGl55/buG41swkcI0OLQSYZo7/gucXPbHhjfblcjkQizz///Be+8IWenp5ZMY2gApOTk3QTLFu27IMf/GCj0ZCf/tZoAJ7g3r17qSkQSRxzzDHXXHMNv/A7ZA3njv/YMRcNzMYxA1XAn5n2p6f8qSl/Ztpv1Fu5XPnNnXsdO59O6Y5jmZm4rh0QT7WVEjvOEpAzkwrRimbpiZyTrRTtgmcAa8Ozs40D9DQq97gB1FqwWXCwIXwJDE46K4xF+V56sslm2rlOJHb8RTyrq0azwzCAyx0e7EYpgSIlRpO4xFEz4uAZgPnjnDitodT1ychxzxDjcVGk2mSokCUxnRAA+S58CTowSMpgCmF4sQB+im0VBSGsJFvBDttq5BJOCNgWz8RMPzYW98PyuIlyIzgJTp3lcTnkx9wIQg0ulhwXU+4pZQjqJsQrsmBq55ykpCSfQQsMJXYroVgyFhhtVchiQW4kaCP9BW/nK1w1dpJ4kTXTmg+QAB9T7qNnawgDoLUnn4Xyxg1lze16iHi+RjUn7DzuO6EbXQzbxps4RWJEqeIDEVFMEY6q0TbW2dITo60K2BJpNIuX3ZMeBDw6LbI5NX2An/Km8III/C55OYQARKMFtxclRJoOOJu0HhBYZ9VcDLYO9oC0nMgtYB+EtSoy25xZVxMHYAMQuPNF0v3LxVKYgBEi1IGCp1dLbjYVrxS8ct6NDPbXSnkJBahF6ulEqZhLp7R0Op3JZBYtWvSfmWj8Vus4M+P7/s6dO3Hqu3fv/rM/+7MlS5ZMTExADti+fftBMgDGxsbe8Y53dHV18b9z0cDsHnPRwCwc0zP+9JSCB6b9/ZMzu96cGG6N+zP+3j37DN113aJpGkY6ZupxXm+0WunXp6GOZB3WmGQG4OTgtAC5ALOeGl5HVz15qrAIEXEDP/TUAHvsGu2CFCkkI8d6askQGHWjmhP3KW0L9LNRkoe+RJqLgyHfRVdA6OjYRMyobSSpu/NZ4bET5UjPOit01BQ7MNtS3hxuliwlECRqaxhlrDNpIvZRVk5cgi1m67CYeSXqPD5SIxHH7ZFbs5KcEqIhJ4PBR9xDWIAfEj4dK5HAC5oFkQFuj5Cur3sDRp/2DeQKALFBF6h8Z9TcBG4rPt610mjwwebDd1K7EV0/dB5FWpG0lW+nakMcKb2OFClwyTIuEsYDfs7SE/09GxHUgyNJyUNaMYnSiMMgTAAqUHXKu1l6X+nco+OAtg6CWiB6dH4sPQH+IR2ARKt4ZV4QcHgYjkxt5r2g04Hd1pUGpfD+8NZ8kYhW8Xe+i0ATQGvrWIMWG1eJKwukZ+kJYhoeMzw9d4R3DUoEzwPn53cIwrg0Xg15AdHJ4PXhieJ5k3eWM7c7eCwGFRx6O/k6voghCIYaou3ZWjFnZlNxz9ILroXOaSYZS0ZDnqXXSnlb1/RUPJ9zTMO0bTuZTD7xxBMnnnjif0ZvoP3A01Pj3759u+/7S5cufe9738tPZUrh7z0Pv/Pcc8994AMfaDQau3btmmMRzu4xFw3M0jHjT+1vjwlmmo2RaqW5680J1ylkM5bjWAXngGunQYg3H0wYYjBJYUYNJsdRYYwg0mND8cpGJsY8Gww9qSqZBx6ahsCyGsuG1cNicmYSfTI8TA8mHgdTVKPV+OwBiVNlZYSbLdg7qSe/SU4MholnxeswGa/VKAI/SBOgpSbZkzhiUoUPT8KE84BUKH6I5WXTESIkZuDqqsmNk2DibSOJkA6hGLYYdxsJ9lRLDjLPjBcSGgSpJIRB8kWQifYdhnSJ35ViLbEL6V1eTbVhk8lQZf8h3OlK/4BQidZ8mj7wPZaakseWsgYukD0kf6WEDwWEcKr9zLBWJdDhefg1SFmLwgvBrXI7aDcg5+Z/aVPUVT8IvhZ1CvTz5eSOUpxkw1mk4PZED4j3CatO2ivYZKIH8nW+1FXjBCEHWHqCXQJ6aSdDZNRwDUI3HlRb6VvQZVBSozvpDuXjUnwhruJRdJS0H7QPukUAq/C73HT0mKX5RVetkpyH0BycgOASh03MSrwlE5l5E4W1g4bB1rEGASsPOS8+kTSnzauhHlLa05KhWGgw75jDjWq1mNPTichgv55OFFzLyqZjoUAqGnId03PdQqEQi8UWLFhw0kknhUKhWTGN+/btm5ycxOvv3r1bMP8bbriBn9I78HsPeIW+73/jG9/4+te/7qsxiXPHbB1z0cAsHTP+vonpyX0zRAO+77eGRsOh+N49+8ulenAwpqVTphbPpEJke41qDsleYfrgzEwlBicK8/g8YSxDxMMGSeOf0AIA/4tqCrCuxqs4SgAxr4avEDoUcwZ0JP6OBh+L4XcALbAyfIVIpQJCYMtIwTGmWKJGNQdXIOdkmrU8ynFcO13vtbJLko3hy6gpbZhvTCdVc6IKbD1thPhXSWctNWXO0hM0VRIziX4fFpzEjiQPZ8mAR5r0EMLD40oFhxTNUHrD7AkVGb6uveeQb5TdFr9Cjou3gMnPXTbVtDrBwNGRFB8gJRIjE+M2CdDNLgFXEKXBzwc4AbQXgBrfiX/FGyH8YCg5RTJvrpdraVRzkpeTg5pqYI+uReFqCKgO0U/QoIIaDAFWBAyWV1OaCOZIo6H3A02BeMNU4HnmJJwcjEr0G5q1vPw7BMmx4SqBlPTacKX4S3aD8It7wQ4T9TLfK5uO1MouIhAC6pQL1shQmViq/T6+pZwEVOaqOUky0YAnEKaqwD/8l9ZH9pDOWOYuEkhJtUvOzNPC3Sf64XWg6ED+wAuFFiTBvardRD1TR12g6NnZVJwJBZWCl45HYqGAqSVdxzINs1QqRaPRRx999JRTTpmtSgF4/sTEBK0EolU8b94827Z936dj8GBOBTzQaDTe8573rFmzZlaWN3fIMRcNzMIx4/vTU/7kvumZad+f8Sf27h8f255O6YbuTO6bqVaahu7allnKmQXvQJMx7k04w+0+GKNsKVUi3ANpGSQpTEZWKQQzQI+T8PvYdHyq5CJSiyWZEMU0KRjjwMh+KENCI5fuQf6kE8GhekFLhqKhXqIBHJL4m4IaI0siKCksnRSerUVDvVTZATaBGTBnmHiy1XZSGPgw+wYegAmWX8upccDShtD+Bx4DQ2zBjSlI49LKBUuWhGcVbge7xAQmKOWiRARg4CkFJ0eN8pMvxaAjVMcFCh3PUh10hFY8BpbS5tO16GirQqYoOTQOlV8gRMAtyT6wfqhz8NVd1QFvqdGIBHDAUUWl7S+lGeGTxsJ9OHXWLJN2udEUArh3plKMNrNxRgUyIot9JjiwlWwOt09ALLw44Wa94jFAQTAnsBDWz4QhHnKulzVI7hvo6xCNB0tpFehaVLAuLlOeK7m5oCmuEpiSJ5l4hbdSunP5uKc0LqOhXhQyuEbORpRM3cRUosi8dPwad596mVypvFw4bxkzZqhBjo6SySrlzUiwRxge8jCLGREWjlyLbSQdM92oFLVENDTQSzRQLeYQHtASUTqZM1oyHovDInzsscdOPvlk2vlm5WCOkQwjwKl/+9vf/sY3vuH7vswt/L3Hli1bUBrYuHHjH//xH4s80dwxK8dcNDALx8yMv3/Sn57yp/ZP+zP+5L7pZ59Z+sTjT+Vz5e3bdulZO5XUBwP9WiIsZKXwYDeooJCVeO1tNfvHUEp5KNMRPdhGMh7pDw50YqdAF7AveTeLVhoWii5wkiEq39l0JDjQSfYgVDspTJLNMApZyF8UI6lThge74WljweX8oKYQrMTrI4YvaTd6akKLg/ZoKgXGSLBHCrHkf+R81FM5s7hYUXrJpiOxcB8/Zd8Kni6lcfYNnjkfh56JN+KzhpIBpohAkspuaGosDaR30m6hO5D8UUHHqxFRIQgjiILwxdg0pgtS08UvArmz4cRe7LahhjgQl7DmQF8HcRJeH+ckqkS44XLBCg50Mp6g1SyxUTBOhJrerOZc1dspOpUCLNtqiAN+BbfEmgkWkWQAccmkwvFIP2Uj1uyq7hIey0BfB7+Jz+PewXUgzWVGcyzc16jmbDPVapaIPKKhXhpSeAKbtXze03kFqI7jpClAMAYCnMzIxCLBHjgElMmkxMYj0S7th4QXaIdna4wFgiFLkAE+l1GKnDTfCkACvAS8xx4aSqEINIJtYTd4HWByAPkIAhSP9EdDvbyYZjbersNBDUXwLUA4qT7IO9IeN7AAU+l/8yTb2ZRjZJh1grypY2SS0VA2FU/HI7au5WzDNDKGYTqOEwgE7r777tNOO222sAHf9/fs2UOBACVB3/d37dpl2zZiRIQCU1NTRAkypOC3WdoZ+e8PfvCDM88801cNhxxzWsX/mWMuGpidY2bKn5n2J/ZOUSY487s/uObqG8bHtu+bmLZMr14bbg01gDelcin5NMPmYXp7aqoQoT1oMDZdiGAFT98yWiexiEf6R1sVMHAmrOCNqGdjiMsFCweMhRXONqoDlp7YNt4ku62VXUgG5KyNao4ZCmS0GLj2OiXFUV0pqZH9QL+CDk1OD5GK3wz0dbSnNThvrGc6ERTVYT4ugIGrhsFwtrybhZkoICrOQJRw8K8FNVYARVvIFgXlV+QWCEuDWgnmmxwaIy6NEhml4sxXs70wJIShJvpO0vWAs2FPCp6OdDRUOHkGpOLA5QMImdl4s5aniQPdG+4OMFKrURTPwdWJC0nGAlktCmbeLtNLmKKlwlwgMwyF6SY3RdiC3L5izogEewiYgDra1+wqtQnKELoWHW6WSJ3R7alXPNtIMuiByxHQiFQYiapMOpKKD6IRBMYDomNm49lU2DKSCPIQGRNpyfgMxkFxFdwagrBoqBd+q6dEiMndWYBQWYlrHTWXSEgPbDiAhKWmNPGEczb4/7FwnxAdHCXpTVxLgZ8oVpgllp5gcAbhF3eTCI+XFIwHAXKjTfuSVxttx4KamyVMGiZdUUSgoicFl7yrZ5LxdDyCppln6f3dmz1LL3q2lU3buuYYGU1LWoZl27ZhGIsWLfrKV76yfv36t89gUi848cQTzznnHN/39+7dixgRyMG/Ryqk1sBPS6XSJz/5yaVLl/q+v3//foKMuWjgP3PMRQOzc0xP+TPT/r6JA9HA97939jVX3zA2um3rlp2G7hQL1e6uzv7ujaW8GQ31Bgc6qyVnuFkC/xxulp5/blFv1/qRoTL0Lowm6ZeZjdPDDewJNgvKSsnz9luuZ4JqNNRL/ZsRrriTZ558FFNCCkuaiz+OhnpfeuGZbeNNsIqheoFub5iJXR1rX1jyJKMFyfjx0JjLns43+ro3SMEbfRX863CzJEIFzNOjfslP97w5vnDBg8nYIJUC4glqz9Dfnnvm8WYtTzIKM4CcqZQ3U/HBB+/7FaK8pM61skuMNTZc3bxx9ZJnn4BXwcUyuhD3EAv3LVv6FIqwVOsJrQCxl7+4ONDXQZM9HXrlgjXcLDWqubybfXrRIz2db+B7hP8lpv+lF56JhftGWxUQCyrupHEDvZueefLR/RM78GqRYM/unWNbRuuEMloy9PKyZ20jOdwsCaaCUwEUWbl86VC9IJURvA7p49rXl7+87FkK/NyCZi2P6rBna2+sWfH6qy8O1QushLBAKtCrX3uJ8ILZBzgYXGkxZ2zeuHr5i4v37dkmRMKJ3VtHWxWYmAO9m1a8vKRe8bgFxE/EiFoy1Nu1/o01K9Ddc9XwJ7LbbePNZ596bO3ryyXkKuYMwhHUr1cuX7pp/aqRoTIrgf7Cc2tkYiteXkI4BZywZbQudQfurJAQIfcRrIyP1DKp8JJnn/DUZKBK0eYV8FR77dLFC3lQ04kgwxupiYwNV1e8vGT92pX04MAVJfwi+Fi6eOGm9auKOWNkqCwtJ1Kke/65RQxC5Nlu1vIUPogennjs/vGRGrG+Z2v1igd2NVQv9PdsXPLsE7Sl8KoSkcMUCQ92P//cIhIDulHGR2qwksdHaqtWLuvqWCt7CJBzoKOhlH/u6UVvrH6tWS01q6Vy3i3lHISKi56tp+LPL30uMDDQarUSicQjjzxy4oknIiH8dhwzMzNk/+Vy+Q/+4A9WrVrltzUXEBP8Vnhgx44dMzMze/fu3bFjh+/73d3d8+bNGxkZ4bP849zxHz7mooHZOd4SDZz94/Nu/MUtxUJ165ad9VorEde+8y/f/tRhH+vv2TA+UnPVDEMQ2tFW5bvf/uolF54Dokv7kJGJgRm0GsXDP3Xor269QRByBsz392wkgXj3u+bdcdsvIA1JV1I6EayWnN6u9Yd/6lAG5ZHuQDCGt7V08cK/+/AHdS3KPHVLDfvBZp179lnHHfOZNatexvLCIQgPdpMw3fyLq/7lm6ejkIoFBMUFY/jSKccRo6DDWlSDBvBe8+bNu+Wm61gSkY2kYqn44JGHH7Zs6VOltuHLqfggsnqLn17wqU/+HaMEpCZtZuMDvZuMTOyGa6/4/NGHv7biBSlpQzYkTV/wyL1fPPnYUKALIhhmHbpArex+7fRTLr3o3EwqTIwCxR1if63s/s8/+YOfnvdDV81EICejOaK/Z+PXTj/ljtt+gU0HG6AuoGvRDetePfxTh/b3bExEB/bt2UYQoGtRQqUFj9z7/v/1nsVPL0AkB48Sj/QnogN73hx/5aXn5h/16dWvvSRF4pGhciI60Nu1frRVueinZ1/z80uCA52EStLrYWbjrUbxk5/48BdPPpZUmGI8TQ1EP18/49TLLzl/tFWRcg9MNLo21r6+/MjDDwv0dehadNeOUc4JhD7aqlx39WUfPeSvVq1chleTElUyFti3Z9vdd9x86kmfD/R1AFwRcoUCXeHB7m3jzZNPmP/Yw/eA0wg3hR6HRjX3h//fvJ+d/yNhMsKxoGSWiA4cd8xn7rv71u1bhnDklEVIf1etXPYn734HD4z0s0D1sPTEnbff+Pcf/9vlLy4Wii4FIzLyhQse+OLJx3ZvXsctIFAQDP8nP/rueT/5HmASC3YUz3+oXvjQX/+vH5z1TRopBdQRVP+UE4954N7bYbO6Vppvh6az+rWXjv7sp1a/9pIQPoCOmHG6/MXFH/7Q+x+6/w6pKBGpwJ18Y82KT33y715/9UUaczxbo1U1GQuMj9QuOPcH5/z4TLpneaHAHiw9sWPL6GcP/9TpXzolFQt7lg5OUHCtaHDAMTKZZOzqn1/5ox/+2DRNwzAef/zxo446KpVKvU3WEn9PHn/xxRcfeuihvpIb8hXy/1ujgT179oAiMLjI9/1rr72WQcm+7x8kFXHu+PeOuWhgdo63RAM//tG5N914a7MxsnvXvnyu7LmlYHCwUnBEMITaJChuwdP7ujeQtnq2pmsRnFwmFQ4PdufdbPfmdUwTwGFEgj3hwe56xUNQfcO6V8k80FADmaSlvtUoblq/arhZgkhFKABOnk4EW43iQO8mklQ8Clzxns43yHFxIdg4Vw02xPCxVMwQgH9WTeqrFO3OTWuatXw80t9qFKVfPJ0IYnZRSqbebKtmvGLO6OvesG28SXcWhXm8LzEKSeSqlct2bG1J0+Ng/2YmGdYrXjIWQPwY+Jo0mq8IDnSC3ApybiuhZeEZwO0PD3aDHnd1rIULRnW83UuxgboWHejdxHQfWgE1NcCQT+XdbDzS39Wxds+ebYlIf97NRoI9tbJLcENbmqgj8BE5ORk22S0bwqBn10qD1qTig92b12lqYB2gBTN2OQObQJgFE0L666AFtKtO4XphYAQHOqPBnq1bhihkADtRU49H+tG/I8/mpnCDdC3auWkN7W2tRpHCViI6gMKjrkWrJWewf/Ng/2bWbKqpUQO9m0KBLmpbkCFMpY0IJQIKAsU1dgAGCc41m46UcoanKkfiBSnzU2Vbv3ZlKW9yORAm2DRTTYkE1kL2ilK9mY3v3jnGGGIQe/kgII2hFB57Ot/w1OwuS0liIF3gto0Cj0f6w4PdPH5D9UI80s/kIaIxtpEGwoKn8+xxCY4aQmYoPVBKA5FgD1UbqlGAZ5RjckpYKatmPA72d5qZVGiglzJBONCHLLGta8loyNY1M5Ma6OsZHRmt1qoDAwOPPfbYcccdN1tTi37rsX37dlQI9+3bN2/evNWrV/tqAIGoFr7lmJycJFyAIuCrgUYf+9jHbr31Vt/3d+7c+fYt+P+FYy4amJ1j+td5A+ede+Gtt9xRLFT3TUxraSOjWbZl9ndvXL92ZbOW3zJaZ8jb+EgNnhq+vHPTGhkBV8wZDCaBqdTXvQHmlK1kRhAMDg92jwyVuzevS0QHhpulHVtb2HRPTZGHaU/+R45YLli0NiVjgVR8sHPTGiRse7vWD/Zv3jrW2DJaz6YjqO1KxRRvIfoE9MRn05Eto3XRNaLAkVYj1EAFKkU70NcRC/fteXN861iDUivmGD078ulWo8hI5YKnhwJdpFPYWXr/SJVS8cGB3k3RUC9orW0kx0dqQ/WC9CWGAl0gEIQm9Yq3bbwZj/RnUuFkLLB54+qhemFsuEoePDJUFhZFoK8D4QEw2OFmiRgLKQK8LHOY+C44FqDNHRteZ0lwI5hRRG1F16L9PRshu8Gbs43krh2jY8NVTHko0AXtg1Z1xhohYNDbtb6vewPnAZkYG65SkgcSh3MHgJxJhbeONXbvHJOyMfca0plrpZkASVgQHOjUtejWsQahgJGJVYo28lAQ3Pq6N9CHaWRigb6OWtndtWOU6oBjpoIDnZRpCAggCtADuWn9Ksb/CMVyy2jdzMaDA50wY0RtKTzYbWRiu3aMvrl9BNCC+c7SMU8VHKjGMVM9nW8AjEP2LOXNHVtbZjbe170BrgOBCy9FveKNtirt4hzA5nAFKA1IQwFMFwoWrpWmqM+lpeKDiegA2yh1PUpIyVggFOjKOZmtYw0CZWH5ERQG+jogz9JP0WoUR1sVzlnw9I4NrxPgygJGWxU4QIaSEtnz5jiNP4w1IuoK9HWEAl1jw1UuPzzYvXvnGI8lkcf6tSvp34GqWcobQ/XicKOaTcXj4cFULDxUKwtjoFEpFj3bNTKeY/X19m3evNlxnCVLlnzpS1/q6Oh4m6zlzMwMDAD0A2666aYPf/jD4Pz8d8uWLb/5KRAFqII7d+5EbGDbtm3FYvE973mP67oHI2E0d/yOYy4amJ1jar8/M+1P7puenvJ93//eWT++/rqb0ind9/16raVn7GKh0KjktGQQb4rbE+YXJq/g6dWSm3fMRDSQs7PNatHSU+lEeLhZiUcGEtFAMWdbepIWIy0ZIpUHJKBTTkuGBvs3DzdLlGYpJEuHHnB9u4APQ+rIGiFpO2rEnLQMYImg6eHkEtEBfCEZsKUnSGLIhGgSE204adkHJCc/BollSYQ+VFXpR4cmDfqdUTMVSaEAZsES8Go5JwMbA8IX8EkfegoAACAASURBVAAYDM30SNwI4Y4gAy/ItDf8N9tFpQCqPAwJCHRmNk6PH6k2S+VWApNIaYMd5hoJAshK4XOFB7vZNxidhHrSkxaP9CNzhJunJI/SA/AMf0ehAdo/1Ar2RPr0HDM13CxR3AEh8JTOtKNGGwOciEo0YRBAjkyXhqrGbCQ4kqJyCFkEOIRtBA+Ae8g2EiHB+oT/kVWCuzxF0FCIkPJutlHNkY6TiHOl0uFCKm/pCbLqdhKAq4QCBZAfbpaIPLje4EAnTxTFLIAiHjOQIRlJlYoPjrYqRBUFNUGAQJM3ha9goKKlJ3gZbSVWTYQaC/cReUijEEONpWTAQ04jBq8AdFTiYGooUpmKR/rh1hBzAy/BqCW2g1jAg015EdyFt6zg6Tk7G+zvLeWcct5NxcJ5xzQzKQYX1Up5x8hoiWjOcyzTTKfT6XT6wQcfPOmkk94+bGBiYmJycnJ6ehqPXqlU/uIv/uK5557zfX/37t2oDP1W1WFqBPy9XaXguuuuo9wwOTnJOffu3UtP4xyv8OCPuWhgdo79k/7MtD+1f3rfxLTv+9/65pkXXXh5Kpn1fb9SHkqljHw+Xy970mGP5wDHQ3WkVnY9K4NmuJVNO0bG0TUtEU3GwuWCN1Qr5V1LTyfMbNKzM3hZ8H8oRfghYFX8Ovi26MNgWcQTYNwxpiwJehSVUSiK0slGRshnSXCF7i7SeIKiUzuA3AcLErdH56SZjSO1ZqsRMoDG1E1wzMKXFAcgCAfsKlsNi4MczhqABGCBgU9wabqav4dyHLVqr01rlmquZK5Yf+4UEC5uiX2TlhC4FAAbXA4VZeB31iADHbD41CNwEtws5BEFbuGScTZ4d5HKEakDHDC8Nk8JVHBrwNL5Uu6O9LzxvNELiiMhByXeIl4kHsJZgiigZUS4yceNTKxZy8P2B7umOE32D8+/mDPYZLreafZjkcJUAK7AU4JRVUsOn5UChKsm+5FhF9Q8CCJgSkX0tsC+JEKy1Uxh4ccM1QtQOgw17JFCCfk3lNsDnXhKhxsNUKgPPEU8pTyoPOS0SPDuENLxzKTigxItebYm184DL80vyGTpShcZeJ+7I1qEWaVUSCkH/IPHmEqKdCyDhBHKi3iXtCZl09FULFzKOY1KMe+YhpY0tKSZSblm1syktEQ0HQtnM6lioeh5XiAQWLhw4ec///loNPo2WUv89NTUFHLF+/fvf/jhh9/3vvft37+fKgAYwMGcByyh1WodeeSRd999t+/74+Pjvu8zAYEvepuu4v++Yy4amJ1j38TU9NTM1P7pyX1T/oy/+NkXHn3kieBgdHpqOpuxUkk9Eo4kogH8irQOyvtMna9ezmVTCSubzjtm0bN5UfV0wsykynm3Xi44RsY20rWyR/VU+p0cMzU2XMX1SmufNEbjQS2lFYPNkpgAAr+RiQ3VC9Jy5qjRvSLqklPz5rG2eBGsmKf0BFHtpbmLcIGVtBpFqgOS94C0m0qiFaNJYwITFEkKpW+bRnwukOwZ4IGKAC34KB9A6ScUIJrB95Oau2pOPFkyBXt8g9QmaKng7nCS4EAn6TsgPM5G6O6EXLLt7AkGGlxE9O8sPcE8IV1pzSImgbn32tRqcdWWnhDRQBFrwtBLRZn7grOEJcAjQaghoZ54skY1h7B/veKBN8C3d5X8FHUTdoAnARopJ8cBU5ohzpOhRMQThKfk3LDxxQELHNK+Zr6CDJiHUAJBV+kaQfEDDIDlypkh0FGkR2WB3cZBsldcuKdmWgKuaGoiBn/nlUzGApR+Mkr/Gy4k9x1HS5uDlgzxuglQwd7KskXtgCo+/QssmLMlogPC9icKl90mQqW7gRtHrm+pIaJwXdHJFroDvyM4k60UnyjGmdmEa2T1dMI1s6Wck3dMx8jkHTPvmFY2nU3FDS2pZ9N6Vq/X66lUasGCBfPnz3/7ego42scZT01NffzjH5dJx0QJB3NIH8GuXbvmzZu3du1aX5ESdu/e/Vv5B3PHv3fMRQOzc+ybmGqXJd715p6tW3ZWK82p/VN61q5Vh6rlkmtq0pYGWRqXzBwU8j89ncgkY4aWtLJpQAIEQxKRYDoesbJp20gbmThGH6cOYG6r+adZNcqIlicSLMICadTG7pO3YUNNpTYj54Hmxk/xapYSVeXMeCxcIL+DAyOnwbjn1JT6jJKah5YlGY+hJhFI8EEaZCg1RpYq+AFJm3C4cOqOEmfkR5h+U6nSkpFDq2TxIMYEJYAKSPQgx2SqAcq20q0jD2MxAoTQpohRTqsphfh4fCeXw6lAy7VkCCUfSeOY3Yw75LTEYXSmiQ4/wDW3Rjhr0nlI5CHDI2CikIMKeNBOAeGipDQjpZyMmsbLl4pscCjQxWKIGyLBHjahvWcBxoNIMNlGkmhPVoh/spX0IWvm2lkzrBFuH0iJPFo8qI4SAKbXFNYtGMlg/2biMwEP9LahhfQXUGto5w/ybACHsDBuKy6Wpn8CXH4EdYYtpQAUCfbIfupK7ZgwgpqINMvwkPM68MsZNY7EbBteQBRFXwkfITS0lUojmk7UGrg6kcmSCgsf4Qk8sPl6spx3DS0ZDw8moyEzk/Is3cykMDJECbalRyPRbDYbDAYXLVp0/PHHJxKJt89g0hHg+z6TDH3fX7du3bvf/W7GGsk4g999oEwwPT2N13/yySc/8YlPtFotOf/BqxzOHf5cNDBbx8z0jCoW+JP7Znzfr1WHEvHM9m1vBgPRUCiWTiXLeQv0GFuA3YFAwLvtWpqV1VKxcCISlJggZxvVYi7vmHo6kU3Hk7FgeLDHsw9YLs/WxoarNBpgsJBbwSeBCpDS4TCwERjiWtkdbpYwhRTLSYkwJWR47eJxAMWYeHJW/hH7RYUSB8+XQoYHQ8abYgHHR2qQDQlBKKsDEefd7HCzhIEmIoG/DRgAg0EUA+ORfmhcGN+RoXKzlof0TnTFVgDAkIoRdoASkx1i62nNx4JnlMSejMnZOtYoqiGHsPOkjR61eRYPgMwm60qTTmgKfASiA9DxcLOEM8b/AYmzw+TBLIAmEUidZJYgQJKPEjRAmPDUzAKoGIIhE8bhdeh0Z9vlQrJqkhawjXRGpOKDdAzCTh1ulvJK+rr9egmtWLOg1oyB4BqBJWw1oUrWjM/mFRCdH9Yj4aBrpenLpaajJUPQC0yljMl9Z2dQ3eAraLv11LTobDpC+EXYR8TTahTZH4j6hDIgJa6VRuUQiCI82M0TRfreahRFXEhXo8h0NTVxtFXhfSRsIoQijoFvq6mRXan44GD/5nQiCLrDCA9eUgpk0h0DigDkRmgiU824d+3YEnNMWICuxRw9Uyvlq8WcrWtaIpqOR1KxcDYVz6biRjrhWnq5mMvlctlsNhAILF68+IQTTgiHw2+jwVQdhu3H+9///ksvvdT3/YmJiYOcTwjDAN+/Z8+ek08++bzzzuP8hBRz0cDBH3PRwCwcMwcOf2Jin+/7+/bt932/1RqpVGrT0/6WLdsMw87n/k3mzGoT/ydXzrvZWtlxrbRjZAgCPEt3zayhJfV0opRz6uVCtZhzzWwmFbWNlMDRQAsM8jGUAB8VVvJUnKWIrbpK+13CBQrbWEBBrfE3AJjOr48DwPYJ+CklVRAFU8nxQtTCZHtKppDMjMKzpO9vgUMrRbtcMMnb8JSS93i2BkHSU0pwlP/5Q/0exB57zZfaahLucLModA0pWhPBVIo2RWtLNSiKsB3BDTvD/0qNBlNLYOSquTK26sAEqSZWEIeEO8+r2VHDzRIkCUOpzsl54PlD7JCITWiMVJflZrFgW810ACImuxXeAKmkJKlCviP4kNyaQju1Z/6XLRVq23CzJEqRlpowKdfObkgQlm+byk2DhoDerNlSknwUy6nykNRCjJCbJcwJ1CCkxCD1BefXpy3wFTA6hfIppRxHqU82a3luCjGccE0IiEEg2h9yvoUG3aF6ASAqowYcc7Fw+pq1PFEUiIKj5iPw7hCRCIYk2oI5J4OWQF6JdbJgefZGhkrCecSScHJdaXoW1LBv9s2zNUtPmpkUvIFqMedZOtUB18yiTujoWiHvFYvFYrGYSCSefPLJ+fPnz6Iy8VsOKefv3r177969+/fvx2evW7fuXe96l+M4B3me3bt3T01N7dmzh97CqampRCJxyCGHoKIInXBu6vHBH3PRwCwcEpy2t7hUKmXX9bZv316r1VIp7aEH77v15utoHDDVCB/sTrOWf+DeXy16/EFdi+VsM2cbRc+G7MM7/LPzfvLKi89XCl6l4JrZpMxgJU/6zrfOWLb0Kbh1mBgRS9FS4fPP+X4o0AU5oJ1FmHMyG9a9ev45P/JsrVnLR0O9YLAY4mrJefShe66/5opAX4c4MNI+uO6Ln15w+y3XY8T5EYAEUPMvb7x68dMLREoZi0zw0azlT//yyc8/twh2OsYUAwpZ/dKLLhjo7cAxk6eS7ni2tvb15VdceoHI6tFrQDtGrew+veiRyy4+D443cAJTAKC2LX9xyQ3X/iuoO+YYugZ11huv//lTCx/Gk+FLRobKcA+Hm6XvfvtrD953J06On+J6qyUnnQjectM1Ly97VmAY4hLisEBfx0U/PTsRHWAxeDhbSSy/9MIzl19y/qb1qzDfnhK+1ZKhVqO4Yd2rl19yPm1+XC+RGT0Ljz18z+OP3gcPFPePZG/ezVZLzpWXXXDrzb8oeAdG2khkYxvJYs64+RfXPL3osfGRWt79t19gN3JOpqtj7aUXnWtkYjArLT1BfwQtGw8/cCeqR7go8X/pRHBkqLx08cLrr7mcjBxOvuAxlaJ94/X/uvzFxZSxCDKqJQcHXMwZPzjrW4sef5iohSDVUzO6LD1x5WUXrlm1fOtYHT9HjAWFs6tj7dk/PCvvZqR2JlrRtpF86YVnLr3o3M5Na2jQkBIAUNYba1Zcf83l6USQ/k/hqeScTL3iPfLgXffedYvsf7Xk8PDA9Tnnx2c+eN8d/BSPXmwTxv75FReuX7sSVw1LA+5I3s3292y85MJzRGQMnQ+QNsSUfnb+j9BIAOCRtl7bSPZ2bbj4Z+eickhGwcVSXVq44IE7b79RgjAecs/WXEtrlIuX/Oynt//yRj2dGG5UyTfKedc1s56lO0bmkUceePyxxwvFgqZpixcv/sxnPhMMBt8mgzkxMSGtARxiP0844YTjjz/eb/PiMu7oN/mAIkHY/tMlS5Ycdthh9C7SocDHp6ampDwxd/zWYy4amJVjxvenf/2Pn8u5hpGdmNjjOLZlmZdc8tPzf/J94FxY62Dpqfjg1rHG1f968f333JZJRnK24Vm6lU0bWjIVCyejodGh+ulfOmX5sqVWNm1m0q51QCUecD7nZA479JDFTy8oeDpgqeCrVO5POv5osERycYoU0K/Wvr78a6d/ETOHNgCIN1NkfnXrDd/8+lfWvr68VnaxRLaRDA50QuF+6P47rrj0AtE2kLI9wc33vvuNpxc9IuQ+CrHhwe5sOvLm9pG/+/BfP/7ofTAMhMouTPKvnnbq+rWvOuYBIiRMCCbNdGx4/eQT5ufdLCJ0pNeerfX3bGxUcw/ce/u3//m0jg2vm6qLgUoE1MIXljx17tlnkVB6ajQitPNqybn0onMfuPd2W42QzimdBktPjI/UjvrMP15/zRWemvIsdV/cwLlnn7Xk2SfI1OFMuFaajseNb7x2wnFHCchhqfk9kWBP3s2+sOTJM75y0srlSwX257T4ib7uDd/6xlcyalqVfGk01DtUL/zq1huuvepSogFRoYkEeyjinPkvXzv/nB+6VspUIj9A2fiJq668+KH776Q/kICALDMW7qsU7RUvL/nyqV/gcaJnhGG7+Kq7fnXTWd/5euemNSTuggogwbT46QXnnn0WKS+XzCMRCnRtGa2fe/ZZjzx4F0EeLA3bSEJpLHj6sfOPuOO2G3UlT+m1DYc0MrEf/+A7r77yApGudMD2dq3POZngwOZTTzpOiuV8L+UtS088veiRr51+SseG16UDQrgCeTe74uUl5/z4TGpGuOqck0HFa2SofNWVF915+40CgXC7qThUS84XTz72qisv5h2EH2BkYmAtnq2de/ZZSxcvZP2EXBSnjExssH/zl0/9glQKpKDDe/rysmdPOv7olcuX8iOpccCx6N687jvf+tpA7yawQC6HMkS94t32y+uuu/oyoRoAJ2TTkUwqMjbU+MZXT7/y0otioUA57+rpBEpEsJFyln7JJRfed+/9pVIpFAotWbLkqKOOCoVC/2UGFC0B3/fD4TBiw74SF0J06CC7DHzf37Nnz3nnnffd735XxiDJwCT5lrnjtx5z0cCsHNO+v9/3J9v+zBRLnpZJTE1PWHa2UHQtK9Oo5MRa2apfCw0ZSOlmNkGcbmXTZiblGJl0PIKiOJPIM8lYKW9n0xHa1qEok7PSugYaDFItZL2RoTJysCTNVEaxFEP1AmuQGfOSiJO7CwRtquY6+gCFpYi9a0fgkYzdvmUI70L5k6/Gf/NZLh+gGGDfVRqujhI9xP+RwSM2AFVbKH5QL7G/7V0PxAqUtOFpQzsAvmaX4Km5SndBVHowwaFAFxfumKmCly14WeHiUSEGkyA1Jy+U/XeVaiRb2qzluQpP9YXKZoJ8CNgudZPgQGerURSoQG5oTsnSsflem7iepuYuhge7IfSROsuTZitivzSvC6mQSgq/L/AP3rSdhUpJa7RVkSBD6gXEImDypurRh6jPRlGYb49K2Qp2MhLsGR+pWarTVdwqzEHhDLJmNgHhIJz0yFCZIJvHIKPUGHNqIDL9/VLgF+4CzAAEJdkroHtmFlA00dsGPGaVlDJLYrd5iXjOLdVZAEkCbia3KRrq5V942Pi1XNsMMGF38lARnZhqxLmjpDlpp7TV3CyEui3V5TgyVOZ2G0ri0DaSRiaed6xy3q0WczQR5GxDCMt6OlHK2cl4tFwqW5Y1ODj46KOPnnrqqQMDA/9lBpT+Av5+2mmnnXzyyb6ag+z7Psn9wZyHVoKdO3e+853vXLFiha+EjOQMcwjB7zjmooFZOaZ8f+ot0UCh6AZD/dMz+/IFxzC1UskteAb0bGThc0pPkFJ6f89G19RKOSdnG9TziAO0RLRS8EIDvWYmVSl4uhaHa7Z1rJFzMtFQ785tw/09GyGs5d1sNNRrqeGnZAwyki6negXLBYvooVywNq1fxZQ5Mjyk9+iak9m1rhKFZZAdOGQk2IM8H4VVUH0wD/4lPNjN2BghmTdr+c5Na97cPgISgMMQsnS94vX3bBwfqaEVQ+lXOAriFZjVhu3Gt422KtCvCGvA4cn+kR/AMZMvthpFaX/gXoBjw2mnZA50LHVo9odbJj17cuG1sktzozRQsAABgSEAUg7gXtAyAP6MsmRejZIqqOlQhCYDvZvoz4TcPtqqUK/BDRMfEHKhEyWVCHia3C/2UMrJjpofTZiCAxP6CJwPxkxzNxkURBWc54faR/uaeZzwUkwvBAAoeLpoEyGbQ7EM1IHbB4YvvARumUhlEJ5WSw4zJtAGQDiIIIBuPXoZ2PZoqJd9AMYv5c2B3k2U6vGOQPrpRJC6AFMlh5slJB0hRkiUDACG/7bUtAKiUoJgYjUydTlz3s3Sech7BwRFPwviSL1d69k64dagXuCYqVajSLcCEAhlCFEgyLvZwf7NtC8SqQzVC8wGA9HhieL5575XS66WiCFF7Fl63jFRGjAzKUQJHV2rVUoZTYtEIrZtP/roo6eddlpnZ+d/pQ0dGxuDfjUyMsKkY79tuvFBuvA9e/YgY7Bhw4Z58w54NyYczgUBv/eYiwZm5dj/G3/8SrUQDPXvn9pbrRVDkYBhJMHhPVsDjReajyT6jpluBwZ4ewf7upvVUjjQl45HCo6ZjIfwN7aRRIOv1SgO9m+mviiCcY4S0qmVXQTSoYyRKpFPI1tGXghgSyZNXxx/IQNzzBR1B+rBmCS6m3AYxAqUmTmVcAZZLYlLteR0b163Y2sL1X1p8cLD1Sse9HXGCkhWJBl8OhEcbVWoOFiqoR+VJJoLAA8EhMATQGgA0UXInUyXzIzOBTYHWEUayXD2aDsKwNDOniP3pd+dXE24jYj34TPo/8QHwxzUtSjwPv5GChDgFjwhRiYmffZQTaV1jd2wlAAD/ZxmNr51rDHYv7lStJOxAFwQUGhpBGUTBIkBnxC8pJgzEOQpeDrjDUnizWxchCjYTAAhQc6JGwD/EVLEd+Ke+R2+WjoX6CVxzFSzlicRp4kDL2goeSKBytkB0WQkPnCttCwe8Wnwg0R0QPSgyN3RPGYZnI1YCu49AYql5JgYCgxiR4jMTWG3iXv6ujdQ3+G+8LQLto/yoDww2XSEuMfMxnnIQQSl14OHh4eB9yUW7qtXPCJ7oftINUHaHNCsJC5hx+iLESCB0NCzM+FAn2fpejqRjkfMTEpPJ9Ai9Czd0JKhQF/eszUtE4/Hbdu+9957Tz/99LePRfibB6i+qBMef/zxX/7yl/kRmMFBtgbg9fnIsccee9ppp/HvFBrmKgW/+5iLBmbl2O/7+3x/n2ADMzP7hkdqxZK7b3JXpZoPhfsdJ1srO3D9VJt1lgkFSOvXK17OyaIxwBwRXl0tEa2V8qW8Y2ZSjpl1TM3Sk+Sj4KX0FPD+x8J9JEyOmWIAT87JoIGvK/U3MVjkpmPDVQy9q2RTpW0JLj1uQ3BpWvPJmIlvSHwl+cZn1Cse7DMSwVLeZChLVs38xRDjzrFrphruTt4Moi4iCmDOYAYw1HQtiksAGQbwp/8Kd04BGwjBMVNbRuvCQgfh4GIRgEPHHvg672bBaWPhvvBgN+P+0LTh3wlfYuE+U00iRts4GQtI0ya/UFBCwtwCRGQzqTCV+PGRWqVoA+26Sg06kwqHAl1w8ZhaBBGS09LXDpRCcNYuhs/UY/bfUzP9KLRTdmH93DtOmE4Em7U8m8D4DGiqApsTvsQj/YQmQ/UCqbOhBCi5NASMqyVntFURxVzx/TQC0CMKUwSaGw8tP0V4g/VLjYNTgWZJZUruBedH+IGfwi2VaCmTCo+2KqJjIfdd+mZBBXgyeVBpJsSbMsmCKgAVB/ks8z4Is4RAo2tRokAkLnhOaA+R+hRPtcA2BOiuEhLmEeIV4MGg3kEokE1HmrU8YBWvTLlgATwAEPLOqiBAIwZKJ0KZZCzvmM1qCbVTpAkLrpWIBD1LDw30uo5ZKVcNw4jH4w888MCpp576XxkN7Nu3j84CuALlcvnjH//4ww8/7KvJhAepRwS6IA2K8+bNu+++++RHyBW/Xdfwf/4xFw3MyjEzMzM9M7P/3/74+7ZsHalUC7v3bLNszbQ0y0zpWqyUsz07W3CNailn6Ymck82kY8WcFQsPFDwz5xh51yi4pmOkc3bWMtJ6OlbImfFwQNdirXrJzKYKnuFaKUHFBQAws3GsAB35jpKmCfR1MAGdHALHYKs5qrQbAHfjYrFBnBayOpYIZymVeBRdGEwgtGcsHekjBh3bSlsargVcBGq33qaTCMAAAEAuTg4n/fok6wDO9YqHG4ZbTvooNhrbmldahODkJNz4VBYmGojk/QDLTJ0hZhKTiioOF0vNBddLHTqjpHxxkCNDZS0ZImkTwJ++L7ws83tIpvFkJP1Q50gBxb/K6AdUF+kNYRAzm8ONHm1VygWLoZHEdpFgz9hw1VFyPTmlCQjMw8WyQs/WmHJJ7YaaiKM0bglKmEFAwUiqTu21J9asJUPxSH+94rF7TJcYqhcEMZI+Bbo2iCYBBmB0jg1XeQ6laZNlxyP9uDpRO5DeBArnY8NV3DztFZZS26xXPGYsEep5qvmQOo6uxIJYsFwsTzVICZM+KJORhUt5yDaSrUbRVF21PO0sjI2iZJOMBbaNN4HciEja7wtfCg4h706t7IYCXYwFySudQUJn+mV4MimB5ZwMaAG/g+Yx9+5Ad6sW9ywj0NtFCbJRKWZT8Vop36yWosEBM5MquJZtGYZuZLNZ27YXLlx44okn9vT0/NdbUqEK3nvvvR/5yEd835+cnJyamjp4BQLf9/fu3Qs8sHr16o9//OPoEYENoG40d/zWYy4amJ1jevrAnM3p6enpafQG6oPBXt/fXyo7hZIZDPakE5GCa9m6JtW7StEL9veMDtXzjplNxV0rwwwClWpk0olgtWRryTDe2jHT2TahsXikf/fOsY4Nr8vIHHJ6LKmhVIBoDyPpJFeWhiiGryATJAQoEjXP1oCamX0naYqWDBGL4KFBO/kvLPFywcJd0bVVVPNzQa0hqAMCU4wghgB+aDWKolpPuiytcaRljKeTeQr4rVR8sNUoCs4snEehtdOIiGsRIht/Z5eAFoReQFTETGe+N9DXQR4sUjBGJhYc6Nw23iQgwH/gV7gdtFRgpvFJmGZ8Blx9/pGVcB4SXLwOnh6Ah5Iw/BLGW8NhJDCCmZFzMgzMpfZhK2FEFsxfRobKaP6AClA2cq00MRlRFJS6Ut4c7N8MZY8tIgCiGZU180QJq47gBjcJ1KFr0XrFG+jdBIOEyIkHQ6Su0okgYL6nGvffsubRVqW/ZyMsFgphPIp8UaOa44k1lGggwIOpVIr7eza2V1VsNSSCkJQzk2RLFEtLCKObhBNgq5FU0CyANKTdgP+yLeA92XREBAkIDgivWRIwoZQneMgJzvq6N3hKTRmOLW8BOB9FHD5LwMS18192WLiuvNHZdKToOY6RiYUCnqVHgwONSpFapGNkHCNTrxSj4WBGyziOE41G77///jPOOOPt6zA8mKNUKs2bN4++BgYeHkw0sH//fvoIiCr27Nlz/vnn07KIZOGbb75JMWLu+M1jLhqYnWN62p+ZmVYyRPt9f8b1zA0b1/i+7+V0w4pbVtrRNVvX9HQCsC4eHvQs3TP1WChQK+ZjoQHH1DKpCHYEMwSjTTqUsEGmmqdHMkeuAN+bnBKPRQvZzm3Da1a9LJKxWTUah7wckJOa/eaNxeVcuwAAIABJREFUq6WYnVMK6phRx0wFBzrxl5hIyInYKTIeMAO8Bbkmf4e4wNeRUZEN41mla8BV6vRjw9U31qwA7KXAL7TEWLhvx7bhQF8HHigU6BLROhK7nNIswhSSKuE1AfwDfR2CxuPbDCXQhIVlPSSy1GIkg8TCAikD1+MVPFuLBHsEuA4OdOJcQ4Euohb8uqcEB4VkDnsOF87dgVZCPt3T+QZFB8rhOEuJdaTMjDvhuujnNNVwQsgH7CF/iDIdNYQCfCIW7gsOdBJ/SGYvLQOoKbNXfAVOKxEdYM1ALzAxma9NAwssemlA5UphohCIDPZvBqkC1KEk9JYF60rlUFonGJAN2YJr99SYDC5Kbq6p+my3jjVA70Xjkq4BmCUEAXQKhAe7Q4Eu0DXbSDZqefJ+3KqhRkDRe0mwBUGS18RSWkBaMjTcLGmpsKFGPwz2byb+4/mRDhRdaVByT4lEAZA4s0w5kgiME/Je6FqU4CDvZgN9HYzJxlzIlCNdizpmWkvEhmrlTDJWcK1ocMCz9EQkmIyG6DZ0jIxp6vlcLplKJRKJJ5544sQTT/zvjQZ833/iiSfe8Y53+L4/MTFx8MOHdu7ciSDxtm3b+OyHPvShG264wff9ffv2zQ0x+h3HXDQwO8evRwNTvj/VGq7bTtb39+tGIlfIOk5mtFmjR8DWNWTDKwUPodC8Yw43qjlHt/QDdCQxx46ZAliulpy+7g3lgsVsdX4HJHO0VcHWZJQeHO4flJ456JgJR+noYbyQ9hMfAJbAaYs5o9UoQn3CgYk8LadtNYpi6CWN40dw9V0lM+Ba6bHhajzSzwpHhsoA8kLah5VNn71rpcdH69IfJfotELgqJcfWE/WKJ/1smGCQ5OFmUUok8l9CB8jbVIhxq+J+gKbrFY+cXtR/gQfoL6Dfz1NK+3i7Ut4MD3Y3qrmRoTJxg/R9gRPwpXSpDdULQNC2kYT0AMghsZGk5q6VhuA22irjBkKBrmw6Aumduw8qAFTOPgMUw6NsNYpyN+XuWGraXs7JDDdLpNp22/gA4G5htAGzg+SD5VCwkOYCSyn0gS5wdehkUysBKmAkNOABvHpumcx5orjODlPzesuaITYy8In4FRUgplSTHHN32v8QZ4BsUdyRnl5bzcCkUEUZiAaNZi0fCfbQp1ereK6SwnzLH12Lbt8yVC6Ygt/wGEuBqZAzqmU3EuxpNYr9PRu3bxmy1VQnnitB+/kjwWi15LQaRSgXPFGEqqZSraDlgWiAoATciMoOLJb2B9UxU4YWN7RUzjbGh5uZZKxRKcbDg1Y2PVQr27qWjkdqpbxpZIaaTV3Xs9nsU089dfTRR7+tcwp+70GK/973vve2227zFZfwYA6ZhLRv3z7+Ui6X3/Wud6VSKd/3t27d+nat+P/8Yy4amJ3jN7GB7TvHTUvbO7FzqFXOGNHvfe+bXzz5+IGezpFmLZOMWdn06FA9HY9EBvv37Nx60U9/etUVl5bydrlgi0sgudm7a8vhnzr02aceo+oM1InBxRL92Xv/8K5f3TTaqpCrjQ1XMQHkQx/+0PtBj6X93VbNci8+//QRnz6M5rHwYHezloczFQn2DNUL11192bHzP7t+7Ypt4018PNUK+tzuuO2mn/zoLMiARTVElUxuz5vjRx7+T4sef5CwQNeiW8calCQiwZ59e7b9wTvm3fWrG8nnhC8dC/cNN0vZdOSwQz8SC/dRd6dYm3MydJStfX35h/76r7ZvGRKlwkwqvG28uXnj6l07Ru+8/aZPfuLQro61XpvOD+5K16KrVr54wnGf05JBJOLFo+eczGir8u1/Pu2qKy8ix6LymnMy4yM1Ggr+4e8/+rPzzxHVOUfNoYlH+htV7/Qvn7x08ZO4TPyKVLXXrX7l7z/+t+Sd3LjRVkWaMp5e9MhHD/mrl5c9C3tOwjvAmFh44JjPHdnXvaHVKBLhQWTr7Vq/Y2vr8kvOv+DcHxDP0ZSBP3at9JvbR4753D996xtfY5dcpdzMn0rR/soXT3r0oXul6uwqjQfimxeWPHnk4YfholgnnomiyfXXXH7Epz/RuWkNlynxlpYMNWv5pxYuOO1LJwnsQdpdLTm9Xet37xz78qlfuOO2XwB3czZLT0CBnNi99c/e+z9uvP4aSz+gZCB/ck4mmw5/9ohPbXzjtbybof6Sd7MjQ2VaH7s61h7yNx9sVD2JnnNqpNbIUPmxh+855G/et271K+wGHpRAoVpyVrz8/Pyjjsg5GjAPwQFw185twz/83nfvuO1GAjJbaR5bqgnwI3/7wfN+8kNIIUJYAakq5owTv3DM4qcXQunFZ1NlowPlrz/w58QxVI6EMlkru888+eghf/O+11a8QLWOywEXqZaczRtXf+7If+zctGbLaF06IFDIHh+p/vyKS3/yo7Ms/QDZgoGNZjaeiAzs3Dr+2cMP/843v1bKOUw/YZ5hLBRoVkt5x/zuv3zrissvHx4eZqLxKaec0tfX999rVCcmJjZt2jRv3ryhoaGD/IhEAMAJBxTjff+KK6447rjjpqenJycnkSmcO37zmIsGZudo4w3MTE/v9/3p1nA9HBnYO7HD9bKxeP+ll17wlVNO6Nq0vl4uoDNoaMn+7s3VYq6cdy/+6Xnnn/0j18ogVgo0CglgqF749D8c+siDd9HoBSwJp7qUN3u71n/kbz9w0w0/l7kA5YI12L85FR8s5ozgQOf8oz69cvnSfNuEN6BU20guf3HxMZ/7dKCvA+pZNNQrvUmlvHnlZT/98qlfWP7i4nbWFV6hWrJ/eeP13/z6abaRgE+H/YX+XSnaXzrluMcevgfOM2cb7N8M+F/Km3/6nj/8xXVX5RxNGAy0e1WKdlfH2hO/8LnVr71E0xf5Pc7Gs7UVLy/5zD/9PX3qnJnQZKB3U63s3nrztUd/9lNvrFkhcgIgwCC3ix5/8OtnnNrVsVbI+ZQeXCs9MlT+/pn/fMO1V5BvwXKAz5hJhbeM1j96yF9dednF9YprqgkCXCwx2cknHPfYw/eJZo6uRZEfyKTCXR1rD//UoVRShpsl+u9DgS7bSNbK7rNPPfYPf/+RF5Y8SVWezE9kD1Yuf+HzR3/2tRUvwLaLhnpLSnap4OmXXHjOlZf9NNDXARedWwDeXi3Znz/6iK+f8RW0CNthG4KDf/nm6bfefK2WDI22KrQ2wBvlqtesevnY+UfQpTlULwALBfo6LD3RrOVvuuHnnz/68PVrV4oWBc14iejA+Ejtrl/dfMqJx0SCPc1anmvxnIxjJHGQZ3zlpPvuvhWsiDVDFEC2+a8/8Bf/evnFApPImh0zlYgOnHzC/MVPL6BJleGBVCtsI7lq5bJ/+PsP59UEB54oHGQxZ/ziuiu/dMpxr77yvIhbQA0B7X9q4cNfPe1kqh6ECAgtpBPBesX74ffOvPKyn3pqCgC7R0FnZKj8iY/97QXn/oiGQ1NN+OQRsvTE1884ddHjD/DoUtQD80vGAj2dbxx5+GGxcJ8AQq5qBCVGPOZz/7TgkXtFAIrohJhv/dqVxx3zmQ3rXh1ulmw1gIMoUEuGbvvldeef832KicJFyKYjhhYbazWOOeoz3zjjK56l07qcTcVTsXBksN+zdCOduOC8c66+6upCsRgOh5ctWzZ//vz/9mhgZGRkZmbm85///JlnnnnwnyIIgCJAY+Hk5OTu3buPPvroiy666O1b7f8Fx1w0MDvHzIzMLqJS4Deb1bQWm5mZdL1srqCXy+5Yq+5ZeiYZMzOpnG3AKLSyaS0RHWnWCq7l2QcGmWB6LDXJdGSoTPpIMoRBhNAEYtmo5igDZ9WIFKwDEH2zlgdrNdvG5kJoajWKsLIFdacGAY4Nt5/Un6q5oQbu1SsuEmyuEtHDUWHaIE+B7eMzGBDHb24bb4J8CiYv0C4cK5m5wNp0NR2xWnLGR2oEOnwRVpJmilLeHBuuCocAO9heZS/lTQoiwOBsMqa81Siyh1hk+SzZ7fhIVSb3CL9B2GFbRmvDzSKtCsJPROMWLYThZgm0fKB3Ezkid6dackaGyqycdXpqOBOdmdu3NKFi4LAbtXxf94aRoTLFC9AIAajFXSWiA6OtSrOWY4VAEXhBtqJRzdGixsa6ajqRp6RyIM8nogMw2+W6aGpAixDWodk2KDkVH2xUc3D7D7TS6Yl8zhjo3UTPIZpLsmaeKC45nQhuHWvQP+KqZkhuJY/c2HAVJX8eRSiEAEu2kdwyWscj8kTBBaEm0qjmRlsVyAe4+YySlNa1KDUgQXTgQMDBjEf6ofRn0xFIFWhmSHVp764tjaonOBPlfypQ9FPQTUD3JnUcT01eoAnFUXMriF2oo5UL1pvbR2R/ODmvHjaBEZTcbpHhyjkZ6iyOGjrFpxTTMGFm0o1KcbhRTcXCnqVTryy4FiIEOdtwHbM1NOR5XiKRWLBgwRFHHKFp2n+rRT0gRbxu3bp3vvOdO3bs4N/hAP4OrWKUjOUkExMT9CjGYrF58+ZxnunpaZiJ/kErGfy/cMxFA2/HMeX7fqmUi0QD+yZ3lcqO7aV1PWFqyVQsXCvla6W8oSUdI0MQYGZSecfK2bquxWvlA2x56r45NbeNjm1cIN3z2A68F+qEQIsYPswiDimjBrYKcg5ELGw4OAHkxOWCBSFAtOIxTNhQCrS4FmkEJyv1bE1mIwlUSzcg1gqlPFI3CFm0SyFWQ+HAVnrDnq0RE5A7MqSOlZARYviw1AD7UioWahhxA+cBEaG9AjYA7WEEBAVPRw6BojgksmYtj1OhJIGP8dS0AsgZXKkMMyS2QHLOVjkxZ2PB6NLQa85JULkhxpLARZAY0Av6GthPmGj/5nGzcfYNl8b38pyg6sOP4J1I0CCPBJKFwsEkm2QHXCUnhWSTdDOW8mY80i9MBdYsmFYmFUa6APYlnH/4ccWcQR9j+5qH6gUhvgEzwPCHaidRHc8bESGUUooFfC/tJGY2jrQGMg885CyD2IvwkSCANn2BeTxb42JhePDLBBbUMvgsVSQB8AmCeXQR3uCpIMySgJKovVywaLZkt+GoEg0Q8tIuS1hGWE+Y2/7OEiQlYwEGHxOX0P1rK8kv6MaeGnOcd7OupRU9G5ZSJhnzLL3o2egTM8NQT8V1XYvHYoZhZLPZxx9//MQTT4xGo/+9ZhSNga1bt37sYx+76qqrfCVLgHLAzMxM+5S4f+9AzZAKwiuvvHLYYYfx8f379+/YsYPQYU6EgGMuGng7jinf9yvVgpZJTO7fpRuJeDJgGMlSzmHWgJ5OJCJBJIetbLpn88aCa1WLueBAd845kJhiTyFC0zEI8xw4GqcbCnRh5hw1oZgcgnohQjSQwGXOOgku5h7rGQn2wLMDNIaZJR4XmJ0h61DtPFuLhnrBbC3Vwg6eDLmJLm23Te5GdITQhqPuC5wuVMFizmC6PJw7SF7ixuBJSd6M59aVrhw6PxJe8KUCGlOnSMUHwb2l50q6wpghZGbj0VAvEVI01MsMiHikv697w5bROiYYUroQu2ikpGpDjigMUGlPwEGilCcAtfH/s/fmYXZWVf5vaV/tR+1WcdZ26FYc+qqNooKARAS11ati/6BRW8UWRZxBFEEQmZFB5pCBGEhCQgiZh5qHU2eez3nn8cxjzUNSSVWqUjn3jw/vviXwdCOmxb5kP3l4iqpz3rPf/e6z11rf9V3fJcVj4QEoY6LKQ8A2upIMB3qxu3gwUD3wkIQx4KEzYeyrqO8AzkGAD4sFVqFK8eBgN64VzR4FTcH2Wh5ghmGkK16PKwgroOilvMHNCnwF0045Imx5AHMQDu4RmWRR8SHmTFSN4+KYEhUZvICnQxaDBSeXoXsaULDukWRmxyJaYHgyDyS/iOzxA4iVgUxEEcfSrw/FivhAWHehmgWCgmn3D3SS76fEBtFAIKt0IiikkZmP7PULaNbyAV8XFZUodgg8n+Ce19teWSMazKAjXBmtDmprlWwMxRF0C1AfalRzwcFu1pZFyDuqko1DFczbRjoeSccjpirJ6QTlhaQMVFXSdSOTyUQikZUrV55zzjl/SfWhpw/ifhyCZDLZ1tZWLBaRDzp69OifWiU4OzuL63DiiSeef/75rVZrfn6e34iixOPjuDfwPzGOtFqtaq1omPLi0VlZSSTSAd3IjjSqlYKrZJKpWNjSZPEzbcRylm6bspKN6544Pzg5fDo6oorKQHtJuVreUdEiRDIIOAFSt+Rp5guwUZQM8BEYCXNJXx/SsaLxIPZV9WRbgLjJJgi5FUIcLgsSK4ANTKBQnWNKINUcwaKgQJDRiOxFqlXwEzklIeETHRqeEjunPxWMnMJEpSJjQrV3tWTXyo7iNSfEHqhSnGKHesXlwGVJReUFoWSt7FDMiZUi14D/lHdU9F6YMPULpic+iOiQ4XV7gu2fTgT5aCpEsKwsBTYbYgTifQK7BkLgsiKTwo3gCuDlkDOi3YDmSQuznbDi7BBADjLTPALDE5PGzuF26EoS5iNzJthFg0/3JHW5FL6RmPPS/gvCP3j6nLkdyCXMmT2jen162P+2VwPCTqCYAh1JU0vz7IBhVE8/W1SL1CsufhW7C1IedhR7z0JhX4FV4LFCsMVPYpX4KglUjBYSeGzCnOPmQobANxIiB2JJuVNRgMB+U72OVlSp4AEvZSRQMjrSLCHrJNp/IPpETS/PjgSf6TX+ltKReDjgmlqtlC+6li5npFQc1ROqneVUXNNk27QKhUIymbz33ntPP/3050V9aOkgaidwP++887DidCHCJ3iWekT79+9vtVpzc3OTk5MjIyOve93rent7W63W4cOH6WtwXK6Ycdwb+J8YT3oDmi4dbc2ZliSr8WQyFI8EmpVStZiDzduoFJEfrpXy6XgkHgk2qgVLz3JiFlwt7yh8qxPRQaqqsIUi6QtMDQaA9J5wGnRPi40zAuya4wxLhn8QCw8MN4okEVCrJc4jAMKQgyUINBt7YHhNDTi1SQkTZRIi4wFAmQbf5mfXkkP+HngJWAtxFHI+UtHAPTJtTkPXa2GMfA2X4rDDkmGBbE98yfI6vvBZBNyAwJhSw6sjJ4zmFOa4x6SxSjlbISZGME5UbUnpCD4Ndh0fBZtNjMgjoBcixRqEjzhkYgK4TcIqEK/DRQeuF+RQzBjIPGi842kmmp6qAXMgliVzxGfxj7sIDnZT3cB8eL54UVh3+kSgcSQo8VyH9cSDgdMg6t/gokKuJFoVcry8nYiZOfNeMWeABPGkhMuylJTAFoV5wLTFR/gHOssFk52PJ8oV8EfxJ0Dd2f8iJwUEhfcJGMNqOKbEc6HNAVuUVWLmyB6oUhyqCvU+rA/uLKQ/KglztoJnQC8GPrdecWEPCPeRrSi+s6wh+qGsAw8RDgqPgEiAQwCp0Gionw6WJInsJ7W2ko6hpuMRKRUvOGY577imZqqSaF9kKllFycRjsVqtls1m77vvvmXLlj2/2ECr1RoaGmq1WgcPHlxcXHRdV7QyOnjwIMoBzyamR+14YWHh8OHDWP0VK1bQ0IiUgWiMdHwc9waO7cDHXGy1WvmCHY0FDs8fKBRN086mUqFUPAyVFycgGQ3RkoA2YulYRJOeLPuWMxFLz1h6VleS5YIlwkHsAUcYJClIA/zMeWF4nYVFzG14kgDKkn7qpleIJfQDpHQkFh4Qsb7h9bPBewCxxAWpV1zNE/sDYhWgvQj4BBuRCWMy+WigV2YFNC1yw+SJTa+QT+Q+sBxMg8CRn4mWAFQxzJ6MY5b38ikcrLwYfwW0QDTLYZJoFpHdF1fGtSJow2zzuUR4EAuEAhKrYXmSukJsRywg/Qxlr5kyYAnujsgUIBsg4G4+l3wBzxGPgUXQPRUBkZLn0UhLWjYLhMDyVPpNr5uOoEEYXt8dKBR8OkFwwNclGG08Ph6W4CfyYkgYutcPididR4n7Jaa3dM5MbOmcNa/LEb4a72Up8J+QlzCX8PxhV/Ds5EyUuhtwGlIeAm9TvI7GuAvIcohNKzIyfK6+pAWXtqSzMAW6YE6a15xafCNYZHaFUMFSPGUkEeiz+KZXMqN49Swk0eBIPoVNyZy5dybDF0201RawH5MHpTC1tK6kXENTMslsMia6GFPnrGZTmpS2NNky1XQq7bhOKBRauXLlF77whb9kR+OnjyNHjuAHiLzAT37yE7SKse7z8/PPUp1wbm5ufn5+YmLi8OHD9EFYtmzZ1772NV5wPE0gxnFv4JgM+hQsHm0dOdo6crS10Gq1bEePRP0LC7OGKaUz0Zyrj9Qr5O0MJWtpcjwcwA/I24ZjqPysSUkpFdfkpKFmNCmlyal0Mlwtuo4p18puaLBflRKiQA7bTwhlqKl0IkgDJE5M28iio0KkvlSIDSeALCNHnrZEao2jE/aToEyTU18a31ApwCkp8AlxzqpLRF5Nr2yP82titAYQrXoleYJkUC6YKMEBsQqTxqFJwtX0mtFxtoLoMjchKY+hIozTlWQsPCBSDPGIL5MMwdMUTCsEkfg4Uf+GMiN2jmBdHOvMGWeC6E2TEyTahd2CfUbLHPgfrDzPAnqdiOxZHJwYzDaFHgKGiQT7RFArsieq1zdPkxN8HJ9SLpiNag4TIggWS4kU/EYQC7CUuCwFV6OWBMReEDnZCSArTEM8O/YM3glJE/4aDfVDqjC95sii0E5kAdhRrAaUEbISzJbXs8JY8ZC/x/Ra+Cie7ObYcEX3JH7JCMCUpIqEpSCJQBGKcEeoVQEeAAFiUwHIDdULwGZ8kOp1aeJ7RHdpniluKCvJLgIPEA4iRAd8R9x022sphNPDQ5Qz0UY1JxqOxMIDMBK4KTYn7SeYAwxEeitUihZfapEF48qmlja0dCTgmxhp1ssFOhVJqbicTsjphKXJUiquZVPFQk5VlEwmE4vF7r333k9+8pOoAj9fg5aGdCjghLVtu62tTdM0XjAzM/MsywHIFIjLtlqtubm5V77yleQLaJ+IfGFrSQ/lF+A47g0ck7G4eHR+8ej8YuvwYmt+sXW41TrSbFbzBbvVOpovWFkpGQr55HSiVsojNlBwzIJjAhXockaXM8P1imOorqnpcqZSdPO2YWmyrSuWJtuaUi64w/VKNOh3bbVWdpu1fDziw8yjD1MumFiCoXqB3q8cQLqShAxIeC2ODE1OoNSGuhwH1kizJHrGG2qqXnFRniFTC9kbY+ZaMocssLzp1S+ARmSSoQNTw2AMptegpVnLE04loj6BxBqeRgoqOmDF0BU5IiGH4/FwCFIVCRa6f3KIW4NTiRMD1wGjaOkZys846LkymDB1ByDDWAhBQhQ4OTEfNpWjXPdo7aTwSQqgowd5Am18bCQw9dR4QzydqfEG/gqMMJjhlJUuhbj5b8HVxoYrmifvSCrBUFNY2WrJbtbycDNtI4uaHoYEIyGMKAUdXBNKIG8Hl8arEx4e6MvEaA3kGYdG9zoUpOIB4VcBFIk5G17XH0obSMmzIHBLSXJRscKVqb5jX+GVMk98O5iSOHDUdwC8I97QrOUrRSsVD0ChL+UN0v8QRASbYbC/Q85ESfDrntojT031ukxRtIm1pv+T4nUHtvQMUwL/Fw1BhHdF1SUTFs8dbgHsV3yjidGaoOhmkqGRZkkkhsCoxORJLRlelSz7TSTLdE9NUmCB5HHQxjbUFP490AWb3NIzeVutFHKpWDgS8NVKeUoK87aRs3QOGU3OpFOJsdFx27ZjsdiqVavOOOOM511v4OnjO9/5zsknn9zyJAVxFJ7buPXWW1/1qleJpgbUK+IKvGBLDI57A8dkHFlszR9tHfb+zbdaCyOjjVI5NzLaqFQLqpb9yY8v+cYF56di4dFmDVpvo1IM+vpylr5/YvSiC7/x3W9/s1JwESFwDNXWFU1Km6o0VCufedop99x5m5pNTYwOpRPhYs6gBGByrN7btfsf3/aG3/z68kMHxghESDCDUcuZ6D++7Q3Ans4f91ZpVHObNqw5+aT3ZZKh6Ylmf89e8uKQ0qfGG9df+6uzzjylY++2mekR2EzEsvGIb2y4ctP1v/7i58/GKpie2jFh0OhQ+YufP/v6a3+FvYd/B2+/4GqHDox94J/fefut13MyChoaZOlEdPDTnzp9x9aNeDDEwWDaeUft2LvtYye/nzPXteSOvdvIjof8PQemhpffd8cX/vWsvu49eCRE4aaWRk9w6+Prv/Uf5xHwxSM+wW7TlWSt7Fz07a/dfut1GEghjMNCTY03Pvwv773qip9RmC7SGaL6/P/53Kc2b1wLeyubCo8NV6B/DjeKnfu2n/rRD6KIwAmO0wA1b/3DK08+6X37dj9Bm2PdE3FSpXi94u7dteWcs05LRAddSyYizzsqxm/u4MR3//Prv/z5j2jIJDLfY8OVaKh//+TQKR/5wOWX/kDE8awwNzs+Uv3q+V+64bdX4hOA0tPlUkpH6hV325YNy874KLZKZN/ZNuMj1ZtvuHrZGR+NhQfokSPmrGRj4yPVu++8+byvfB4XAY+NUhFNTkyO1f/102fee9etsDKZs8g6TY7V3/yGV93z+1vIdpteIT722DGlT3/q9DWr7sNVFTrE5Mj9A53/8v4TwSQsT74QqGZsuPLwmuVf/PzZ+3Y/IRxT9hXB97YtG874+IdJruNDUL7b37P3wNTwJd/71s03XA28Yf2xQujcwYlTPvKBX//q0kY1x1fA9rpI4Dp86z/OW73iHnyj9j1b4XUCoaXigZM+8G5wF96L0yBnorWys2fn4+ecddr6h1dOjTcEH4g1KRfM3q7d533l83wHBVDEko6PVK++8rKLL/qG60mNeYycWDoRGm3Wvvi5z/zysp/mLL2Usy1NLuedRqUYGOitFFxbky/+3kU/v+zykZGRdDq9fPnyT3ziE897heFTBka6ra3tlltuabVa9Xr9uV2H0H9hYeHCCy888cQTW63W0aNHAQbgFoAWHLN5/+8Zx72BYzIWPW9gnn+t1kKlUlC17OTUaL5BAWPDAAAgAElEQVRgS3Lq/vvuuu6aqwIDvTlLzyZjSiZZdC2EwHKWfs+dt61+8H5DybqmpmZTcjqhZJJyOpGIBMt555orf/n4xvVKJpmzdCWbyCTDtpEhnE0ngj/8/rc3b1wrAhowcKjyqhT/+c8ugSeP8QPPxJJ1te+44vIfI0Qf8HVxdpDNdS151YN3X33lZb6+9lLeAHW09AyYgamlH16z/J7f30JWEgRV8Tq7u5Z80/W/fnTdagEgi1pzQu3vXPjVdWtX6p4q3FNyxldc/mO07QTRAZ62qaVD/p5vf/PfSUOQRkXqlWTEw2uW//xnl3Ts3UaMJXutESno371j89133hwc7BZUOFInRFq/u/nah9csZxo4KJSD87+X/fT7aEGqngIMQT+3dsuN1+zZ+TgHN7VwqieiMNC77+c/u4R5Qj4H0iehvuWxR35x2Q87920X5WRCAYK6vquu+Bk/EwXSPYhWBQ/ce/t9d/+Oh8JnaXIiGfPDmPv1ry79/e03kn3A8kHdICl+2y2/3bRhjeNp/vPIWA3byHbs3Xb1lZcRkePfwFzjvX9Yff9VV/xssL/D9er4mTN5ih1bN97w2ysRJBDMQYovEIvc8Mgq1pDiQ8WrR9WV5I8u+c+HVt4r0h+8Bk6MlI5c95sr9u1+goQF60/2xFBT/oHOn/zwIpGjIV6H559NhXds3fiTH1400LtPsBBEDWrOVro7dl5z1c/FNhb5C1SA7rrjpk0b1gBZ8UbxgBxTuvzSHzxw7+1eYj6pev2W2CF8BUBcNE9Xiqag4UDvdb+5IhUP4HmIfAe5mN07Nl9+6Q86923ns/hcxWvfNdjf8etfXYqcJf4uwADY1QP33n7XHTfx3EXKL50IphOhajF3xeWX3XX7ralY2DW1ZDRE1BEL+S1NltOJu39/x+pVq3Vdj0aja9asOeOMM/7avIFWqzU1NbV58+ZXvvKVY2NjLU+J6E8di4uLY2Nji4uLCwsL73jHO9avX99qtWZmZvA28AxemPDAcW/gmIynewOLhbyTSEZaraNuzlTUTKnklnN2JhFVMklLk2lmWHQtW1dSsXC1mJs9MJVJREs5G3UwOpFnElFbV8aHGwXHtHUlm4iV8lY0NACHORzobdbyE6O10aEyxzH5ToJXgpW5gxMcWIQ4pA84/ZH2w3UAViURgFUr5vTxkSrkLEHOl9KRkWYpEuzL2crcwYlIsE9gp4ZXK4/qHH11SceCPMOGQ7YWZQIMJ4E4PW3pkzQ13uDcJDvAZU0tTWEb4Gc6EZyeGsYGF1wNh4C6c25W83oWD9ULWG5655haulnLc2oTRZFTAE0h2YwpgvIdDfWzDhhdx+uMzNszyRB/xakiyw4VHOuC2l3I3zPSLFEoyO/xMybHnlQbxLgqXpF9JNg3NlyhhlNZ0rsPfAKomZhSXaI/Mdjf0azlE9HBQwfGBNlNxO6Yf9ARwHxzSV0ilZAYVMpMwoFelg5wnjnnHXV8pMonwlmDIGKoqVQ8wBtpSJH3ujuODpW9JkwlDBheKd6A6Km9MDeNpSd8J9fDxpPSkcmxulAEErx90Wd5YrQG94XdqHjdsYOD3UweGil4D3E8aSDXkidGa/hqwDDgNGPDFSGWgIOFx6Z57QwS0cGRZgl6By2UDK8fMbUe1JvQwmBmegRfRCR0Wkdnob6y2fDqXE/vq5Q36PZEjgCAROwcoawFCsIPqBGTtOJqUHM82qlaybumKulyBgG0TCKqZlO6nKHgUMkka9Xy5ORkKpXKZDJr1qxZtmxZIBB4vs/VPxqE7JOTkyeccML999/fenY9jp9xiB5ICBRWq9VWq7WwsLC4uDg3N4fIwQtwHPcGjsl4ujdwxLK1YMh3tDVvO3pWSjqOYSrZZDRUzjvlvJOIBNPxyEijqsuZgmOG/QORgI8vqmtqUirumho/y+kECb94ODA2VM+motlUhAolesnHwgM9nbs0OTHcKFLUTtl9reyEA72peABxWTRVYOoBq5pauq97TzjQC/oNRUuTEyibEnv5+tqhd0GRG24UTU9Frqt9BxK52GZOOlFQ4OtrJ+OQigccUwoOdtO/jmZuxH9ktUWCH3H4ZMzf172nUc1h9Sl/F0IIrtfblxCtt2u3kAqgNJxeAPREwAPAV6iVHbjlHNaYvWYtL4BWGjRjZZHlpw8NGDu5fAB5KulLeWOkWYqFB2gWRS0iZ3feUcmOYyQCvi6g3XQiGA31wz6rlZ2heiE42B0N9QPLE7PiAQhiecDXBZdNtJ6C+xmP+IKD3SF/D/+rZGPJmH96osmH4pHoSpKsCl4Iz65StNKJIBrJgkUB36JecfEwpHRkoHcfpe2ZZCjg69o/OUThfjGn+wc6gUCw6zw+eJSanAgOdkeCfQgJM2ecVHZjyN+DB1krO2DmB6aGxZzZDzhVOLVD9QLMxGTM7+trp9KyWrKpCC0XTFIwoBRiI0npCJmmUt6YHKvzCHD4AFoE/4Bom0ZQgrGPXgI0AgS+YK6QQkJwEwmpVDwg2gmytdgh2GOh9pGzFfpTC3JAyN/DFwppBDpw4uzyLfYPdLKFcK/RgtQ8vSZ8kVrZYfvNTI9UihaEIUpLyC4BgZTyRs5W4+GAY6iVgpuMhqrFnKlKmpS2daVWyrumZmqSYxnd3T2ZTKZYLN58881f+cpX/gp5A9AF1qxZQ4ngcxszMzNzc3PT09PQDr7zne+ccsoplCwiV4ykwQtwHPcGjsl4Jmyg6GSl5MKRWdNS09lEOh13DZXaHk1K63LGVCXHUJPRkL+/p5x3hmrl0GC/0AiDOqDLGTmdqBTcgmP6+3tcS0vGgsT61Fml4oGx4Qp11USohCBAzaZXzB0LDwALE9zkbCXk7yFPDJ+caJjcpGNK1FJj6ak8JBQmoO/v2ctJPdjfIdSFLU/INuTvwYHAbMcjPg53ms7JnlwrACl1d7gjmMbhRpFgiDgb41rKG0D3tHKh3k8wsGCYi8QEyCq8fQ5ZX187zodA8gkfxeIQ+WH1ya9DgBjs7wgHeqcnmkRjJERYKBgGqXigVnZgwOVsBbV8x2s6B8DAAe2YEk+B8Dce8SVj/tGhMhCxYKWRrac7MBROVoOTHcblYH9HuWBCXiMNBKRMaWJP5y5qK3gjTgaujCrFaYoIQ5BbiIUHBLGA22S1YUUQcxObRoJ9gEN8ouZJOlLjQCxLE42lhRLQF/wDnaKNMvi/qP/MO2pX+47JsTq5JFEK4XjKhgO9++BLAuCTAsDlBXmqV1z8YFEEaHjCCSTjBfoFmQbmXXCwW8nGpsYblPNRQ0GenkeGKeUuBJ5Pxo3mC5ae4ZkKrglOLbwKzDZPAW+p4GpyJhoJ9s1Mj0RD/YAN5NfAFWh2ACTDXuJD8Ywx9ogZiBpa/FRdSfZ27XZMaXykOtC7j5yIl2OSDDUlpxOuqRUcMzDQS2+UbDJGKJKORyIBX961TdOKxWKKoixfvvyzn/1sX1/f832u/tFAiLDVao2Njb361a+GPcD/8oNI//+3Y25ubv/+/bx4eHj45JNPXrt2LWUFCwsLx7GB4+PPGc+ADTSHqsWSe2h2v2EqqpZNJiPlvFMpuBT25CzdMVQ1m8omY5lE1NJkKL6Y/6Jr8VcSCo6hlnJ20bV0JetaajFn6EpiaX0z0iucXyQRODEFS05Q/DCB4r2uJQMaY3Tp9c51iKGJkIg1OYCE0ipRqeHpqANxc2hiewibQLnJmoujDSIYsQ5UfP7KUQ6fS/YE7YVngC+CdVn6MxNWPDlC02uHQ2TMQc9ZDAQC2wAmP24QJDJgW0GGF+rOlAmQAzY8aWfmDMiB5i6ZFOJI6tkANoj18VSYMMc3k2TCmqdFCOyRjPkxYFQVErubS7pQ4lER2RtqSpDVsR+CZyceOmA+9wu/jLwAbpPQ7uXpg08IuB5rKlLywOCa12BQ8DGZM0gAD0V0SVg6Z6GKQzEFhhApJ+vJ/sVRQffTPPFj8fhYc8oQ2OSQ7dmBhOMsqfLH0pbWEt1o8VcyFwKa4smy8VDFAO7CueHJsgjCM8NP4uvgeHpfPAggK3JzOa87FBkiOjw5ntQHM1Q8LQSUCnEQhbMle/IM1J3iMPFevhoshePpP7JRC67mWpIixQk/XFOrFnNyOsHZQsiRSUTTsbChK47tuq4bj8dXrFhx6qmnJpPJ5/tc/aMB4R8Tvm/fvhe96EXlchlgHy+BFgbP5jotT+iQ32zcuBGwARmDqampF6Y64XFv4JiMZ2ARVmtFxzWmpscsW8sX7EjUn4wE87YBRkdhD+WF9XIhFQvHw4FGpVhwTNfUsskYvAFdzliaHAn4pFS8UnCLrqWraTobRUP9hEd93XsAMDEz9FAh/03gC+INdEzsJc6ySLCPYIh8KhFMMuYHyCWJAGDA+VIumAR5SjbW27V7arwBUIEBQIylWcv7BzpFgpNSPVE2VsobwcFumveAewtOA2c6AreC+iCIjVwNpIHeMLwMCw3fnvp1BJVFnR4MCdvIIqQvjmaWC6MlIm/X67rE9SEr9HbtppCMc1Y4RqROutp3DDeKxNOA9rLXMQ9MuFqy8c+wf+R6YW9Ax+ORaZ7gEvkCKR2JR3wsPkBItWSL5siRYB/UPAo9RH0jtZ2kachcsD7805Vks5aPhvppOwRHpFK0MLFQ0mwji2gjKQNRrUf7A6J8buQpc64UrUwyRL0GgA2Fc6AL9Yo72N9BHE/eBzQeGObA1HDH3m1Pma2YMxkZQAv2EhUN+F6GmvL1tZMy4AU4oNlUmLLV4GA3hA/VE10mdKaEhCgfKQtRlUN2gDiewkLHk+rCYx4dKvd07iLHbyzp+QSLopjTI8E+/Dm+aAgSm1oadsXeXVtEg1AKQXk734LgYDfsFogFuGU8oFLegFID/sRH4xnQqhvxRFH3+2SVrJSkgqm/u2NmajwaHCzlbPoYJSLBUs4erldCwcFUMj0xMeH3+++///5zzjknFAo93+fqUwd2Giv+pje96YILLqAjEQpFz7KPEQMxA2H1f/e735100klTU1Mtr3jhBTiOewPHZDxDpsB29EBwgEyBrKR1XcomorgCmpQGnQOyQ1SAOgKUw6PBQTQKlUzSNTVen4yG5EwinQiHA332EsVZgHp4znImCoub8x0rSzQMIi0tadvDeQF2qsmJSLCPtvGw5EBHUac3tTSRX8HVBH2JqBrwX/K05TnRiM6R4dOVJOZHlH4pXjcjvBZqH2yvb5uppYXYn2BTC+MBNg4In4z5+XTOeo5F/soK4J0IsTlAdWw8vEKYgyJutvQMoXksPCAY9WTfwS2ECIzmCeNQKwGDneASkjyROlC80KWBXQ+wjPMhkjtw+2WvJc9S4XrWBBFDXBwqM3kiLCAOE6oGAkCGDM9rBDDDRXiX2AZw0ESROilt5qxKcTI+VJmKJliiHkHxpI0AGMScLT2DBLJwywxP3RJHB0RdKDGQ7cZqLt1Roj6WJ47nQXZDlBSSdOArkEmGgoPdtteEUwhQMn/Fa2dleo2aWEkmzG7HpcDBgqAgPpRHzAxdT1BZZHk0T5fQ9WSnWYpsKoxaoqml8ZZwpLi7rNdShK8eRBZ2guqJRwm4Lu/1YuAKkEtgmYjCTuYgKjJUKa5k466pFxxTSsWzyVgyGoKhjDqhqUpF19JUKZNKG4YRDofXrl175plnDgwMPN/n6h8NYnq8gcOHD/t8vr/927/N5XKTk5Mtr27w2QsHkVZA1pDf/MM//MONN97IB70w2xwf9waOyXi6N3DUdvQBX0+r1SqW3GQ6VqsW90+MlvNOMhqC0EtrUSC7saH62FCd2kIKC4H1pFTc0uSxofpIo2qqUiYRSSfC6URI0IlLeePI4f2Nao4zIhYeQJUM8zBULwzVCzCVOOkkT+iUHPPEaE2kBshkE9FmkqGJ0drB/aOGJ78TCfYJiZ5MMlSvuLMz45ywqXiAjDIHZToRnJ+dws6BJXC0EV/Kmej87NToUFnYV2YOVFvM6YcPTVZLNk3/ONHEIdio5kaaJYJglHAwAKTVR4fKM9MjfAq2BIcDH2i4UaRtPMWBIBCsYToRnByrj49UMR5MLB7xQc/W5ETr6Gy1ZOPEsIBC8kjJxmamRyxP4VFwuIgsXUuemR7Bq8imwug5CiWDasmemR4hiiVhjOGnVp7uBuAWrAPOB/ZjcqxOMx6eLE8BgySlI4cPTU5PNDFawrLyg6VnDkwNk2iHv8bTx6PCRzkwNYxZRSIJNBvHbqheODA1LDgTCAKKwrxiTucBcb+YdhpYsFC210eKO+W/WOijCzOwKJ4+Z9vITk80oSWywQjZmX+94h4+NKl4Ir7gE2RVsqnwcKM4d3BCsErjER+0Bl1JInx0YGoY/CYRHcTTJcSncAMYjFVdarPj4YFWqzU53mC2kWDfUvutK8n9k0MgatlUGO/K9NSg+QpoXptB6kIx8Eo2Vis7szPjkEJg8uIV4RO4lnxgapi2kGxsvAT8y7HhyvhIFR9OLLJtZA0lnUlEDx/cvzA7Q4VhJhFNxyMULavZlJZNDTVrzWYzHo8PDg6uXr36jDPOiEajz/e5+kfj6NGjSAMJa33qqad+73vfa3kKgyMjI8/mOqAC/CwaI83NzWWz2Ze//OWyLLf+FK/i/0/juDdwTMYz8AaGh+vFkjt3eKZYclUtu2PHlvZdOwwlSwOxnKVT2+MYqqlK3e17+rs7Co5pqpKaTZVyds7SNSlNr5Hu9j2hwf6CYzqGKmfi1dKTmX7Oxy2PPSKKwSw9Q88SQpZsKrxv9xNYWc0TJBYAcnCwe/eOzZSWZb0ehuRNiznd19e+c9smgFMcCFHm5FpywNe1d9cWEHtCNyIeztyu9h09nbsgUqlSHEY0n65kY9u2bAj4urgs6XniIaaxd9eWdCIo9OlAQcgc+/rau9p3wAsjHBxpljisizm9u2Pnnp2PEzoDNhCtgiuE/D09nbvIMpDWFS+z9Eznvu0BX5egPlSKFm3igBw2bVgz0LuP2zG9vnBMTJXiO7dtioUHaE4oaBC8LB7x7dy2ibw+csui3w+A8BOb14k6OqbkeOK1/oHOvu49IPCKp/pHoJx31O6OnQFfF4lhAGeh4jdUL2x4ZFVX+w6y+4bXLdf0FGn27Hx8sL8DYJzHKvLfUAV3bX+MG4cFSbEc0XZP564dWzcS+2qeWCS4jm1kfX3tfd17yG6AcsMdIeOzb/cTxPQwJaliwCg2qrlVD94d8HWx7EvnzPrs3rGZRda8BhBwCHheG9c/RMkAD5QJs4sCvq7dOzZT/wn8s1REKBrq37ltE8UILDL8G3ayf6Czv2evaIIF/dar2VM2b1zb07mLZWQm4B84NHt3bSFJx+Jwy2y/eMT3xOZ1fGX4UpB54U7Dgd6d2zbRpln1yiyZMC7Xzm2b8N7wP9ge3FTnvu2d+7aTFuRO4Q0YatpQpN3bn+jYs7NScC1NRhCdNqquqRlqZtfObT3d3ZVKJRKJrFix4lOf+tRfW6aApoWwBCgHGBwcbGtri8fjvEDQCf/bIdoZI0EokICbb76ZVggvzHHcGzgm4xl4A8Mj9WLJnZgcyeWtrJT82aU/OvvM0zv27KwWc7QOc00NG9+oFL9/0be/9fUL6C2mSel6uWCqUjIagmfwhc+ec901VymZZK2Yl9KxYs6ole1oqH96orlr+2Nve8trr/vNFSgJcjoAAudspX3P1n/99JlbH18PKM3BDbBZLpgrl9/1qWWnEuijMgTYTth68UXf+MRpJ+/YurFWdkyvsSFBUr3i3nT9r8/94megdpN7Fqy6Yk7/+gXn/uSHF5GO5Wrg+dWSHRzs+qe3v+mKy39WzGmiztC15IHefZNj9b7uPad+9IMb1z8Ehxy7SzRczOkrHvj92Z/8OHEhQX+1ZBMDFXP6Ly774Zmnf2Tvri3kR7BesKuGG8U7b7vhU8tOTUQHSa/Wyk4xp4tWAud95fMo2JAGhpjp62unAeNrXvWyH//gIjLolqccLGei4yPVgK/rXz995oP33ykE7YlZSWl37N12+qkf2rf7iZFmCeIetiEe8RVz+srld73nXW997NE/wPmAwAFUMz3RXP/wys+e84md2zbh3lH9yJOdHKtf9O2vXXH5j9GMwgXBgwn5e6bG6297yxu+fsG5VKuTxcd+Y6e/9IVzrrnq5zTfE6x+QcfbtmXDaaechLaB46lNgwSUC+YVl//4w//y3t6u3egJ4kqS1Z4ab9x2y2+/9IVz0I3AxalX3Fh4gJLLz57zifvvuQ3JZHG/4DHjI9W2trZrr/6FYJCwVtxaOhE856zT7rv7d/snh8i/GF4LzUrRWv/wyve9++2iMRW1GITO5YJ58w1Xf/TD//dDK+9F7QASgOL159y4/qFTP/pBNAOoN8F/grR46U8uvujbX2PbO6bElIjCa2Xnn97+xgu/cT76BCwUiTC+hl/8/Nm33vQbmD3k7/EDdCXZ07nrw//yXqoKIc2IMl1dST7yhwdP+sC7773r1uFGEVwEpgJ04K72HR/50D9v27KhWcvnvZ7FiBmPDpUv/cnF537xM4JdQeJASkfytpqzjGWnn/qv55yFK4DQWbWYi4cDpZwtpxM/uOR7l3z/+1NTU9lsdsWKFZ/4xCee3z4FTx94A1huoTt04YUXvuc975mdnUVCgGzCs7mU6EoAe0A4BB/+8Id/8Ytf8KfFxUXqC3Aa/gfu6a9rHPcGjsl4Bmyg0ayoWnZ27kC1VsxkE5s2rutp31N0LVOVssmYY6jlvIM+cTYZG+zrhipI5wJTlTKJaCISTESCjUpxy6YN1CXK6UTOflJNFu19U0s/cO/t0P2AdgkaYBvZRnbDI6sogcP0ks4HMU4ngtu2bCDciQT7hhtFUf2cd1RfX/umDWtQFBaILpCmY0r+gc7ert2cRwS7XJlja8fWjWCYcKbQGwDrnhpv7Nz22GB/J5MHDhVTMtRUx95tpABEAApUzlH++9tvpFee4ckQCf2Z7o6dWx57hAlg5DAJAA/+gU5q6E1PPBGAF1Bkx9aNIX8PmAqeB8Eu6YkdWzd27N1uL2n3B2xL9An6onl6czlbScb84UBvuWCG/D1rVt0HF4GEMTaDGo1EdHDzxrX0gBCsC2B/5rB541r4/OAxpNsR/O9q37H18fUwy2RPeo+sfKOa27V9M14RKRgwDEJJ15J379gMi5OYUhTjoffQ173n0XWrIb7Rtwmjgj832N8BnsFdgNkwZ11JpuKBPTsfh0qJP4qsJE7Ylscead+zFT+ARAB9K2wjO9woPLruocH+DkGzZ5FVr5PT9icehU7BygzVC3ImisaRJiceXbcagj2PHscU7n1/z96tj6/HihtehyeeMozIjr3b8o4aCw/gk2GYA76u8ZHqlsceCQ52g0IJ6AvlpYKrPbF5HZIb9YqLi5BJhlCtcEypfc/WPTsf508UsJBlwH6veOD37DExJRaEmsl1a1fA38S/hNiBIxgLD+za/phQMkZXAPpqIjoY8vcEfF0kJlh/EhyalKiXC1s2bdi7c1utlJfTCcdQqXMO+vpcUzPkzKZNGwb6BzRN6+/v37Rp01lnnfW8dzR+NmNubq6trW3fvn2tP0OM6OjRoygZtFotSZL+5m/+BuUl/I9KpdJqtV4ITILj3sAxGc/AIiyVcuGI//D8wXIlbzm64+jNagl7byhZ6n3pRJCKhfO2wbc0bxu2riSjITWbgjeQSUSb1RK9jpRM0tSy0dCAJieGG0UIRHMHJ4ihBcOZFiacMlPjDTK4omad8wha39hwBZ5UzlZ8fe2UGBhqinTs/skh0VAHMJlAB+o+BxxRuOJ1NCaVQMYUfUCRSc07aiTYh7YdYCZiLDgETA8JHVGHrXj9jgmp6aIkuIEI45AQwXuACW967Y9FOhzHaHykGgn25RyV7DK5CbyckWaJoxZjD7PS8Nr0jQ1X8AwEQRJzLnsSfngD+EyikA8wYP/kkOwJQiOWACkPbHlmekRYRA5uIF9cB4oISOGrUlzUuCeig41qbnSoTMZdxP04CiF/z4GpIQw8qRnsEE/HP9BJEzyyAFBEsUam15hneqIpeZ0AqyUbU4RBLeb0/ZNDFF7yG1aeOZOwIPuOxY2FB8hkJ6KDE6M1gBmcGxYTqCDg6zq6MIM1FSR59jDlM9MTTZa9mNND/h5Y93DlhDyiJifY/0xJ3Br5Bclr4ImHZHnSfiRx8G8QBRIMgFLeaFRzzNbxWlfDqIWnAqLA8ooEBzsKDoTgEmKkeU0iOthqtXo6dyleB0hR0wFPZWZ6hH6kVHPgJQCiULiIC2t6fSb5UnMaILjJ7fANckwpm4qomVTRtWhZBG8J7RNiD9dQK+VCLpeXJMlxnJUrV55++umJROL5Plef1fjVr371zne+E+Gg5ywVcODAgcXFRQCGO+644/3vf//ExARJhNnZ2T+nPdL/onHcGzgm45lZhP5A/5HFOcc1slJS0yUpGU9GQ81qqVrMUUM4MdK0dYVmhqlYWMkky3mn6FrJaMjWlUaliIZoo1Ls7+5Qs+mhWsk2ZE1OEhkI6LKvew9hPUdPpWjVKy5SZY1qrr9nL2aSc5C6L0Bp1RPVaVRzAK3FnD413hDgcDziq5UdtGZFvGWoqbyrqXICyJ36AsBqYrVywURUHyVd6E5D9QKGEzSCHDY+BNqIBEOoxx/cP0oamN9Qfo1pIZjj3sEe4MSRF8B8YmwwD6C1HM2RYB8kOGAMAG2MOnWPHPHwy3K2Aj1TsNPFlSkKJ09h6RlfX7toIgw8TiNpeHDg6pz1sfDAxGhN6CZhMlVPhyCTDCGTh1hvwdV6OndNjtUBD3B3qCWLhQeUbCzk76FSDr793MEJpPQGevcRenLjeAzkC7gU/ZEdU0J+ylBTzVpeMNfSiSAiRXg2wcFuCIDUy2W81glCnYLGVBAnYQ+Mj1TZQtWSTQ4FNV8pHcHIYUfTiSC9Lkt5wz/QScUKFL2RNYQAACAASURBVBPMmOicBLpDrWy1ZMfCA0P1wvREE98UaiFOqqAHkvlKxvx0TiLhhaNG1Z/qiShEgn0TozUoJrBnpieaAV8XNZOgCDidbFoSNxR9kOwQkgOg9HifrDyJHnxKqiXjEV+97FCFi5kHWIIbSPllwNeFDwrzkb6RgmxLuyael6GmJkZrwrdmwpBmcMvqFdcxZEtTqFhORkOlnO0YKnTCZrVkKNl4OKDK2WAgmMlkNE276667PvWpT/21sQifcczNzY2Njb32ta/dsWNH67lG8EJ7YHZ2lhzEueeee/HFF7darQMHDrSea0OE/3XjuDdwTMYzYQPlnKJmWq0jjmukswlNzTbKBV3OpGLhwEAvzUJMVfL1dg32dVeLuXLeCQ3227riGCqlBFQYtu/eMTZUx6PPJKLxiN/Sn9TWJS6ZGm8IrB5rBPIZHOzGG/D1tWPCRfkTgQ7CscmYH0Z0POJDFi2dCPb37MWWW17jV6Bggjz/QKepZ6iwJ9yBCwaLaqB3H/I1wcFuqsgIOqmG8g90YqL4R5SDP0HMN9IsIdMmisE4beG3HzowBpGQHjzEplI6wtkqcHXeKyoeg4PddE9AgREfCOQZDL9Wdmwjm4z54xFfONBLiMbB2t2xc3KsjqAvtQCCyBby9/gHOsdHqph5UiGCqskEJsfqMBuAFogdE9FBkjvNWp7qDyEtR5wdCfZBpCDTTEYD6R4mRhAPqI79IyMw2N8BUw/oWFsiUcVHkGPWlWQiOhiP+JDwgxSCx2OoKUJtoG8MpKGmWBmIkJQ/iDp45tzfsxfnjBrXkL9H8USyST+xnQSYhAMnZ6LBwW4KYUp5IxrqJ/tDvEtwDz1C4PCkjdKJIMuYigcqRQsAzPCaZZAHwcOjRwabPLukBRF3ND5SJY2F3BDbLGcrHXu3iSYCrKEgvcqZaHfHzqF6wTayPCDF61dEvE4jD0NNhfw9qhSnwpasRzTUjyeqeP2NDK/Hh6Vn6D+EQwBYZXr9Jgw1RYkjYmIUUop2HgFfV8DXRd/wkL+HX+Kq5h1VSkcDA73ImSQiwVQsLKXiUipO4VI6HkknIuVSrlQqSZLk8/nWrl37uc99rqen5/k+V5/tuPrqq9/1rnc957fTsog+BbgF5XK5ra0NfwjA4IWgR3TcGzgmY3GxNb/YOiz+tVpHRkebjWZlYWHWtFXDVBLxcNG1RhpVx1BdUxuuVxqVopJJqtkUzF5Lk6fGhkkf1Ep5NMJsXZFTcV3ODNXKI/VqtZSzDblcsAiO5Uy0p3MXQTlRC/8A2Mmvu5ZMgK560itYHQxtveIO1QujQ2USAYKaJPh9hL/xiG+oXiAfjKUHd0XyhUQDxVRg5kR1U+MNoPhS3oBNRr0clDoo04TF5pI+b4no4OzMONPg8CWbjlYrHXeGG0UoZvOzUxx5wPtwA5k/0TA4OcdrOhEUrXHQ0OWIB26tlR3MVSlvjI9Ux0eqkDAgPaDzw7mfsxUEaujMhPkUrWtYf8oWSEk0a3lukFicaBW9QgSGQUFyXnsFORMtF0wsCkACGvUAA/WK29O5C+KkqCOoluzhRhFTAZlfkxOjQ2WB/zuemD+fTncowAzTa/IESkQSgSQ6xH4Ei2BpgA8RZxMZIzSEa0W/honRmmjxIGSIert2G2oKQAVjzN7DsyEFoCvJ0aEyFxFJHIr98o460iyB9Ghygn6+pK4g7oGpsMkb1ZzsqQjDUUCMWfIaB2ieHjCZhUrRgmPYrOWp06lXXB69WGQQLBS1edAAHo1qju0npKtkr/dgo5oDV8skQ2PDFXL8eACNag5SquppiTqmRFssHh/PGqRhqZYougJ8g/KOOtwookKtSvFGNUduZXZmHKcEXSM5E7X0LAGGnE5Mj49AIcxZesExk9FQMhoyVUnXZNO0arVaNptds2bNSSed9NemRfiMgwTBzMzMu9/97muuueY5X4cmBdPT0y0v3bBmzZo3vOENuq63Wq25ubnj3sDx8SzHkaOtBQEMgA0MDdcUNTN3eMayNcc1QkEfxQKZRFSXM66pxUJ++hfnLD0RCeYs3VQlOhRQTIhucaNWDvr68raRt41ocLBackt5M+s1qx2qF/q699QqrgguVSmOkjzZ04CvCwV4gXJjmTiVCOZIS3OCE+aiWEAbAkBs25MlBgbAVHBIWV6zQaKcStHq7tiJ8UAnwLVkWqpkU+GhZmnvri0wtPEAgF4RHqCsYLhRxACDThODwofv6dxFSRUmk+MPJj8zzzsqU8UjodIsZyuqkoyG+hvVHOAEeIPkSRDGwk+2hWS2upKEQAd/AtQEvVuMkPgIQbrkXsQLTE+KsXPf9tmZcYwlTwHqAxkTqIuCHI6yHoFmpWQDEeNggV6IrlSWp6Io3gtWxBzkTJRoW3hmWCycFSrfAFewYU9WpaupnNey6MDUsJSO0MGPT8l4nbKpAxQ1bLAWSKg7lkyiCouOYDMUDZT1sHz4jvAQCZFFZwSABOpByO5DvQwOdk+M1kL+HkobSKgjRuSYEr21BHufp8PGKBfMgd59bHLeJWophYgTpa2k3gQIUSlag/0dODSsMBve8vpTo1lkezpgXBMnu1nLi64WuI/Vko3TiTvu62unyRbvErsR/6arfQcKnqA4pBJg0UL1EF4F2xtSC1WdLKaQwrT0jKmldCUFZ1nJJA0lyzlj6woVTKYq5W0jHPY3ao1isRgOhx966KH3ve99pmn+xQ5Q+HrP+CdRAUjgDtWfF8/Pz5PRX1xc9Pl8bW1tQPq8/siRI88S4UfJQPzv/Pw8//v5z3/+W9/6VqvVOnjw4KI3/oupCnFDihTm5+epRBATXjoocTxy5MiBAweoWVj6GmSYZ2dn/4uPO+bjuDdwTMaRVutIqzXfai14/46Wy/nevs5W64imS7opK3JaSsWVTBKATskk4+FAOe+E/QO0EZNScaoGDCULi5AmBdViLhbyp2Lhct5JxcKGmknGAgjPRUP9QvkVeFPwAHAFQFAFWQkhFMMTfCV3ixWhnx78ds3TvCOwBswny0sWn3pFIHrAXiw98ObSKIcjmzgMNly17EABUz3NdnwRCBBw0KDlA1zzoeDGUMMEGmxq6c5924mfODShgAn+BMyyJwUJPIydExxbyJqAsggpQNdrB8U0GtUc1D9yBMT9zAorC9GdVLGlZ+g9TyJZJJhxsBLRQegX6NJT9yEYc4JOmE2FSwWTaciZKOuJxCGeGVEvwjUkPtA1EjE9GQFnifKj5LWBgKOnyYlkzM/2ANC2vZ68ghyKHwAajx0lZBdri3dIwJ1OBOsVV/dqIkDCuTuEm0Rage5TuG68TLSWIMfBsxCaj0yJ2hC0CzPJUMjfA3jAfqOYgn2ONpHYirWyEwn28QIgAUB7thDiEzBqQY/YjbqSJKbnXthIZBP4ODwewcTk8Yk6CPQwwAnI3JEywITjLOK7a56uEe4U/hCXYuewafFvyIUJwSi8hEiwD0BIKJPiVZhamuyVoaZUKZG3TTTNktFQpeDSHiWTiFJcUHStTDqhKVoqnUokEitWrPj4xz8ei8X+YgcoBg/7R7uBhYWF/fv3Y+wPHz5MdE7UjluA6sDs7OzIyAgva2tr++1vf9tqtebm5g4dOiQ0jJ/bfBYWFhKJxAc/+MHOzs5jco+zs7N4AM1mExBifHxclDjOzs4ePnx4//79LAI+EC7C5OTks1dc/nPGcW/gmIxn8AYqtUIkGmi1WpKcUrVsqegO1yualIYwmI5HnlQTSifkdGJ8uKFkkgXHhO5LezGyemH/wNTYMCJFupyJR/0FVydSIb29f3IIPTvHlCLBPvq9Ul+QSYaOHN4fCfY5XhMgzWvxQpgyMVqDiz7SLJHohWtGqIE8H6cYUnf8L+EmQZ7qCd9yWinZWCTYNzszTpdbURcQj/ho4tLfs7fVOkzQA8wgshKYmfGRKp4KllvzJNtA3Y8szKS8YA4zn4z5AQZcS54ab2DVNE/2FcOMtN/oUBkkmfQz0SGWabhRzHmNCZIxP+/iOtFQ/+RYfXSozOHLmuN/gNAON4okDlgfoAKgWteShxtFXChYmY4pISxDbhv0m2sKa60ryVrZCfi6qAfB0vT37J0ab/AuGkmQHuJO4Q0IsiQgPF4Ua8hUMbRkW/B7hI4hyv9kWOgjXMzpGGzeDmxQKztT4w2MN3Pm2fF6IHEhHR3y96BqgGYANFKRnWE1MNJyJkqjZ1HuwfZQPQ2+seEKvkveUalocL2mvZStAk2BXggvkMWkHoFL4RXx7KR0pOBqk2N1ll3UowoPrFnLs1CsKoE+Skqx8ABykHhv8YiPMpMn61Ay0Wa9kHc1foMLm/P6ITmmdOjAGL4L1xT+AfDJwtw0ezvjaTxzI/igosO1KKrEV4iFB6jmhXJreYJFuppUs/FsMjY5OlQt5ixNhrCMJjFdUXKWns/ZOdeNRqOpVOree+/98pe/3NHR8Rc7QLHcc3Nzwn4TEy8uLk5OTvJLESXTafDpAgDZbPYd73gHpRDT09NwA59bOcCRI0fwPO67774XvehFL3nJS9q88dKXvvRjH/vY2WefvWzZsk8uGcuWLTv77LOvuuqq3t7evr6+vr4+0zQbjUa9Xhfli0sHAMbhw4cPHTq0sLBw6NAhei6Af+Af7N+//zg28L9uPN0bODI5Neq4xsKR2XzBtl1j7R9WbVy3tuCYmHzX1Mp5x1CylYJrKNmN69bueGJzztLpbUhvMWiGedv4w6oHg74+ZAoNNTNUL2JdSD//9ppf9vfsHW4UYWaR3cT8xyO+VQ/ezRlKDh5YnqOzu2Pn6hX3DNULnHQQxAD/8466/YlHl993RyYZmhitcbggxheP+Ep5o2PvtvUPrwSLxg4JzLlStFY9eHfH3m31iguzHQ+D4L5cMH9387Ude7cxSf5hlYHW77rjpoynBm97TV+w3PGIb+UDv3dMCc5BKW+MNEvA9aW8sWPrxkf+8KDstS0QV8YD6GrfseKB35PyN/6/9m4yWfP1D6/s6dwlaOfUpMFr0+TEfXf/rn3PVmQEMaJCk982snfedkMsPIDwH0g4zlmlaMXCAzdd/2scI4K/RjVHPgITws1Cv7C9xhN4SAFf14ZHVoFjs3SUQWZT4WYtv23Lhk0b1lRLNsRywAbscblg3nf3757YvA4TAqURcR6us2bVfXS/xTLZXv9GOAGD/R13/O56EhOikEH3hJX27Hz8zttuwBcUc3a8jjsde7dtfXw9j8DSM8WcDteEJf3D6vv37X6iUc2Rh6LRIitTLdk3/PbK3q7dtifjCGgP3KJkYw/efychuNioTNgxpXjE9/vbbwSncS0ZaUuyAK4l79y26aGV9xpep01e4Ho9D3197WtW3cf6o1bUqOaATww19dijf9i1/bGlG5V/LObK5Xc9vulhS88I8IMVBvlf//DK/p69iHtmU2H4H3yuriR/8+vL+SB8aBL8+NnhQO/tt16HuihpOPGd5dv30Mp7HVNiDWF1ABWUC+YTm9etW7sCz1V8JS09o8qJRrm4+sH7165eUS3mqCZwTW2kUZVScbRPVq18sL29vdlsRiKRBx988JxzzvH7/X+xA1Tg5ID2hNFwAhg0I3iKaZ+bmwsEAuFweOvWrZdeeukll1zS1tZ27rnntpboBT03U3r48GEmMDMzMzAw4LpuNpvN5/O6rj/22GM33HDDjTfeeNNNN12/ZNx0000XXXTR2Wef/f73v/8d73jHq1/96hNOOOHNb37za17zmre//e2f/exnf/rTn/7oRz/67ne/++CDD/b29g4ODvJZog7i4MGDBw4cEPdIE6aDBw+KjMP/9DjuDRyT8VRv4GhrfmJyxLK1qemxUjlnWurXvnreKSefFPYPlHK2qUoFx7R1JR2PxMOB/ROjX//3//P9i75t60rRtSgrULMpGAbT4yNvf8sb77r91rxt5CxDlZK2IZG8hLff1tZ23W+ugDNI9hGc3zaywcHuN7/hVQO9+8iUc3yTLygXzIfXLP+HN50AdYAIm/oxasYuvugbH/6X9259fH2zloe6THCWTgQnRmvXXPXzMz7+YUJVjl2OOYhgJ5/0vltv+g0hPgl+QH7byI4Oldva2q6+8jLeCN+KELxRzYUDve898W17d22hKE5wvvjfzRvXvun1r+Q45r38HI/4hhvFK3/503e/8x+2bdlgeSo0BMQUN952y29PO+UkaAF4USJJ0azlzzrzlMt++n3hdmDtiHH3Tw79/cv/5mv//mURPXPiE+NaeuYjH/rn+++5TQDXyOKG/D3NWr5z3/a3vPHVYOOYT9NrNoMW4cv/tu3hNcsFvA8PPBnzl/LGnp2Pf+iD7+nYu218pAraTBAZCfYN1Qvf+Nq//ee3LkDyNhLsA3chBq1X3H96+xs/+YmPkV2G84FZ1ZVkveKeefpHfnHZD7GpROHUYoDfPLF53T++7Q0E941qjvdSU1DM6b/8+Y/e8dbX79r+GPAG12fOw43i7bded/YnP56M+VEHwhdEiqBecU8/9UPX/eYK5hOP+BrVHM4NaERbW9uPf/AdKKUilc71lWzs/e/7p5XL78K4itIM2nju2v7Y61/zCjJW7JO817e6lDfuuuOmN7z27x7f9DAPyPH6TwJmbHhk1Qf++Z3wWylDYEtDcvzG1/7t29/8d9xH8dwpY5mdGX/dCS//P+d+DgcaU823g0D/9FM/hNtEPoiLgOf5+tpPeOXfWp7CEruIPEXB1R5es/yVr/i//rD6fvgKLBd5k1LeaN+z9cR/esuenY9PjNZYH0QhlWxsuFH8wcUXfv2Cc4EQSFTxdHQlOTEy9NY3vf7M004p5x3ao1Be6O/vgah03nnn/uCSHzQajVgstnHjxpNPPlko/v4FhjDegiUgcvlLPYDR0dHVq1efd955J5544ute97rXv/71f//3f0/Iftppp51//vnf/OY3V65cOTc3x9WeM8COD0F5IbPCHflvx/T09NjY2MGDB8fHx3VdlyTJMAyfz3fjjTf+27/925e+9KULLrjgVa96FXN+zWte85a3vOXaa6+96aab1q1b94wXFLjIc7uRP2kc9waOyXg6NrDYaFYi0cDR1jx6A+vX/2HNigfi4YBraoaSpZNhPBzQpLStKzue2PzYhkf4PQheNhmLhfyGki045u233BgJ+DKJaN42MsmIYz4p5UYK8+Ybrt6z83FIUiRxl+Zf77zthkR0ELYzgCc1TlDlb7/1OoBTrBFoJIHO5o1rVy6/y9fXDmALJMsbHVPatmXDo+tWA3ELkwCEm7OV+++5rWPvNiwKdEIsIhO+43fXb3/iUQ4seE/oDpF+Xn7fHf6BTqFCb+mZkL8HXaC+7j333nWrsKbkRMm52kZ26+PrH7z/zoCvS+QIVK8FnKVnejp3rVl1HyXpfKjsNZtxTGn9wyu3bdlA+I5VpmocZtmtN/1m4/qHMDa8AAUF8iNrH3qgq30HKwz2DrdAV5KRYN8D994eCw8ItSJLz9BY2dIz3R07b7/1Ov9AJ+/ir7QCQsNg1YN30/PQ8tr0UbynK8nNG9du27IB5p3itXnEGyjm9OX33bFm1X2sAEh71mtfaWrpP6y+f/eOzVgL4A3mLOT5Hrz/TmgKlteNSegybX/iURaZOatee0DcrJ3bNm14ZBXsB7YNfEae9ZpV93Xs3cbdCeI9Ofu8o95y4zVbHnuET1nK/ADeZyuSyFjK3iA7dudtN5heY2XwD/gZppZu37P1gXtv7+nchYuA4YQXYhvZ/p69d995M6kKkBX+CqVgwyOrmBIbCZNPEaBrybfd8tuN6x/SvL6I5IBEl8X777ltoHcf+417hJRA3eDdd94MN0KwHbNew8n2PVtXLr+rp3OXyJVwZQCzcKD3/ntuo95E1BUL9ap9u5/YuP4hkWWgkjMZ8+tKylSl5ffe9dCKB3Q5QwMU1IeyyZiaTZlKdt0jax9//HFJkiRJWrly5VlnnfWX7FOwuLi41HIfOHCgXq8nk8k9e/ZccsklX/7ylwVQf+KJJ37mM5/56U9/um/fvu3btzebzadfbakn8dyiajIXs7Ozk5OTdEZotVrz8/NjY2Pz8/PA+PgKR/948PaDBw/u37+/9d+5IwMDA9dff/1pp532sY997K1vfSs3+N73vnfZsmXf/OY3t2/frijKs2++8OeP497AMRlPryk4mstb/QPdrVYrl7dS6ZhlqbVSXs2mCo4pOIOmKlUKrppN1csFW1c0KQ1mkElELU3mZ0uTy3mHYgTX1HQlbRuS4rWxAYyFFgdoTDxBFxbbyALmi0CB81TUdFFASMiIWwDQSl6A+A8avMhqC0VVWs6IiEdwD6FhE5cLrTfaLZIjn55ocswR91NcB6BdLdl5r1kOYAZHJC/gdqinQBsH+JfCPIJdLDSJBuoFiG5hOTAfSJFYegBz0QvAWdIZgdI+Ae+Tq+avUAhBnmtlR+DPxZwObwDuoa4khxvFeMRHLoMkPU9HkxOo/nFfkDexSWgVUJ2BBYJFQXpCvFdIOSEAQFUIMxluFKmyA4dHKQE2A0gAdXfIOuVsBayIT6HQNBrqB20WOXhkpqj0s71eU+wKkZkCQGKzsU/4E+RHICJCdjLfYB48aCgUwPUYe36Pv4I6FrkMrsZqk1uhbtPwxKphp7JQUDdIcxD0C+q+qIkAamI3Em2DQLDIQgqQ3D8PiJcBSFD8gg/K02RNhDyo5XWAFLuxUc1BNSDBwcYgUWVq6bHhipiJiPJBlcoFk5dR/YgnYXni0xRDkmwCxtCe7JuQMhRptFmjqbGpStViTkrFdTlTdC1DyWpyxjb1fK5gmqamaffcc88555wTiUSew1EoiPfg24Jd32q16CAMW77lFfItJfrVarX29vZLL7309NNPP/HEE9va2t7+9rf/x3/8x1VXXbVy5UrTNC3LeobD98iRlhfHw8j781sSP4XhD7GR3wjHhQ96ynjGq4lLcREm/BSG48zMjCzLkUjkgQceuPbaa88+++w3v/nNbW1tH/jABy644ILrrrsuFos9BSFgJksdDl7wnJUTj3sDx2Q8XW9g0c2Z4Yi/1TqSL9jpTFyR04aSTccjwHSgAo1KUbQt1uVMOh6pFnMUHDqG2qgUdTmjZlOmKmlSmioDXUnLmZjAbzkXYP5TDJ2IDnKKCb0UoiuOPOr70dIBhKQZPC1VxNGGnBmHHbEprGyq6gHMibTA8wn4MBh4IZQqcA5GQ/0cZISqWD5+IM4m1y5QU04x0SQJj4e4FmBAsA7RtcWKEMjyVwwqQi55ryWP0GOBSKhkY9RxIbvL0nF68tdqyabSAZYGRA3ogXC1sNlYLGwMIVopbzRreT40ZyuQOmH/weTHSHOP0VC/oabA6nHp8NUExQyDLXQCXK9tBGE3P5PfIRnBQ2fZ+SB0fnDRxNORPS1LwuVqyaaakccdCfbhhMUjPrgIsDq4OLxU/BsqQci7W17bCGwh5MThRpHfs1GTMT+mDocMj0cQVEP+nnLBBHJnGwueHdEzdpGbhUfJjQR8XSwy9R3YeIFSQCNla6lSvFK08KUE1U4QALOpMO4OwsYwNElb4N7hBOOj8M2iLhSwQchDiQmLLACOI+vD4ghZISgR8A9YYVYAxyidCGLmmQlgDCcAXiD0TFGVEAn24e5AAi3lDTkTU7MpW1dooApDGcYAfdGkdEJVMulUJpPJpFKp5cuXL1u27Ll5A3Nzc6Lqj98cOXJkZmYGnwDT9RRbG41Gf/WrX73rXe864YQT2traTjrppJtuuskwDFVV4d6/AEe9Xh8fH5ckqaur67vf/e7LXvayF7/4xW984xvf9a533XXXXbRdXjpEDYL4eXp6+k/ty3zcGzgm4xm6FtXqJcc15hcOGaYiq2lZStWKecdQqS1MxcKmKuUsXZczvZ37LE0erld0OWNpspJJ8gPtDGgyVs47mpRWMinbkHP2kwE6ZW9YF84IrAhJcWBwtIQJColOMLEcZETMIMlgkhzrJBcIRpVsjCb3ZF4lT06fcI3zCxOyFLdE2QafAyiYcyqdCI4OlUEdRHqC4Dg42B0J9o0OlXFrgGctrzlCPOIDsdA96TfNazcHaA/vT2gqgJHgLYX8PbDWBQkf8wN1IODrYgKiPoIFyTtqONDb171ncqyOhV5aQU5hHhYICy0Y4xg2ASDjh5ErgXMnpSP4XqTJbU/FlmmbWjo42G2oKcJKgfYDvQC0EFNiD0gMOZ7KIcRDwbcXqRzWk0pUlhE0XoA64oNgm+Ja4RPgtC3dBgLtF+wBlhE9H3EpbCEuBYWpAlG3PXmGRHQQg4cfoHi6fuI6dEAQhaBsKpwwImyq+XkKfAW48UiwD1orm1O0V2CTsyvADJC3crwuAzh/mpzAugvQnu2UTgSDg91oA+Pc8NVj0VAeFDxTIDfH6zjAK22vMyFfAS6uSnHhhhZzOgCVKBfkZiPBPrBA2Ws/xhVQxkRqjH5mONa6klSyUSkZjYcDRddqVkuOoWYS0XQ8gk+gy5lsMpaOR0xDsS07kUyEQiE6Ggua2586AAbm5+cPHDhw6NAhUYW/NHROJpNXXnnlO9/5zra2tr/7u7876aSTrr322qWf+JSOA39Jav1fw3i6IZ+dnV29evVXv/rV00477cUvfvFLXvKSiy66aHBwcGmuBH0CAcb8qeO4N3BMxjN4A82harmSn507oOmSZkjpVMw1taJrWZqMn563jWQ0lE3G0CHI20a9XEBygN5FajYFJMAbc5Zu64prqcWcIWB/YWs50VxLhsUmTD5EPM4pgFzOEY54wn3Q8mJOB4MVph24VbC+l5a0GZ5QHcYAUrTuqRxCtOZApI6AWcme8i5QMwcWByVzxiMRZDFexgGN7SfmA7lFL0jz+tBgTQURHZO29LRlccBvWRPy5cIjIR9Bzbfp9VsCnAAyEfWQoNDMyvJaP3AL5DjIweM8oXAH1E8lOnYa0N1eZAAAIABJREFUX4G/8np8NWb7lNsXLEWeDotMhZucidYrLmE0ZgzMnGa7LIWhpoTkAFfgTvlfJk9qnH0lUieE4LDYFK9JEs2T+CBROCd2BUg1PpPm1dzrnrQDKR4SFmw8JoY8BuqEeLS4fYA6oiIGHw6fA2yGCdObgz1Qr7iixI5cAAUOeFRsLeA0UhWsLZsHJIm3s2f4gvAtYwJLtwENung9aQU6hC19vahkEZrEZC5EDYJQcBIVg5RU8DgAugS4JVYYJwBegngEfH24DmGAlI4YahqiUt42ynmHIMTWFbKTnD+2pduWncvlUqnUihUrzjrrrOdWU0AXYAFWz83NHTx4UBjyWq0GDN7W1vbRj3505cqVmzZtKpVKLQ/lRucHMWDhRrQ8kv+ff1L/bxmkVLDuSwsvGcVisb29/Uc/+tFLX/rS173udT/72c82bdrEnyhQ5BH8qXILx72BYzKeoU9BrVbSDfnQ7H7TUg1TSaWiyUgIZxzBQYRC1WxquF7JJKKhwf5y3tHlDF9Ux1ANJSswPTmdsDTZVCRVSqpSQrCliBiIeID3iV3A0jkLMG+Gpy3DMcpvIExxXAqaPUV3qLIIgyTMEk4AltLw6vKx0CIiAXjgIMbnsL0+hyixgHvzdsJlkGH+Koq1KE3EQAIYkE7mLbbXLUbzeigAlnA7HJoYLeL+cKAXTBvbI4CNesXlECfy4yjHeOB80ICOzzW8ThCCnSCyD+KAhrWO74JejeM1PGTxuetsKkw/Q7ABwXgnAax7jZ14yoKKUXA1GJQg5BgG+IB8IqQ/8BvhbxmetC2YAblwUbrGXeNqQCMAV6ecjxXGh8skQ6g0sg6YLvw8AaHnHdXxOvrwG56j6FjheDqGIiGlyYl4xIe7AAgvHE08G2SOIGewnnAMmX9wsJt8ChCRkI5gcQTJkbdj5gVRgLcs3Q+sAw8CGAb3hY3BlPKOOtjfQbnKUvYDVlnkXFxPq1Hci+XpWGienjefJb5cupJED4MLiopTvg6UkAiOAptNeISpeCA42E11qOlpYhpqyjKytq4kIkHaoRFsIEcIqdDSZFXJhoJBx3GSyeTy5cs/85nPhMPh53QUPpk+n56eHhoaEr9ft27dqaee+uIXv/gVr3jFLbfc4jiOEApEXEikGJAKOHToEBV3Al14QWEDrVaLRVjKUdi/f//ExASoCb8fHx9vb2//9Kc/jRDC+eef/+coSB73Bo7JeDpv4Kjt6H39XfMLh9ycqWpZ29ZREErHI/jjqBFnk7GCY5ZytialKSk0VSkS8KElnoqFaXJIlYGcTmRTUVhpwt6I0wqUPhYegNiMIReVV2Rq4xEfxwcnL9l3zvpUPEBnPM0TgOO9HGThQK9Q7SUEFNJDeAYcWIYn2A7hAMkdlAoxnLqSJLCTPdFA0E4RqIkyPNWTi8FSikhIkNWTMT8JVEI9Crh5PX4Dwa5I82PwWI1IsI+qPwBh1hC0n9y2QKpFmgPMHGQbrqLi9SyAuc0iQ5JAuVYkILgy6DShHlkbLkI9CFA8mW/MLWc9ASXmX9iqnNdaGsOG+QeNEAIAPEopHRHvxRsTNgl2IeA2t5mM+aEHCqifTAoLpXpNJZRsjAg4ER3EdWDmzJkgWJMTZLUNTzyRTgTUv6lSPBrqF+ss3BFcTObM/OFCcgXWwdTSpDBEAYigR+hKMpMM8QhUr3MxJpYtSiWCAISAr3CUSUlAkhA8RN4oloJlpCu3YGWyh3HBMfOQbXnuLBdFGYLgAu+VRUYekf0vZ6Ki3ajq9daigoClE4kYREWVbIwyS5x+UVqJxxnwdeEwZZJhS5MrBZcjhXMGobMnvQFVsk1dlhTTNAcHB1esWPG5z31uYGDgORyFqAQKy91sNm+55ZZXvOIVr33tay+88MJUKiVexg8HDx48cuTI/Pz8+Pj4/Px8s9mEZyAu8pQLvhAGqgMisSL8JIZYiqUSTDMzM/v27Vu2bNnLXvayl73sZddcc02lUvlTP/e4N3BMxtNrChbyBVtRMwuLs45r6Iasa1LRtSoFF/0v5IdJHCSjoZylD9XK6XgEugDeOgLG5byjZJJIEWQSkYJrEC2RM+Ygcy0ZutlSXhJAOuIB4ujh5CWYIIE93CiChZKhFMgwIY6In0RoK8JQkg4iWjK9jnMi8BIzwQKRhgAcxiOB2w9ykPdk/DPJEKKBlqf67njCi6C46PwoXgdCivUJHAX0anjK+QK/dTwRHmAJxStM51LcF2DD0rifV+LiWJ7UPz8I/iZGjh8wDyJchmlImgDtIK4AOR9XgEgOAwm/DM/DNrKx8ECt7PAsmBIPOh7xEWQbnsg0n469IQ0Ei0KAQ8TfwmUsuBpZBrGFxBxgrlF0MNIsCcq6wNg1OUEOAutFUlxk+hPRwVrZwVfgTonsMfNCAgFLiYuGUiHGlYfLvhJ4EhrYdB4SzwvmCgxK+CIshcgpoBhBfEyrJMlri8BjwsaTKaAYhLyYJifoRwWrRngqgsIC/sGiCfohe8z1WmmLCkDD6+gBzqQtqRzRvYpHNhUuJjJEACc4QGB1uqfSyJeFLwg4EN4A7+JbKfwbvgKanHQNjXSklIoXHDMW8svpBD2O1WzK1CRDV0qFoq7rsVhszZo1p59++rNhEQoOf8vr9ScstyzLl19++Wte85q3ve1td9xxh+D88+KFhYXDhw/z81OMPSlzVPkOHz589OhRUARK+wSTf2kSgeuIUoWlbP+no+VLjehT2An/9eDFT6k14AehTHAMx9K1ZQhJ5qWvecoNNhqNBx544H3ve9973vOeiy++GHlpHs3i4uJTGjc8RdLxuDdwTMYz6A0MDdfq9XKrdYTWxp0dezLxSKNSpKCgUnCH65VkNFQr5Q0l27Vvt6Fk6+VC3jYQKOSHVCycs/Tu9j3Naqlgm3Im4ZhKwTWIOEeHyvWKu3fXlmYtTxlVX/ee8ZHq5Fi9Wcv7+tptI/voutXTE01OLqrRCJUKrlYt2bt3bJ4YrUVD/bHwwPhIdWy4gpIM5/v/y96bh8lRlnv/ZVjDdjgYVGRVCPAiGBUDysGwhkgQwQQSOGwCgiKCKCEB4bDEA4JsEQxLEAhbyL5n9q33fanuruqu3vfpnj0zk5nJZKnfHx/q+fUbokZPfH/X9f5SVy6uYaa76qmnnnru+/7e3/t7tzRuDAddaOvSHhBr4bK3WzoasccxQ66H7U8JecqFZMOWtdSMYdG7KzmRe66U0s0NGwJeWymfIKSj3ozYq1rOrFn50UBvGf42xWkC/Mim1A/ff2vX+BC4haAjAK3TEFnUgMFow/kgHrVbWro6s2D+ZHwxsZQYMCEo/6O+RwCHQ0PRIyYBEAJXwO+x1m9eUylnujqz0YgPdVg+WS4k7ZaWDWs/1fXt2M6gz97XXdw22M2EAySk4mEIGWR8gRNaGjfSbmd8dABRgXg0iEpuUgvRX7Fu0+p8Jib6LjIeWI1uRwcDFvNG4R80EaupiVJP6GahgBNhZqpC2po3t7ds2b1jmEcQDrqGt3axSOiZZLe0wPbHoSRxnoqH25o3gyFtH+kn7YI/ii+1ta+zvWVLW/PmUj6BqiNfZMz5TMzS0SjSVfiayD3xHFnYHqeJDgX9PSVKG0QQTDICl7FSSoNOkYJpql+PeCUpFbArkaGo27S6r7sYjwZpeUW5ZjwazGdirU2bGBtpILHe8Oo6WusCXht1E7xQUEaYjfaWLTHFj1amEvIIQU9yCss/eY/iUqYdUg6ASjjo2rxhZSmfoMQAFiSuNusKrS2QoUxSQQqa8pC25s1oRuFrFrKawbp1qaFAa2Odz2UvZlM4AagPIUscV8OrVn2qKsrg0JAsy4sXL/7ud7+7jzUFXV1dxPTbtm0TUezrr78uSdLkyZNXrlxJ5T3Hvqf/AckHBgb0GivY3d2t15jJ3t5e8bPIr3PgE+BP7HFm4StgC2uH97cPbP/IyIgg6+3evXtkZARpYRCOfTzVv+gQnkpfX9977703YcKEE088cdGiRbqhoLB79+7BwUEx4D3yLwe8gf1y7KVPQTaXdLltw9sGkqmY2dL2i5/ffc6Zp29Ys7K7s0i+IJvUrB2tfrejnM/87Ke33XTDT3wue0pTKSiA65tNar3V8umnnjTvoQdkn3vb1v72lno2PnbA9/+y+N+POeyeu26Bks0mu2Htp8Daprb6k044bt3qT+D/R2ua3UUjvneXvH7qScd3tNaNjQ4A+QoCeTal3n7LDVPOnbx21ce5dFTgnE5bm8vePthfeebJBd/99jk+twUNRIAHbF4iJiPt57S1JbUQXyecKuUTVlPTsUcfet+9dwhjIGhZiZi8avkH379gypI3F4liOaJz4OjFr7141hknIzeU1EKot0J0L+UTDz1w75RzJy999w3ADyw35V7FXHzRy8+dd87p7S1bersK5HQJqZWQBy3CObN/xE7K7XRXch6nyWFt3bl98CBJuv7amYjsEn2S4+Aql1w89Y9/eNrc3gB0QaDmsrcXc/EtG1edetLxdZtWY+MJ301t9RHZ3dtVWPTyc1/98rF//tMfRfEesWDQZx8fHfjL2699/dSvbFq/olJKQ3gsF5Iepwmqx6zrfvjg/T+jPQFy1MSChVx8aGvXlycdfeF3z4vXNLMAFcDQzrjyB7+6765wwNnXW4bPn8/EyOZkU+rKT5d+7ZQvm9rqwfaBN8ztDXghD/zy7tNPO+HTj9/FkwMHwpPbuX3wdwseOu+c092Ojv6eEmBAIash1+P3WL9/wZQXn39G5Iwoqgz67F2VXLWckSTpxlnXiAJCkHxAAo/TNOXcyQuferSYTxRycaj1sCaTWujTj9898vAvYCl56LAWSKXP+80vzzrj5CVvLqqWMwJKAdpJaqG333j12988iyfSU83jomWSSv3mNd2V3I2zrrn9lhuE2ACAFkz+7SP9RxwmXX/tVd2VHHg+DiLJESXkueD8c59d+Dggjd3SIpxau6Vl84aVU86dvGXjKmw8bgpwXVILLXlz0bn/6+u/f/oxPDw+w0Vz6eiWjatOO/lLq5Z/MNhfgScBN4Vn99tf/+KGn8zEr8IZYjKTWrirXDjnzNO/881voHoCMymXijssHfl0QpX9P7vrp7fecquqqjab7Y033rjqqquam5v/7sYnzPD4+Dihs8vlOuOMM44//vgtW7bUfhJrtO+YvzBU4+PjdDDi92NjYxj43t5e4HScgB07djCA4eFhPAkBJHz+zOJjog3S3x3P2NgYHRPEaXfs2IF2Mg7BPp7nX3eApgwODtYCHjNmzED6MJfL6bouGjdA7TyADfwrjr17A26PfWR0EPWhzZvXOSwdcAPddosaCsQissPSUcgkI0Ff3cZ1qA7QUgx2oexzO62mcMDrddrQKJR9biXsC/ocJEfLhSTi5MTcmGq4AuGgC7aR1dRExpF9ga2KH7wus7m9AfAcpX2qv+gmHPTZ169Z5rC2su1idAmX/R6r09ZG0Tl5d8recAjymdjqFR9C9wMPqK3aSmqhdas/Mbc3EPcILjQp8EopvWXjKgwJCX5R8sdeX7dpdaxGuw27C6jb2rSpfvMa8vcg5KDKMcVvt7QEvDaHtVW0g8M+ga8SZRKCCyC9uWEDDXmDPnv95jU0t+WEcAs4gxLyrF31MWWEBO7hoAvqBj+sX7OMykY2dKJMiuMDXtvGdcshBoqHApJsbm8AdccSiAIHbnZooGpqq29u2MCdigSEz21padiQiodbGjcy25yWS4cNlYj2li1A5RSmY9fpdyf7HTZzc/3mNUgLUz5HoGnpaISyumn9CtxKQfvgcdCmj2mEi8pEOaytSsgz0Fuu27QapUjByY9GfA5rq6mtPpNUGrasJR1OpT60QUEfaWveTJGn1dREakb2O9pbtqhhbzEXb6xbh4APqL7wJNKJSEdrXXPDhrBRrRoy2jhx9VDAuX7NMpSamCLIAXZLS29Xob1li9vRQV4mYhSmkpMCFWhv2UKLkD0cYh4xGX1gJ/ooCvrqimXvA0JQJhAw+h9CQOH16erMkulg1XHmgNfGXathL9WVzCG+SMOWtRTicirxz+MwRYJ+U2uTqbUpHPC67Rbyj0iYJKIRn9O2ZvVKm81WKBScTufLL788Y8aMfakwREpox44dQOWvvfbaySefPGfOnMHBQXBp6t/QHRK4+r44BJxW/G9fXx9tCUXzAmADXdcF+o3HIGwhbsTnz0wBJD/39PR8Hmz/awd+z17/REOBf7S+f78fIoFCdwNmJhKJzJs379hjj6UZ4+7du/v6+nAF9khwHPAG9suxl0xBKq35A+6du8aSqVg8oUajIb/L7rZbskmtUszBGxjs6xZtDCNBX1tTfSGTFDheSlNpapCMKW1N9ZlEzO92JuORoM8BOA9bKh4NdrTWIW5fyidgAsp+x9BAFeQcLnctBotEAb2G21u2dHVmK6U0DVuLuXi1nGGzS8Rkcvn9PSV2IrYkoHgMJ+A2WUwqC8gZYzl6uwo4BAGvbaC3zBdhMkZkt1C/oU6aHDZWipp4UVJFcp0ivdamTaR+ga9L+QSGJ2p0wxO5f34oF5Lo1KqG2D7pZxBs7IdqCDaD2brs7Z3FlMveXsvZDhqdiEUwh2ZfUgtZOhrdjg6cM6/LnM/E+ntKpIdDAWdHa53fYx0aqDIn8WiQtoeMkN8AGwjKPYXsXpfZ1FYPYszzonetKLhHMbCzmIKtWczFmXAuRLIAs03OHhzb57ag1NtTzRN9Aop0dWaDPjtZfyaZ/n7UYtBjkCVkMzfzrAXBnuLVoM9uMzcjVqEagsrFXFzwPVVDEwlbiPhEX3cRxiVkRvB2EuTwY3A4Who3omVECJ7UQiD8eL2oTsFNkQ1hSr/Hypndjg4UBplkOICw96nUR96KDFQ8GqRlRiImI68k0vzATqAF0YgPIQSAH3Aj5D3wQWH7xhT/9pF+h7W1Ws6QpKCHRWPdOupRVaPGh6JcVhcCSmhr4oUXshr1BTCFmQo4rUMDVY/TVMonuF/0xJJGQ8tETM6lY6VsGkqyy2burZYhEso+d1e5oCmhkN9drZR9Xn9dfZ3P53v99ddnzJixLzUFAM5YwXfffVeSJAEJ8Mta+V5+v49CgcSsX/rSl4477rj29nZ+OTw8vGjRoiOOOOKOO+7I5/MXXngh1YlQESHh67r+wAMPPPbYY3oNpeDzZ+7p6TnnnHPC4fC+S//u3r1769atNpvt3HPPnTRp0nHHHXfqqacef/zxBx98MCmM/2+xAZSakHngB5wefJ1XX311woQJTzzxhK7r5HR27tzJdInjgDewX4699DCMxsIOp2XX7u3JVCwQ9CiRz9RAoQciSljKpa0dreV8Rg0FwO4o/vG7HcmYUsqlceTT8agaCoQD3nI+o4b9xO5b+zoJRtnIxD5lbm8oF5I91TyEarLIYaOxPVItAMtq2NvbVTC3N5C2hxcNOAwsmUkqNnNz2JCyDwdd5UKyt6vgtLURmnucJiwrKWSK8jEMNLQdHe4Vuu6UXbGjQW8kF0Cut5RPOKytbMSYQEGhgufF7UBAIxsKfQHxPtwjAm64XSS5KdUDZuceuzqz/BCN+Gj2w12zyUaNxvOhgDOfiRVzcVNbPTAvdEg+j5/Bz1wCgBrifTEXpwFdKODs6sziD5ExweQgbkiSgpFQjIftzKWjDmsrGgOYIgZvNTUNb+3CouBUeZwmqhXw0rBwdEzGNkCC4xLQDgJeW6WU1tQAVQAEzbA9qNcPB11dnVlyEImYDK6AKRKKk25HBzlvPA/mx2pqwsGC1odj6vdYtw12U9cHZYFEj4Cp8Bsc1taeap5qC2ytWDMwSVnkwDbMJysfGn9vV8Fmbo7IbsoBaLPJYNCKgIcBkRA3lBWCWDIOcSImo45VLWdo6siqc1hb8dVwOODq8oLgBEQMiQhR08jgeSX7e0oueztcPyHrNDrcS4EifA5cFh4ZJANR7kFlARJJJFAQNIwbQmFq2FstZzpa6yqlNGkF0K+00YEsFQ+rYZ/HYVVDgUox57SaKsUcpQSaEsomNVX2h/yeTDouy7Lf7+/q6nrrrbcuvfTSPaD+vR6inc/vf/97SZIKhcJnG+LOnSMjI2QQCFiFKO8+1gpiw5DuX7hwoW5Q4S699FJJkmbOnNnb23vXXXdxRZwSYYwfe+yxt95662+cfMeOHZ2dnbNmzYpEIn93JGI8DLujo0OSpPPOO+/qq6++8sorf/CDH5xzzjnd3d3/tB7wfjx21hy7d+/u6ekZHR0V/ZQDgcCECRPefvttXdf55R4AzAFvYL8cn68p2FUq55LpmK7viGkROeyXQ95cKp7SVCoJ0Q/QlFDQ67K0t6ihAIyBcMAb8DhjERnqgBoKmNuaE9EILQ1ln8vvsdM2jYDJbmnpLKaAXskUgthHDYk3thghS4zNIPgwtzdUSmm2ewH58l2HtVXw+9jdCIYoruOvIkoWPG02L5u5Gc48poJ9v5iLg2QQpbG9YrwJ65NaqLVpE2VyjAFTRyIZVB9yOCA8yH+llGZI5vYGUr8wukNGIx9GRaYADJnbVGsqv9EGFpRDkFvUnKIRn6mtHgY+uYyIoUoLoN3RWifqAHEyMCGCEQarHBQa0UD8GzXsJckiUu8wJyCB8xDhOWIP4OtBdCCDoKkBSG3YZr4ICVToEEcMHT3uN+C1mdrqNaPbJFR/qlFISYjcCq4JxZY8AtIZAPI8cYodIMyTmvF7rKV8AqeB0gZqHGKK32ZuZi1B6IOpiktKBgQ2jGIoDoUNnT6Yg0LXj2wC9BeogtQCCFo+fA4hx0kxgngo/JWsisvebjM3i84XTlsbjxXDb+loxJlgfeLbifJO5BRxiXj6FBRwLzQtpCokm1I3rV8Bo1Y2tBTpCyrqXcGfeNBgS7ielMjycgV9dvJZAHuwf+CCcPvkBLlN/AbeI00NRCN+l80idhhyBNFwEMnzgMfpdztUNZRNZ4LBYCAQePHFFy+77LJ96VpE9Pnxxx8ffPDBfB6bDRovpIdwCPbK8P9rB6ZdkqSDDz749NNP55ejo6P4BzfeeKOu636/v1wu19fXJxKJHTt2DAwMbNy4MRwOJxIJgnWSHS0tLX6/X9d1u93e3t6OCsL27dtjsdjAwEA4HG5vb29sbDSbzTQv1nV9eHjY7XaLGYAdiTdQX19/5JFH7pFG4a5LpdLatWvL5TK/HB4ettvt6XQ6mUxms1mPxzM+Pr5u3bpwOKzrusVicTqd+5d4KHofiyyJ8Mb4vcfjkSRp06ZNzIBomsBxwBvYL8fn9QZ2FkvZmBYZ3zESUYI+v8vtssXVcCGTRAKslEtnEjFUQtPxqCL7y/lMIZPk/cyl4oloBIli/PdCJlnKpf0uez4Tz6aixOVCtYYqQSx9Kh6mPasoQYZaTH2a0CXEXnZXcmjDJWJyKZ+gCzvFXWDRkLNCRn9hUcYN1RkKISVPMLRVQye1s5gqF5KI2RWyGm15geXxJHBKhNAQO2mllFbD3s5iir+Sj8fhAOcgiqUooJDVBnrLwhASy7KhxwwtwqghVMAvqVbAWRFlWmDpnBDqHNFh2BB1KOUT0NQ1Q+UQA8nNxqNB2gdgzER1uyjA6+8pgSeTtogaErmZpNLVmR3srxAgUh6G+0LePRGT6e6DTDL4BGMmwC0XkoAKSS0ECV82uhVQA6LUyE6ohl4QRppOCgIAFyABcS0gPI+JDAK4dyGrVcuZ4a1d4BAU8glKJgsjl47C3gDGoA1j1Gi6Qy0J3y3m4jyFfCYmplHUvwiNIxa2KMRPxOSeah4HV5SqikgdaAo7jeVOxcO9XQXcBbIPYhEqIU8pn6iWM6ztzmKqs5gSQls8cfJZPHc+Rtajp5of6C0DkLAgxZvFPABZ4Yj0dRc5J7/nduJGUwmkk2Ci4HoOb+3C4xHLWPBMNTUAzMPKBOAhq5WKh6vlTE81HzUkDj9Tggo4Ax5XMZvqqZR6q+VwwBv0uhAgCnickaBPkf1Op1WLxRKJhMPhePnll6+88sp972g8efLkv/zlL/y8v8wb5xGtC/nlhg0b+N8ZM2YoivLNb36zqalJkqRZs2bpur569WpJkpYuXfrggw8++uijfB0O3VFHHXXxxRcfc8wxRx111OGHH26z2QYGBk477bRQKHT33XdLknTQQQdNnDjxkEMOufXWW3Vdv/POO7nQSSedtHnzZr0mjDaZTJIkrV27VgwVKoPVav3Sl77EFb/3ve+NjIwkk8nJkyfzy+9973vHHXccjYiOOeaYWbNmTZw4kUbMyWRyv8zYPh7Tp0+/4447qtXq7t27h4aGDtQU7PdjL1qEmXTC7jDr+o5cPhVRgg6HublusxASCHpdDktHMqa0NGwZHxlq2LzBbbeEA95kTElEI5QC075oa2/XulXLfS57NBz0uayFbAJ7xkbZU82vXvGhw9pKeRWRlqAZV0rpNSs/gibG3ieqvbH39ZvXUNtGQIwNI30u+x1wrdnxcTuwZATKbc2bKX8nfsXaEeU3N2yA+8ZGCeELe9/XXVz+yXuitxDheNjQuqmWM4116xzWVs4jquTJrMNPhPvNwFqbNgHwoie4fs0yWOWCewVYghuxZeMqwmJyEGzE2APiORGYsi+TQS/lE4116zas/ZRtPWI0hgYnqJTSTfXrobgTw3FRkOqY4m+qXy8uR9wm5Pr9Huum9StggPP1oNGlOp+JFbJaw5a1QjEim1KBVShiRCofUgVYDuCH12WuljMb1n5qaquv5c/jeGlqoFxIQnBjnKqhc4zdYpCNdet4ajFDpAjwAD3BTetX2MzNlOqJSQZ1L+Tia1d9DA8A403BgtPW1lPNWzoaae4MqkTDaM5QLWeWf/IebZQZp2Yo8ZFQb2ncSH4Bc2gzN4ORwDNoql8fN8QryazHjD5JXpd5y8ZVMCjJO7BWSUMEvLbWpk0xoyMRdEhaSVH0CKtDME+FkEA6EVm3+pM9cbEeAAAgAElEQVSGLWsjRncMnD+MfSmfsHQ08tI5rK25dNTc3sDzxSeu37wG94hXhgQTPnQ04vvL268xP1v7OsVihq+TSSqNdetChiQz0AiZna7ObFP9+tamTYg3CEwoIrsU2Tsy2L9+9YotG9baze3ZpJZJxJA1o545n05YLB1ej7dQKAQCAXoYWiyWfdn71qxZg7WujUH31yFJ0plnnilJEq7Jz3/+85NOOunKK6+89dZbc7nc8ccfr+v6DTfcIEnS22+/fcghh1xyySW6rl911VXz5s3j6xdddNHatWtpiPDQQw/98Y9/lCTpgQce2LZt2xe/+MVYLOb1epctW9bU1DR79uzDDjts0aJFn3zyiSRJ8+fPX7Vq1QUXXHDUUUfpBjlxfHy8ubn5sMMOW7BggdVqXblyJciErutnnHHGpEmTPvzwwyeffFKSpA8++KBcLjP4G2644dFHHz3yyCOnT5++fPly/Iwnn3zyd7/73R6Oxf+BA3jA7XZzUwewgf1+7MUbiMUiJnPr6NiQosqhsD8eV+g7oMh+Og7Qw7C9uWGov0dTQl6njRYGiux3Wk2xiJxJxEJ+Tz6dcNnMSBLF1ZAS8llNzZrqp+oMAw+EC7AJFcvvsQKQYrAJhogyMWNEkzAHCaQoMiRyishuwiC2b8wMmfhUPNxdySkhDyQAvBBGAnFJMzrhel3mSimNiCFFgPwJIXpATpDtsNEuT/RQ5qaChpi8ZnQYwrLiDGlqgJZ3ZOJR+wd+RyQAfjukgVI+AdEP9F5clNyEsO5q2AsLjN8zSxhpeAliDsOGiH0xF7eZm6ERMBVYX1EFTtgNbcJmbg4YfZPxCeLRIBQKKjWYH8JQKj7ChtogRFHFkHQkjx4z5JW4LvGocCwwUcDRuAU06EMEEL4eoo2iGhODSpoASrww4YkayWfGDGAOco4zwXLi6jZzM54NY8BrZNkAg5MBgThJIgB2qiAW4Kx0V3IkRHCzmFv6XjIPPDhcT5/bYm5vYIUktVB3JUe5BEpH6B9HjY5WnM1qamKQzCdNF7lN7DS5HmgQeAbgQ4BnLBVRY8IHcDtICeUzMbulhdlOGt2QRZ4IBiiOEXNeyid4H4UDETHaPcSMLpGsXkaYSSp0M8pnYqhd8SgNPUdXRPZEAr6Ax1kp5uJquJhNUdvsdzvooxYOeOPxqNvlMplMgUDgzTffnDZt2r5kCnRdv/fee6dPn64bqgD73Rv41a9+NXXq1AcffFDX9VNOOeXhhx++6KKLZs2apSjKKaecUq1WBwYGTjrpJEmSDjnkkJaWFl3X586d+8gjj/D13//+97quz5w587jjjuvr69u+ffs3vvGNm266aXR09Ktf/WooFOJCsiwfeuihZ555pq7r11577bHHHmu32yORyOOPPy5JEgl4bq2jo+Oggw6Sao5XXnmFaz333HOc7fLLLz/llFNyudw3vvGNuXPn6rpeV1d32GGHQYc84ogjpk2bpuv6+Pi4JEkrV67cjzP2d4/R0dEzzzzzgw8+0GvEoDgOeAP75diLNwAksH18G30KMpn4tq19uVTcbm7Huss+d8DjVEOBtqb6SjFXKeZwEcjtpePRXCquhgJOq2lrb1dfV6e1ozUS8AV9zmjEn9Rk0Mh0IjK2rQ8CPPsRlomgwWFtHR3uFWXWAJVsc5iHkaGeXDqKWA1hMRuQy96eS0cHesso/bns7cgSE8mBlPb3lPiwamjAYRExM4P9FRLGDVvWCtI1Zmmgt9zbVRBZfKEHB18PYjxuCqg4gC0/79w+SF0c0XzU6FWIos7IUE/KaO6HncCNIHbf2tcZjfg6WusAnHEgcDg6iyl4lxAkYWDgmtgtLdsGu+PRANs3cwh+G/Da3I4OkiBJLYTULkGzoMj1VPNQFNWwF6XYSimN1UQ6JmT0+hP1GrDrS/nE1r7OajmD6jBcS5HE6e0qdHVm8WYI9Jkf+ggMDVRFxb9Io/DcHdZWCgTi0aCprV50B2DNUCDQ21UQhtDUVq+EPJVSmudeyieofIsYUsG4IFjoVDys6zspTSSFL/JBatg72F8p5RPxaBAPQ4wZv237SD+YR8RousjgmY2eah6BClNbPfIVuAvkXLb2dbJCVENeGpkES0cjyDlmEtRHmGTC9MH+CjMPzsSomPNyIUnqirUqCmdS8XBHa91gf6VcSOLQRIzWSiKbNtBb5n1hkZDmF1Wsfd1FvCvuojaVE1P8nBbvNmJoccKnScTk4a1dxVyccmLeIHKF1MTCd1ENXWr8znhUDnicPZUStGUaoIT8HtnnziRiQa/L57JXK6X+vn632+31ehctWnTxxRfvY6ZgxowZEPh37drV1dW1v7ZUkSl45plnbrvtttNPP11RFEmS0un01KlTb7311mAwOHnyZMrosdk33XQT3501a9YvfvELvk5Z3bXXXnvhhRf29fUNDQ2dffbZd955p67rJ598ciAQ0HV9bGzs61//+le+8hXqC2655RZJkiZMmIDVP/XUU9977z3OPDY2BjawePHibDZbKpUymczQ0BCEBlVV+RjZh/Hx8X/7t3/jEmvXrj3kkEPINUiSdPPNN+u6Pjg4+H8YG4BU+I1vfIMZ2EOa8IA3sF+OvfQw7O7p7Ows7Nw9VixlA0HPSy/94Y/P/T6uhqulfCwiJ2NKZyEbDngLmWRnIfv6qy8t//iDTCIWDQfDAW8uFY+rYXJ7lWLu0Xm/adyyMZOIDfb1KCFfTAmQkifauPXmWSs/XbptsJtgpZDVBKc9FQ/fefvcajnD1kMaHgpSUgu1NW9+8vF5SS1ENr2UT3QWU6T2O4upj5a+/cyTC6iMUkKeTFJBkCAa8XUWU6uWf/Di88+QnIadQHgXkd1dndlHfnt/R2sdWcxsSu2u5LCCZO7vuuOmVcs/IMkqOAdkUmW/4+n/mt/esqWnmmdvJT1MrOlxmh68/57ergJ5cb/HWshqyBh3V3IrP1365OPziE2FwWaPLheSmzesfO73T8A/h3GNeAvh3UsvLFyx7H1KBMF+NaMrcW9X4XcLHlr20Xuk/Mkfiwq6bEp94rHftjVvpgAvGvEhFgT3u7Vp04J5D6hhb3clBzMDSgT4eUvjxnm/+SUzEzZkZbElyBE+9cQjAa8tqvjThroiEPTQQPX1RS+8tfiVQlbrLKaYc4gaQZ99ZKjnV/fd9cbrL31+wLLfUchqLz7/zJqVH1VK6WIujjvVWUyRGs+m1LpNq5947LeZpEIGHYsI7FHKJz79+F3+SkNeskg893wmtmLZ+0//13xBJmCxkSkY7K88/uhv1q76uLOYggaLkibkzaGB6pzZP1r56VLKBGq5DpjAZxc+vmXjKrLpTBTFeCyDx+b/WjMa/wDnMJ/lQnLFsvefeOy3NnOzmA3BYKVadeFTj5YLyZji7+rMgqzA1Rjb1vfqS8+hs4Sx53ZwGYe3di2Y9+BHS98R3ZIAqAS89PIff99Ytw6/ipqIYi7Oaxjw2h5+6D5eGdxorgs00t6yZf7Dv3La2vq6i4BhmtHhExLGU088AhkFLwFHhzn5+IMlH7z3JtgGmR0IK0Gfo6dSenTeb95e/FqlmIOolEvFy/lMwOMs5zOxiPzHPz73/rvvd3d3y7L80ksvXXHFFfvYp2DevHmnnHKKrutDQ0P7WD24Lwf5bEmSfve73y1duvSII4647LLLJk2aJIJ7VVUnTZrU3d09MDBw/fXXS5J07LHH0rPnyiuvfPjhh/k6lL3Zs2efd9551Wp1cHBw8uTJ99xzT3d396mnnur1enfv3n3fffdJkvTmm2/quj42NvajH/3orLPOev/99zs6OpYvX/7CCy8oiqIbWoTt7e2SJK1Zs0Y3yATbt28fHBycMGGC8J9uu+02SZLGxsaOOOKIgYGBXbt2NTc3n3DCCfxVkqQ5c+bohjewYcOG/TJj+3gMDAwcd9xxSEvtwes84A3sl2NPb2C3Pl4sZbW40tfflUprTpf1if9acMP1125atzqlqRB6c6m4226JBH3FbOqxR377+IJ5XqeNJofIEnsc1qDXFQn6bpl7w8svPKcpoUQ0EvQ51bAvFQ8DWjZsWXvZtAufXfg4OyAoKNAlOgTXzryitWkTuVIsCqI9McX/yYfv3Dznus0bVlLWjDMhWvIsmPfALTf9ZOO65aKtnGp0x+kspl56YeHtt9zA5hsz6vvJF6QTkZ//7Lbnn30SCTa2OSrjAbe/M+Xs5599UrAZMMCYlpWfLr3z9rlL3lxEfReoAEzsTFL55MMlM2dcJjZ9xehEDKP7heee+uH0aZvWr+ArouYQlPitxa/cevOs1qZN+BxsxESiuXT0nrtumf/wr2h7Aye/s5iyW1oIfL/9zbN//aufC2ZWzFAMBCG/9eZZ7y55PVzTRwr8PBUPNzdsmHvDtRvXLeeX7Ozo6sQU/5t/fnnGlT/4y9uvxQ0deyJan9vSU82//carP71tTnPDhlw6GlMDMUPHHj2ohx+6b8G8B+yWFnLwpGYQCOrrLl427cJbbvoJNoyLClQjHHQ9eP/PFj71KIQJwGSeO9Oycd3yG2dd09a8magdL4EkkaYGnnrikR9fc+XKT5cy/wAhCFJVSuk//uHp22+5ISK7ydAjOQUCn9RCd//05pdeWIi7JtI0FLhWSumzzjh53m9+mTJU+sHYiZVt5uZ77rrllRf/m9iX7EPI6NewavkH0y//D8j/KA4hqAWNY+FTj97wk5mffPiOYJKSpcL0Lv/kvZvnXNfRWqeGvZVSGtgpbAhNPvzQLx/57f0kESKGPAaofjoRuejC7/zinjvxO0HIgPqBym6ec92SNxeB8HNHQAh+j7Vu0+o5s3/UVL8e7yFmNMAE8393yeuXXDx16btvyEYfB15YEmSbN6ycfvl/bFq/AqYkz1dUDi986tEHfnk3pJyE0T6RwZfzmeuu+eGtN90IHklJcyIasXa0pjQ17Pc8/tiCBfMXxONxOhpPnz5dVPn/7SMYDEqSlM/nR0ZGECPSdX379u3/QykeUWH48MMPg6gTUvf29l544YXXXXedpmlf+9rXtm/fbrPZJEl6/vnncR10XZ87d+7Pf/5zvg75/yc/+cl55523bdu2Uqn09a9//d577x0dHZ00aVI4HG5ubpYkiVgZ2Pziiy8mZaDr+vr160844QSTySQId01NTRMmTFi/fr1u9ETgk5IkPfvss7quDwwMnHnmmWeddValUjnqqKPAG9asWXPMMceIT9ZiA5zqX3TUNn/iB1gRoVDo85mdA97Afjk+jw3sKJVziioPDfcXihk55LNa2yn5pRcRgoM2U1vQ64qrYYelw2k1ZRKxSNAHgkfT8UjQp4YClvYWm6kNtCAc9IQCn3W0Y7MA3CZZiKXxOE0wDZ22NlNbPWVvpAbkmlZslE0L0hxbFdVreBuWjkZ2KJBSOFbE005bGxVNMKfEmYlgsMGRmt72YhsNG5JqIvnN1kw9IWMgk41xFSlk/nEJxWh8x5BwVjgzSC+4LmC1AKXBaRkbSWuRU4cwTyAlOOGIIOXS0Y7WupghdYAvwjxTTiZogKQ2IoZME2A7PYuppOfMoOiEp2hHYidIGXAGrD6t7ZgKXCJcCmrucbBwtkgtIwnAeQRkzbB56CABEER4XmDRwowRfSJ9I85Mqoiv03APQGiPMUdkN7kSlhPYCWuS6BZhoniNXjJQNlkqxizK95lkPJWI7EZcgV8yISJ7pYQ8PGIokDx67oi/kvKIGG2vWcM8+mjEZ+loFHYasgvtD0hGiGFwQtgzAa8tn4kFvFa/xwrSQ3WlODPJJn4WyxgWBbNKYap4cCxU5oEriv6WXFSQDMgZxRQ/9cNMLBmoeDTIs8On5KI8jnDQHfS6UB7MJGKyz41DQLUhCcrW5kazyZxMJu12+5///Odp06ZBNPvbBzb71FNPJTuu6/r4+Pjw8DCMwsHBQdQI/olDgOq//OUvdV3/8pe/LElSQ0PDyMjIySeffO+99yaTyUMPPbRarUqS9LWvfW14ePjBBx+UJCkej1911VX3338/X+cuZs+e/dWvfrW/v7+vr2/y5MkQHc4888xUKiVJ0sSJEx944IEXXnjhhRdeeP7559euXStJ0hVXXPHKK68ceeSRcCSF1Qcb+PDDD3VDihG/57vf/S40hYsuukiSpMbGxmKxKEkS2ZNNmzZNmDCBM0iSdPvtt+u63tvbK2CGf9FBDeG2bduGh4e5hS9/+csAJ7t27err66utATngDeyXYy+Zgnwh7fE6duvj5c58IOhJJKLFbApaQEpT6VVYyCSRAcml4mgPUIIIeJBPJ/gA3YycVnNKU2JKMGR01WOvB+YlSa8ZGn90niU1LjKpYLD8lSCJUAzzL2ReYHIhQ0S8SPwHIMlWDumdgihRFYY+QTjowk0JB114EqgFgMQSV+EHoDBI4Eh1X9QQbAf5JJ4TyDNlBaa2eqSB8EIIXqlnExAxAoUEkflMTDXa9ImkRsjoKcx5+C+8LZjwst9Bpz6P09TfU2JvrWXSgRurYW8hq2EPREs9Bo9xIv6mwQwTCxaNUe8spoAiCBMFvg3zEXlg3C9CQ/hlUERTRq/FaMRHkYWYRhITaOJy10mjWw/LA5CAdInAOXAoEzEZ9UBSUTxuAm4K+dCJoo4xbChY0PSvWs6gb0Hoz80C/st+R29XQVDw8MAEuqCEPN2VHP4EuL0ImqmTBN7nB9wsWjHxLlTLGVQuwBtIurMUySwwOTgxvDtJoxUnog75TCxm9ExisXFfvFksbDwqliXrDZiBOcezoZSXFMZnQXkhKbixcA9RLkL3AvAMpQcaUCW1EKuCZ8EgGbxI9nFRimDJ4FBJCx+TAbPIecrFbEINBYrZlKaEOloa42o4m9QINrJJTVNC4aAvmYxF1aiqqj6fb/HixRdccIHoPvx3D2Lc+fPn64YAzsjICNJ4+j9bc0gs+4Mf/AAdocWLF8+aNUtV1fHx8QceeODVV1+VZfnpp59uaWmZOnXqsmXLdF0PBAJTp0795JNPnn/++SVLlui6PmPGDHL5r7zyyn333Tc0NNTT03PPPfe8/vrr/f391113XW9v71lnnfXjH//4yiuvvPDCC7/3ve+dd955uq6/+uqrxx133KRJk84555ympibaII2Pj/f39/t8vrlz50KxJDPCUHO53LRp00466aRTTjnlxhtvHB0dLRQKc+bM6e3t1XXdYrHMnDkThaIf//jHv/nNb3RdHx4ePu+888xm8z8xP/s4h+Pj47U4zTvvvHPkkUfmcrldu3bRyqH28we8gf1y7IVFmM7E7Q7zzl1jiWTUYmtXlf9XUEgNBYJeV8DjzKXi0XDQaTXF1XBcDdvN7XwmEvQhSJyMKS6bWVNCiuy3tLeU89mYEkSZBJK809ZGC1rsDfVgGC0RqWNRNDVAIEjlOmGl29GBHA0kOIRpgZ2xNEJTltidhDH7OJExymjEgmRV3Y6OVDxsMzfzV6etDbyBjADV56IoUZQ7Eu8CaUB/w1PhFqDsQVx32trwe6ymJuj33CN7NNkKuFqgwZD4MHiMk40yZAi6gawSHRLRUupWyGpAC1g45kQINGG/+SvnR5sBnAaVJO7C0tHIBo0+I9kHAkcECkWhXdjos0fGB1o4bSfBGxAYsJqacICof4PWDgCTTkSQo4b0wJwQTQofiGeEoWK6ZKPHLs+OcgYy616X2Wpq4hGwohiAUqPMz5jRSIAxByMBvAHaAScBfBLaCRjgREw2tzfk0lHuGneQp8PPOHPUE+KpiH6DRPAYVFiHgpeH7EHM6JgMVRMbjFNCNiGdiCDDxfDw6ihg4aJ8UZD5cQLM7Q3QaJBtBtvAbFP6KEi7+CIsALJjUEQ7WusUQ7MLJqCoa6iWM2JNclpcOtYMN0t5J2WxKEWK94ImFzwd5TPBibDLZvY4rLGIHPS6itkUysQEJLLP7XXZM6m41+N1ezyyLL/zzjvnn38+zXD/3sa3C6jZbDYfdthhsOuFQv5eWwju44GOIT/XtuGpPWFtiwGBhH/+w+IrO3fuFG0O+GGvnYjz+byu6+3t7dFolI/19PTQCalWypd+jFw0lUrxG+SG9Jpmxzt27BA3Mjg4KAwwJ/zHJ+YfOGjlMDo6ypwsXrz4kEMOESJRO3fu7O3tPaA3sN+PvWADnZVCOBLYPr5Niyt2p1lR5HIunUvF6UKkKaGUprrtFkX285aW85lENMJbGlfDIARBr4sWR/l0IhGNxCKyz21LxSMCPlVCHqRyQFndjg5CH4BHtmPBHASejRlqa7LfUSmlsTTwkNmtsG3pRIRdhvQzOxFXgX1NMCdwTj7GDpWKhxE1AvZHGcbrMjPgSinNhot9RSWGAkiy+NgtTAKZUZHjr5TSgleIZ8OHgaA7iynwDBFaQbpGqQl1W+Yk+lnfdzeQu1CDqY3YMNLYJJwk5lBUe9O6KZNUYFPyJ0wjFhfvStQZ4s1grsCTc+moUEpm08c2m9sbELQhN4yrwb3wZIkgYT8wGFSWvS6zpaOxXEjSsk/A3SKb43Z0iP65WFDBOIvIbkSsQSA0NUBWJZeOokuNcCElCdhXMY2y34EXArNVZMEZAIsHZiJPk0fAMvA4TXZLC224SRxwZu5OSGpmkgrZAZY06wcHQkgPYSxx1FjJ2ZRaKaUx0nhU4FIkBYI+e29XIWq0DuK1IjOCxWVVMIfwBCE2epwmljHgGXYX+41TK/S/edGgsOBx8t7hlbJm8GgZIXW58CuF84ofg2vCKyB8DqIC4dzw7HhSmtG12es0OywduVS8t1qOq+FYRA54nEihx9Wwz2V32y3xmJpJZULhkMlkeu211y666CKfz7cve193dzeS+LlcTpKkl19+md+DQu/atavWPP9Dx9DQEDaV/9IWiBPSTZhQu7+/Xxjm8fFxehcNDg6KzgX8HteBUxHTb926dXR0dGxsrFgsopQwPDzc19dX2+N4eHh4586d6PiKXoWcgZpDgu/aLou6rvMnHBTRDgCSAeKMjIdOTvuuz/hPHCJTc/fddx955JGNjY26ro+NjQ0NDSFAVPvhA97Afjn2whvo7unM5VNbB3sTyWgo7A8E3ars51VUZH86HiULQNIO9kA2qdFSLKWpNDMMeJy48NQg+N2OaCRQzCUId0TEwA4oeOmaIT2L7QfcVkIeWg8IIwH5DswZTji7MymDqCEFiF1MxcNs7gD7WHGSBfFokKJ/scuDWKB7D2ZLaMVfKcoS8v5A0NQXBI1eCYDAAhsX8ZnsdxArKyEPBdYYeFKqFDcCnnMScAhwVC6H0hzhe9TQRxLUbkZSyieQGWAOydDjIvAxphGzBNTPtsvtRGQ3HAWgGgjwOFhCjR8bjMggDgdovGb0YhYTC1Ys8iD8HtgDjJr6BbIwWGu622EUIScyJ1A6BNUuaPRUZMwBo8sflDQ+kE2p2EsgHDwS8lCJmIyjye/FUhStd0AUGBWDEQ8lGvFxCTxCKvIBM3DyWDO4VmTuuQuGRD5LMdS08InjRgts4S9CKSDlgT3OptRCVosYSkFBo4ODbOhwI2OFT8CwyVwgTlDLoRGdEXhTcPuw7oLamTDkKckckVvhhUIwlFkqZLWkoWkYDrqspiZWKcuVG4f3oIQ8CD2RdCAlpxiCWvjrvCAIOeTS0XgsGPQ5wBeDXlciGmG3ScaUdDwa8DjDAa8aDng9Lk3T8vm8xWJ54403Lrnkkn3RG8CcwKvXdd1ut5911lnf+c53BK6wffv2f9ob0I22gUS3NDAUrDcuTfg7NDQk/AC69A4PD4OQY2tHR0d7enrQ4sUW9vb2YqcZ+ejoqNBUHhwcBDMYGhoimsfbwLpv376db+Hr4C6Qm+eXyBiLesudO3fir+zevVu0Wt6xYwcOjcAq/nXHmjVrTjjhhHPPPRcAo7u7G1ZHV1fXHr7IAW9gvxx78QYoLBzbPhxPqIlk1OE0W9paUCNGAsxlM/M2JmOK7HN7nTY1FKDlsSL7IRZEgr7+7kpHS6Psc+dS8aDXFZG97N0xxe+wttJ3lQgpIrv7uosg5AihVEppeNfsucJFgDGHGAD5SJhHVDQBEgR9dgT8RTk1UaDL3k5/FBrRyoYoCl+MKf5cOtrSuJHtiTNzdRgAxVy8btNqUGL28YihpY/XwoBhJPAZjAeQuOhsqxoNcmoJkkLAn+iciwKfgquDdZODEDhtPhMztzeQEsboCv4aovH0dEAdD2stsP2uzqzV1AQUDLNBM3oekvNubdoklPXALTCBRLSNdesE+Bwxmt+g2IhiHfC4YCqQsiH3jM0GgOEGQfvVsLe9ZQsFHXyxllEIT5CgE0gJ4gV2CMPT0riR81D8yWrBC4xGfM0NGzRDd5IxE/IODVR9bktb82YhRfWZNYoGAUVIcGCMCcQhZ+AlrF31ccgQAwYRAUQhwKVdMpZbOJSsCk0NWDoauXeWUMTQzyaDRjMCVikJDuGshAJOTC/wA84BWY9MUqGChilSDCEgDHMhq7W3bKG+A09L0CrxroSgEI4mkTpOHiqTUFWiRuNN/A+e8sZ1y8UajhotEljwJAJIulFDazU14YjjxJPJ4kmJVz4cdHcWsu3NDabWpkImiZwJfVLgKeeSmt1mdrncaPN99NFH3//+91tbW/dl76ttEKzrel9f37333itJ0uzZszOZDL/E8ukGx5Cfa7saip/Fx8g1iCIFPoN15zMkKWDF135dSPTzXdEkCS9h9+7dOBaMGWNc62GIRohCw3/Xrl10/AM/YDyi+QJyfpxNDIn/FcPQjW6KomsAn9lj6v7uPPMtRiVQE84g3Jra29E07corrzz66KNhYupGGkVkcPaQijrgDeyXYy+ZgmQq1tLaoOu7Q2G/osrplNZZyKqhgLWjFRFin8sOtScWkelinE1qZAdCfk80HNSUEM2OYxE5n06QOwh4He0tdW3NmwnLMOrZlIrRrd+8hp2ROmzBhMI2g2qqcZQAACAASURBVFJiXOFeoXNOTpfWPmyR7HeZpOJxmkiiA6t2FlPQFFRDVxhqPSERW09PNQ+5PZeOkiWldTJQp9dlppEuvWJRniGYpq6PejOuCPZLUAUMKzZf6F1tzZuFLA+WjN0QyRcQVHrQocEnWuawWccNTcNyIckODh0vFHCa2uoFIwzDphiyd1hi4WpEI77ergLEi4jstnQ0Cho/CgF4Y2D4UCBh2tOuUJhV0F22dbejI6mFyLiD3LQ2bbKZm0F6MKXUMWJv0CCKRnx1m1Z3V3KI6qhGMyRROhEOumhgONBbVsNeq6mJR4md5lGCx4Baux0dlo7GjtY6wmgSH6JTpah8Y8y0KUKnkjC9qX49jxUsHaFMfAWeAoLKtJmuljPVckYoBDNm7Dr5rKGBKuJaitFMAY+BiYKQz5ih/aP/2N9TgldBHkrwP3gFhga7YbfAmUDSB44h8TopKlw0nAMg+lDA2dddzGdi1O9wOeFi4sJizsEzKEthknlbcQpJYzEP4aCLpBV8W0SQRNWG8KfJtvBaCRYLqSJNDdjMzYh3QTohXehxmr1OWymXLmZTcTXstJoU2e+2W9x2i6aEPA6rIvtjaiSdzqiqarPZnnnmmcsvv3zf+/t9/ggGg7Nnzz700EOfeuop8cv+/n5MMgE01DycAzB8/lfY3f/5vvx/zTE6OopnI1wf0hNMXU9PD78fGxvDlent7f3Rj34kSdL111+P/JG+Dw2XD3gD++XYC4uws1Jwe+y6rieSUUWVI5FAMqaQDgh6XUGvq5RLJ6IRl80cCfry6QRWPxzwUlAASJDSVJC9TCKmhgLRUEBT5Wwq2t9TVAxB4q7OLFBnTzUf8Nr6e0qkWsl5J4xmsjDyiDnY3Pk6xoadmviDqEsxugOQhsAqY9fByUWythZyELj61r5O/oToCrkGEYuDIRPGAe/3dRdt5mY2d4h4IsrBtIBPcDYGn05EsG2a0f8Nnjm2hzAOkBa3QAjmYBqFABEDAOQXWi5YRCxcIatRPoBBjUeD3AvQuiCOCcYiLgsBKOgCrE+/xwpBjGETQHOhsNE3ASQGnoeI7KkOIIfNmdOJSHclJ242HHSBwHcWU/wV3ih5gYjRYyIa8ZHCwJfq6sy67O2aGhCCxBFD4le0FALSD3htGBvmipwFYxbYg6ieJ763mZs7iynEB/lTPhPr6szm0lGwE+hvBLjcLzMAIwGzKkoiY8pnHRqr5QxOTDoRgaPAgFknYt1yZsrzSKMktRCwEzeFK0MbTEAmsPfOYgqnGQcXLSkBn5ASAsthJfAuuOztrATieMw2ncEBwHDWCeJZGPianBZGAok/2e+gWwHIB2+EODNjYFXjcbK6Yorf1FZPTgp3hzedM6fjSi4Vh5Wc0lQKmAWLUJH9mhpSIqGYGnO5XX6/f8mSJVdddVVDQ8M/txuKWPxPf/rTaaedNmHChIsvvthqtQpQeuvWrSLs1g3qu/j6HuH+gUMcIBMjIyM4B8PDw4IWAFSwe/dur9f7n//5n5IkXXXVVQ6Hg7/iIvxd3uIBb2C/HHtRH+ru6QyF/SOjg6mMFor4H3t03v33/szvdpRyadnnpmUIAEAuFX98wby3F78WCfrS8Si8gWRMiQR9Hoc1HY/eetON9ZvWa0ooFPDGlGA8KgOWErBOOfeszRtWEh+Y2uoxPEJveO4N18KsZtdmKyFpumn9irt/ehMbnMdpQtdP9jtgxi16+blf3HMbcj1sQ9Ri4Rwsevm5p/9rPtaLM2uGGHCllL7tP2evWPa+pgbomEzGHQs9MtTzjbNPR1+IwYDZaoay7OzrZ9Jbln+ib0ImqTTVr7925hXE8XyLrdnvsfZ1F19f9IJQkiGgx1kBUV/+yQf33XtnOvHZtotGHtnlUj7xyG/vf/WlZ4FbSAYDqpOunn391U89MR8en2IUxZFKUMPeX9xz++oVH7IRMz/YV9QGr515RSGrIRdtNTXB9SPOXrHs/Ztu/PH6NcuYBJ4OJlxTA4116+679w5sAPYYTwXO+bMLH3/isd9iYIQqpaihv/P2uQ8/dB8mRPD2sZQxxf/oIw99tPQdvC5yMcJBpP3uTTf+OJtS7ZYWVIkEVBCR3a+9+vxdd9zUVL9eIDTiu+lE5L13/vzoIw9yXYB3ava8LnNfd/GuO25a/NqLGFGuBXoBPnH1VZcsevk5PJI9xhwKOO/+6a3m9kaMZUzxlwvJbEp1WFvj0aC5veH6a6dj41lRrAqYE598+M7VV12yZeMqvEAYCZjkTFLZvGHl3T+9WVQVktjCje4sph595MFFLz8niA4JQ8+H0obZ11/99H/NF9wI1rPIYf38Z7etWr40FQ+TGcHd4ZNOW9tPfjwjYegRibpEWKVrVn4067of1m1aHVP81HxSN8hkOqytt99yg9PWhn5l1CiOZVU8/+zT//3M48wbTlgiJscUXyjgyqXit8y94YlHH4mGg4VMMhGN0Bw15PekNDUeDT+24JE//elP3d3dHo9nyZIl3/72t/e9wrD2GBsbAxXHUI2MjHR0dMyePVuSpPPPP//BBx+02+3iw5j8sbGxwcFB4to9pHIOHBwi/aHrOmQF2IiCk1EoFJ599tkpU6ZIknTNNdcI3gaSUJzh707pAW9gvxx7egO7dm/v7ukMRwK9fdVMNqFGQ9df96OvnXxiU90mpAXI2Mk+d0vDlp1j2665esZ111wt8nkwBrxOWzjgHRveeuhBBz30q/vIJgR9zp5qHrYdIZQkSY8+8hCs+M5iivQ52VBLR+NBktRUv55yakwLIZGmBl579fnDDp7gtLWODPXAfNYMOd58Jnb9tTNOO/nEVcuXlvIJCplS8TDK9v09pd/++hfnnHUaovci8S8brW6++uVjH5v/a6rvCJswGDHFPzRQkSTpvnvvFIQAAF6GZGqrP/boiauWf+B2dGDhsEPwAz54701JksiAiAKHTFIxtdWX8okHfnn3F4+d+OH7b9VWkbns7Q5razEXf3bhf/2vM79GaRwbMXxvhIHP/9Y3b7npetLGOAHlQtJqavI4TfquEUmSrvvR1dmUSnk32DvVfX6P9dz/dfpTT8zHlhNiBn12c3tDKZ/YuG75BEly2lp9bsu2wW7CemosuzqzL72wUJKkxa/9ER4DgHDQZ7eZmwf7K395+8+T/v1o2hiSoeiu5EhhVErpm+dcN/v6q6nWAxThZjuLqUop9cVjJ57/rW/m0qpqtKggwQED8XtTv/2Le+4qFxKUtBFYkyXJZ2KffLjk8EMmgDOPDveSa+ch9nUXf3rb3IO/IK1e8SH3wpgDXpvV1LR9pO+hB+47e/JppBtUQ4JCCXnamjf395TOnnzaY/N/DchPpQk5kWo5k89EJUm65aYbhDiEUqMf5XNbTjnxK6++9IdqOZ1LRylUATPIZ2Ifvv+mJElKyI0XhceA/k804vvvZ353kCR9/MES4cyJqplMUln08h9OOuGL8CRAzsA5WG9XXnYRZhuXhXeHCgh994gkSVddcVl/T4m3g+tSlBFTfGdP/trvFvw2aAh/JQ3RYpu5ecvGVUccJjU3bICpA8TCisqm1Df//JIkSX965Q/ALfyVTFNSC23esOrfjjpiw9pPqW9kBZIO6+rM3jznJ9f88HKbuZm0GhPodZkV2Ts80Hvs0Ud9+7xzEDIxtTbFInI6HrW0t9Da+OofTv/J9dfT0fijjz4699xzBcL8D26Fu4jswbHxDHRdTyQSL7744sknnyxJ0oknnvjQQw9B+hOyBHyXyjd9H2Dt/18dgv2wx9Hf379kyZIjjjjioIMOOvzww5csWYJUs24kF3bu3Dk0NAQpEtbC37jKAW9gvxx7zxQ4nBZd35VIRuMJNRz27xgZotKX1mFQBEq5tKW9ZWtvV0+lRMEPyQK4hEGvS/a5Rwb7eyolRfYrsi8ie8NBtyhyyySVgd4yGDK95qCsC4r70EBVsPxEGp6dIp+J0dClfvOafCYGVoyBTMXDA73lbEoBtCdgJZ5LxcMkevt7SjHFL/oohg25wIjsplqMyJtYXDHK070u864dw2mjFb3gOnFH2ZQ6OtwbMhquEClCYGRjHRyowB6IGH2QyUxD3errLiaN3oAA+9w1KWTaCxFmYeRko9HzQG+ZnkaUaeXSUbulBVzX6zJvH+mnG4Ji6MphePBgEN6nBiFhNPdjKw8FnOVCgrizpXGjiNRR9OvvKZULye5KTlTEcQkl5EGrbuf2QXBvoW0HzFPIarkaaSaCb/LQWP1d40P9PSWSIMySEAYIBZy9XYWtfeWO1jryJvgiIkPh91i7K1lYpa1NmzDMlLMHffb+nlK1nCGRL7wBxtzesiWXju7eMYxThUkWBZzpRCSf1QQwjiHEtJNkGR/tH+gtyUarQ8bM0w8HXUMDlWo5w3gAxrHKYFHbBrvhReINMGZAqWxK3drXmc/ERAGhbCgAkv5AAosZgKpit7SQxaD1Je4LhlkUVTptbSND3aV83GVvF6RU8SJEZPfW/goYEqRXxgPUlE5EysUUQh28mGFDKhH2IoQSKMCsZJGMS8Tk0eEenH5cIii3EHHo7QSWIwieTKDbbt3aW+0sZGMR2eu0ZZOa0DVRZH9CDUfCwZ07dmiaZjab//SnP1133XVI2f/jW+GukZERXAHUfGuVA3Rdz+Vyf/jDH771rW/RrfjNN9/0+/2yLO9RerC/+h3833ckk8mGhobnnntu8uTJEyZMOPvss5966ilqIMUxODi4a9euUqkkqgaEStLfOPMBb2C/HHvxBrS40tHRouu6FlfCkUAqGQu4HW67JZvUitkUDQxLuTSEgGRMaW9ukH3ubFJLaarf7UjHo+V8Bl5hNqk5rSa/25GMKZoqs1eSQTe3N/R1F+nqRo6W4IY9xeM05dJRq6lJSA5gceH3QWuH3zTQW4bKJBrhEF6LOjfkUNA9JDPNBkdWlX2KjIDPbamU0lR2gZoiK0vOuK15c2cpDf0NzFbsgGjd0AwewURRM0Y1oMdpKuYTzQ0bcIMwkBRoodif1EJkGYBkQdcxxmzTSN3hZECXo0kj6WqaC4gsMpZYQBH4WBhU5oTUCVJLUO7TiQjCvZVSGitSLWea6teLAkVq/3q7CtDEEC0Ao8bVoAoUooamBhq2rCWxDQSdS0cLWc3rMsfUQDqp4I7kMzFO299T4nGQAiCDoBht7njuuF/kFDDqEBKpjw94bcx8a9MmQPV4NAhrHXAevxBXCY8KGjzid/he7S1bEEOERwkbA2K/EvIgR4F4AEUZuXSUGhN4lBDm8beYZNxTRCOq5QyPIxGTqf1j/TAVlAPIhpKmyDHZzM2ZpEIaiN+wQoCCKHkAq4hGfIJSisokfxWFjvlMLGn0u4L6B42AVQHmr4Q88ZjscnSEgy4KN3xuSyGrUYwT8Nr6e8tN9evxxjDnvFyUFRSyGlxUqkLCRncoXrSgzw7VEa1M+B/4x+lExG5p8Rttl1kzqXg4n9FCfg8d0t12Sz6dSMaUkN8T8nugNocD3kw6abVYXS5XMplcvHjxFVdc8c95A+IQhQOCWr+HKfL7/c8888yll1560kknHX/88RdccMH999+/fv36YrFY+zFEBWqFhmqPPfgHIjUO2V5AFEKi4K8F2bVf0Y2Sgdpjj28J2aXPn0T4MbXiS3hFe3xreHhY3N1fn0hd1/VUKrV8+fIHH3xw2rRpRx111MSJE2fPnv3222+Lrol6DSqj12AJtfUOfzdZcMAb2C/HXryBeFJ1uW279fGYFnF77HLQm4xGyA6ACsg+d0pTFdlvbmtGrhhRwlhEhuubTWoACZoSQkRM9nmUkC/gtYJMel1mNiPq2gmXsSLskkRaQtyG7Yz4CbkCtg9iVpIFouQJx0LUXsOmxizhGZCoBg/A8IsYV5Ta8122J0hV7NSi6BH0tXbAhDJi5GFDXBZElIhfrulcAI0LHDWdiAgKPZA+ZxaoCRw6VHqUkAeTjGQT4ayApqOGNhyWEkSBz3hdZnESEVUTl0OVx1eAywkdkjAO2BayBeG+0I0GR4EyBslfpFEUo8tD1BCQxhTFDMlnAGEBLAcN5UHAAIJInlfEaGfAx1Sj0Q5kUlAfjCvzwGPC0aHoVBDioobao6D7EVILvqfB/vPzRW5NTJT4QVTHCa6cqG4QtTDAQjjB+GdizYAf4HGGjY7Goi6RqQAnE28HUIdiqPfEjSYRXBfMjGwCcTlvjUD1cRPtlhbIsA5rK86Bz20h0Pe5LXxXgHA8AngAnIRslFiosiE4yJtSWxFKjgAciIYFtUiSUI/ABcQzw3/lpQgFnDHVHw64vU47tc0BjzMWkUN+D0oDuAUeh1VRQpFwJBgMejyeN998c9q0af86xdzaY/fu3X19fbIsL1y48IwzzqCP8Iknnjh79uyPP/54D7G8Pb44Pj4OBj42NpbL5bD3omBh69atWMdaKj5iQeP/+zEyMrJt27baD3OqWlcAX4HwmoPf1B7C4RgeHqZWAo0BtA1E8eH4+PjWrVupERgeHua0wofAeI+Pj+fz+aVLl958881HH330F77whS9+8YvXXHPN008/bbPZUFMQU4HY0f/8WRzwBvbLsTctws6CFle2j2+LxsKBoMfttlcK2ZSmBjxOpAWSMUWR/QGP09LeElfDgHiK7Jd9bkX284PHYXVYOlKamkvFYxFZ9nlkvwuSFJVUQgMnFQ8jfgcTjZo9zAZ7H8CAyO5TkQX1STE6uxCpUFVIjMLWD5abiMnUbrFpCtq2gEkJx/nfTFJJJyLspCjSxKNBh7UVjj1hIm1+sFuiKgyQg2vhlPABWviAE4hqCNAFkSRGZY/0rWpoMhLLwiWMGUJ4RIER2W0zN9NYiNa0WEcsHFEjcAKliZqhFcgZwD8SRksFkc9WDZk8utoUc3FS78AnDJ4+QFQYMpiQ0daIXkfwEKkUxaqx6bsdHUgOCDKjsNZU6yEqRZBKdVzckPglDQQMzoIRJWqK0cUKuSTUdrlQNqVi6hgV7QaENwbowphhMFBYAaoE39Npa6PUIm7I7OOcJQytYvL0jBlHLV4jwIedg1LAHZH8YpHLhpgS4+FdAMvBqAOe80TwTsSZ8VrwfljkcGyZChij8Pt4laCqhIMuu6Wls5iqljO4awIGCwWcVlMTrw+RPQ8arh9LAj8MeiwvKYgOzw7oAh8XsAQ/G3JGwGvrLKZY2ExUwlBlxucDQsCDFDIGDlub225hG8kmNVqnKrI/EY34XHa/2xEOeOWgP5VIJhIJi8Xy1ltvzZgxo6Wl5V+2XX7WSHePQJYjHo8/9dRTM2fOnDJlyhe+8IWJEyeeeuqp999//7Jly1asWGGxWNLpdK1oD2aVn4eGhjDYouUgB+ZWXHSPuB+dIgy88An2GDPgBBV9o6OjQ0NDUCJqD6J/roWKkfgMPQ5AAmrljXVdL5fLAwMDDofjk08+WbJkyR133DFz5sxJkyYdf/zxZ5xxxty5c1955ZVEIlH7lVqphr1CF//cccAb2C/HXryBarWUSmtj24dTaS2RjDpdFkoG6FZMqaEi+8MBL92MQO0oMkzHo4gNRMNBfqMpoUwiltLUaCSQTiipeAjTSHQC6I1FhDBISITBY68kNBGeAbFL0GcHjGXHAc3GgcCOijI8sctTVUUQQ84VjIETEjyxWaP9jhnDomPVMEjshgTKBHnsxcSm7J7U8olCRHZeksF4GKRsCSjZ7pkTNv200QgONCLos1fLGVwlMWbsnMihcDlhFaDNiyBSfABuuUhRM5iE0fOG0J+7w6gD5JINCRsd/0TETNAfM/pIMdsYGEiaPFZ8NTjtqqHsS+BL2ihiyE5jBrjr2oq4sNFZMamFEPnHdySDwNPBaFGCr4a91BkKRghjFkV3ooTV77EWc3EmE3eNMXN3/BPSDjBCirk41R/E0MI9VQw9waihbpQw+lDwV9wg7pQKQ7/HWsonUHXEfuOvQLEk3BePSUwjgyc5wj2S1KdsobYMkjNTrSege7wo1LvxcrgKtQMAaawx3iyWGYuE1c5dcF/4GQAV3CP/wGzwMxgh8w9fJG5IWpHkwkXANyWtEzc6RlKjFA54q6V80OtKaWpKUwuZpM9lZ8Px+Vxej69YLNpsttdff3369OltbW3/su1yl6iI0w3B/1oKoTjsdvvatWvff//9m2+++Tvf+c7RRx8tSdKxxx579tlnX3fddT/96U9ffPHFjo4Ol8u1xyVE6IzIoIi8Re6g9ti+fTt2Gs9AlDjWHiJ8B////En2cD7+xu23tbWtW7fujTfeuPnmm+fMmfP1r3/9xBNPlCTptNNOmzJlyj333PPWW2+99dZbmqZ9ft7ETYFM4H/8Y7P/148D3sB+OfbiDaQzcZ/fNTTcr8WVmBZxu23mtuaQ35OIRqLhIA1G+dffXfG57B0tjel4VKQSFNmPBlE6HvU4rMAJiWhECfmCPgfIMJujzdyM7RE0t4DR9UcA8phAxZBxFfkC0fsuZnTsxU5nU6rHaeporcO+CmA5bHQYEgR1YarFmWOGBpzgXmFI+C6CLSK7H5HdxEOKUSGNlgu7GPi5EF3ntLKhRU+IicHmoqAjmiHPHjT6NSPYYuloxFABhGApsT2khzFailERjp2ga6JwCLC13LUoCASSFdMYNfTjgEOYEwbJeTBLgrQYMVo8MEV+j7VcSAKHhA1BG5E34Tz4ajxEIGWRSiAeddnbcXoE7ZFTpRMRxJcw/JwZhAl7k4jJInnE+WEJUC2SiMntLVvihhgUIwft6KnmMUviZgVlD48BCIc/ASbR0BmaKlgX38VP5X4hVSBUhe0UBH6WLrg9HyM9gavKtVANEikncebaz4cM8T6xkgXJlJwR3o8AadAwsJqaoCOQNmLGcMioruS5Y/IFeh+taf8txiDyMiRxeAVUQ+CLSeBp5tLR9pYtvAJ8kWwL5RUgE8JRwHv+LCSIx3wuu8tmRvI8Gg4iauJ3Oyh4Dga8Nqstk8m43e5FixZddtllFovlX7Rd1pphUHohPAzI39PTg3muPegF0NPTU61WP/jgg9mzZ0+bNu2EE06YMGHCxIkTjz322COOOGLixImnnXbas88+u2jRojlz5qxevRrN4NqWvnsdz/66taGhoYGBAZCApUuXPvLIIwsXLpw/f/7UqVMPP/zwo48++phjjjn44IMPO+ywww8//Jprrpk/f/67775bKpX6+vpoqiT6Hezatauvr0/wHoSuokh81LogQu3xf3Ic8Ab2y7EX3kBMi7R3NO/YOapGQ4GgJ5NJ5FOJSNDndzt8LrvD0uG0mgAAQn5PIZPMJjWfyw61ByniRDTicVij4WApl07Ho363I+T3yP7PFMrY6dSwt6eaF5sagC3JVOJOqEnshk5bG1A2hge9dyj3UAKRZyHTWczFETXibFZTk9vRQSwVCjg7i6lCVhOYKrJocaPbkNCjBfmnY56IPnuqec1oqCgwczZfJAoEI0H8NWE0pUV0hQ2dv7J3ww+nLxF3hFRf2OizB96AX6KGvdgMEaghvMgX/R4rknmCiri1rxMWG+4I8y9QB2Th2f0jshuiO6mcmOLvruT8bgsZE4e11dRWD/6hhr3VcoZMR9Dos4DBY1q4HUGAt3Q0AoPz7AhYmeGgz241NUEEAeSAO4mb5XWZ8SqEkoFoJI2rJPsddksLpohH3FlMkaKGYI8qM8UjNFHk6WChg0Y3B9nvoNeOoEFAhWMaI7KbLhh4TgGvzWZuhkVBkE1fItwjj9MkyBy4oQjy4PXi6wAMYOO7Kzk8PJ/bYre08F2ebD4TQ5FJFDjwXc6MtJSA+vGTYFMCkOA88XWHtZWVjIdaKaX5JLbcYW3lxjHecE14lcg34WeD6pcLScWQXGQZ8zpQZwHRFf4Bb7QS8sQUv0iHAYf43BaHtRX+rKYGPE5TNqUicsUL4rC2stJCARetCwuZpMdhpQGKz2X3ueyaEgr5PSGfu1QqaLGYy+Wy2+2LFy++7LLLaoUB9u8xPj5OqrsW4hYahYT1w8PDojURejsCSPh8NFwoFFasWLFx48a6uroFCxb8x3/8xyWXXHLVVVede+65X/jCFw499NDDDjvsoIMO+vd///eLLrro0ksvPf/8879rHFOnTp0yZcrVV1/92muvLVu27OOPP37nnXf+8pe/fPC/Hx999NFHH330/PPP33777d///vfPOeecb33rW1OnThXnufDCC7/yla8cfvjh1PsdeeSRU6ZMufzyyy+55JLp06cvWLBgzZo19fX1y5cv7+zs/CtWZJdu8A3BIYBMkBYgE4Fngxyy8Az2lzzDAW9gvxx7qzDsLERj4bHtw+lMPJXWIpFgMZtKaSoqYOgSpjQ1FpF9LnssIvd1dYIcUPkjVMQ1JZRPJ9LxaG+13NHSmEtrqXiEJGtT/Xoo2cjQEljEjDZFoYCTZruD/RW2ctBjwiBK6tnfsUB4GCIiz6bUajkD3hg2lNIjsruUT7Q0bkzFwzvGtiJQQ6AGZoCpzqWj/T0lEOy25s2grNiJ7krOamoC4o4avXDi0SCfxDwP9lcIetguSepzNo/T1NddhCVeyido+IaNx7ISxoWNTj9YBeJ+sg8xo6VCrfobuX9RL4DDBLDhdZnRbxZ3SqaZDzhtbdVyBpXDhNHvEehCNXrzDG3too0TBMNaeKZSSov0jYjsoxGfw9pKG55qOYNHxUUFe7FSStPxjycOlA21jTCdfAfLQDMaMjF+kj5xQ+VQVP0BJsUUf7Wc6a7mkXygQTY4EHdH3prFBkLOnXqcpnIhScmlkB8GD8e9K+biCBry0FM1/a8DXhu9kUgQMJnizIS/CDfFo0FLRyNCQDwg1WiaLJ47ixzVwrjRvydptKDEKpPNoUhB0BvDQRdEDfoHCnFogd7zZuFeU5QrG620id0ZPFeEMiKgLEAsnInuSo73BZeFm2UZQ9SgToSzkTLgUYIbIX0h0DUeDfDDdTL46QAAIABJREFUQG8Zr5E1A3oXUwLhgDcWkQd6qu3NDb3VssdhRYAoGg6GA95I0JdKxfv7+kKhkN/vf/vtty+44IJgMPgv3jQ/6zKgGyL8gsG3RyoBAF9I9Iuv79Uz2OPQ/h/23jvKsupK86RnzfR0TXX1qprq6qou03JVaplC3iAJkBCSaBipSkIWCYFADjkkjISwEk6YhMSlN5CkgfQ+M3zE8/696+27z9uwmUniXcwfP+7uaClXr/kjm5wl4q5crCDivfvOPee8s/f+9re/7Xm1Wq1SqaRSqa1bty5fvnzFihUrF1yrVq165JFHrrnmmjPPPPP000//8Ic//OEPf/h973vf6f/j9d73vvdd73rXGWecccUVV6xYsWLNmjWrV69eeJ8VK1Zs2LAhkUg0m03bth3H+Z+MamGUv/CX8wuEhnALXn311RPqBCzkPJ6sZMGiN3BSrhNoEbY79Va79tLLz9Xq5Vwhfcftv7numl+YarFVC4jya2W3mE2VHbPbrN3+m5uWPXg/QoTIhQauRb5gqtv65te+vG3LRrWQPTLdK+aSjarLMQ1M+sH3vRMRNwJ3Oes5dy69+Kv0VsFsUHJG+v/gvu3f/PoXJWjutSsEJdR93X/v7Zde/NXRof2IHZlajjQwlWkrl91/5U++R55VrBHwb6vufeVLF+zY+jjpUlrKNqoOnLvjRye/+IXPbX9yA5VXHLJigH1HveRbXxkd2g+rgFOSv9Yr9v49W7/59S9S5YiFIOGdz0SPzfVWLrv/Zz/+bjI2wtHJwwIDBJ6+c9vGm66/GsYZZd+k8ImVf3vzrx5/dCW9ofWwjTJw/VSv/vWvfOHeu3472a2BimPhiHebNff7l39r+5MbpvsNglfqPIk7Bw/t/sw5Hyf6b9W9THJ8qlcnu1wLrF3bN333OxeNjxyE+YgtxJ3qNMsH9m771je+hPvFkwIJxCNDM5PNW2689rbf/BoIAfC5Fli4fWVX+/EPv/Pg/XdhtwDqsYWQPK7++RXLHrqXxyFwJ5OCDd63+8nPn/9p2ygYSgamyHS/AamtXrFXLrv/J1dcBiUQR03KHHrtytpVD333Oxd1WwFuAT5cp1mOR4aOzfUuvujCdasfxi0g2EWRGrv79a98YeuWRxmkuaBXNbSVH3z34h1bH6eJNkX8xNkUl/7r5z8LHCVwOqS8qV591/ZNV135w2RshGWFeSrMkic3r7/i+5dAevAdtdeuwPQs5RNPH5u66sofrln5IE8B7aYSClTP9BuXX/qNpUvuoEKVjIC4U56tXHXlD1GZZPIR82BnFrKxL37hczijWGsYBmTl9u/ZetklX58YPTQ71SL7A60HdzY2MfiLn/0ABowZ1mFSyHB0tnv3nbfcfectkimDa2KoGVPLT3aa37n4oltvvuGpuWnfNrRizrcNzqLAtUr59C+vueq2W29rNBqxWGzFihWf+cxn/r/0MPxjuo4cOULHQnFNfu8iTD/Vw/xfeC16AyflOkEPw2rNN0zlueePV6peMhW95ebrv/W1Lx/cu8u3Db2U9yy9Xa+kYhO0LPrtTdffevMNxWyKUgJ8dr2UL2ZTtbL7ja986fH1ayKjQ9P9dmxi2DaKwIDdVpBOjH36k2esX/MIpxLZRyoAlUJy6PCe737nooGDu4gLwcypGbONws5tGy+9+KtEh+QdYdFzyt98wzXf/uaXhw7voUMuUaBSSMYmBtsNf9XypT/47sVStEYmG0y136ledsnXN6xfAdTJSLT/3hpAe/973nnfPXeUw64zWCwBkL/z7a9t3fKohMuEvxyU25/c8IULznWtUjoxhj8E1Z/08623XPeVL12wd9cTBI6SFIBptWr50ssv/Qbl+xJHgpZPdms//+n3b7juF4jKUcgglHvfUT9zzsevu/ZnwAxiYo2wkczFF124ZeNaKbjAliSiw/WKffjAzi9/8fyKp2OBMKJkMVyrtGH9in/5fz7z2Lrlftj8CbMKDLN/z9ZLvvWVdGKM6JCJwrmZ7NZuuv7qO269gUaFgN4EzWopffzY1Gc//YnLLvmWZJ2JmElj20bhqit/uOTuW6Gps2cAXSis37Nzy8UXXSj9dtVQz4p0w3333PbNr39x2xOP4XoST4NLe7ayesUDP/rBpRIu48aBovfalR/94NI1Kx9kp2HJAk8fGdzn2srcTOef3voPN/762oqvkzswQ4FLuBc//N631656CHIl4T5D8mxl3+4nz//cJ4VyaIUKUYaabVSd237z6/M/98ld2zcRpvNeSvvqFXvX9k3fu+ybPDs8Bpwn9LV+dc1Pf3vzr9hFCxEyXck0au7Zn/jw1T//MR6wMDCkVuWyS76+ZeNaCkng/fHGXDoSHR/4wgXnZlMTOPRu2L6SgqDNj6/53Llnrlq+FB8RrIiMDLKbX/nSBXt2bgF8Ym9T9dNrV27/7fXX/+rn9PtwwkbVhWzM1PL9VuNrF/7rN7/2Za2YI0cJNzkZHe80qo6hXverax968KFOp5PJZPAGhoaGTvW5+jpdknQXFiGlgC+F1+9F53+swsmL3sBJuU6QKWg0KvHkxNFjM7V6uRw4lqn2WnU0iSuejeagVswFrlXMpjqN6lS3pZfylP8q+YyllTxLByqYnezaujLZaaZiE826rxRS5Lwpb4OpLiA2hynwLP871asj2Ic3ANxKjoDIkpOFSjxCClPL9bu1o3M98EnhBuYz0ZnJZjI20qg6zz8zB4tK7D0RjFJITvXqwMtHZ7uUeAFdIHDb71SpgCCCATmnQJ+Yj8FzlmFvMMCzUy3XKglT3dLzkbHDAM4gFiTawWnxP6RmstsKnn9mjrSuFgrNikWHQq8uUCaGm4YizVSv3mtXAJbBYzimJ7u12MTg7HSb9xL0W6EaHcBy4OndVpBJjpMEsY0CrQhhTT59bIqqDR5BD9vS5NKRmclmtxWQX8CHoCENHZYbNVdyz3wQStUYjKePTXWavlJIsrIiWkAcSQKI1MNCohn2g0AWdSDh1pESIi4/fnRSEgSARoy5kI1N9xvkgArZmLDfKTtMxUdnZjrE2awLqW7bKPi2Eh0fePWlpwPvte7JvEbqDB2zKN2DAMlJqIMH2EbhhWePQJcRMixLoBSSc9PtmckmyhBMslSQmmHHLB4BcUBLzyeiw712JZ+JHpnrdZpluBSimvAa9m4r7YZfLRvCPjEW6CeWXQ1ZTIpfSJQgQMnnzr/6HP4fKScSK7hugafPTbeBEPAhcD355zsq3TiBQNgYcDiA5ciyGWE17GtfH72YjI5P99ovvvBsOh5p1YJUbMKzdCWfob6g6juuYwblSjweN01z2bJln/jEJ3K53Kk+V1/vC+0BSUCcsGQA5OCPUjh50Rs4KdcfegOv+mU7lY69Ov9iteabtqaq+UI6oZfyrqkp+UwyOm7rSrdZa1bLmUTUUApjQ4fjE6P9doOmhRXP7rcbkActrZSOR/LphKEUHVPJZ2JAi7CImzU3HhkC56T6nJ7xUMFNLZeMjUhWG2OPEwDvDB1DKdmf7jeoFyjlE9nUBDB7r11JRIfBeDHSUO2yqQnIXxieyW6NcgOlkIxHhjhGtVIaLcKZySYHLqEwOX4iuSDsfEMGlyZ1JAtABSCR0T12x9bHCdR67UouHcH2c1ByhhLZg+Qj2YYNjk0MTowemptul8M+xZTPiQkHs2U2dCXz0ktPc75Xy+b4yEEEZAAtuDPqeI5ZHB85yMFdyicyyXEa6UKRazf82MSgVkpPdmuFbCwVHz1+dBKYF6oHaruUh5haTrQIKRWhDoLIu5iLP3t85rXg2NUoVcfYwFIEyqaOgKAQSBxHDb8NnwPiG+ZQK6Ux5DOTTeSSqmUzNjEIsy+XjmRTE08fm5rq1XFidCWDUiHFJkDZogHFWjOrYA8vPndUtB1z6YgWKixR+4emBR4qITubQZgobDZ4sgJEIXtQ8Q2UDGITg6JsQZDNrmCTg4JAteHxkf5lErRSeuDgLvp/MiEYVNcqDRzcxW2DsHk39JRmzU3FR6EQUkGKm4XTwO5SCsl9u5/EQSHlRCPjesWmbzJ9iTDnbFqIEXgq1NkKyNGqexSR8ifYlALYHD86yYMzFYOHdrMNaMcQeHqj6jarZVtX0olofGK0HnjdZg3O8nSvrZfymUQ0CNxMOl0sFh3HeeCBBz796U9Ho9FTfa6+TteLL74osoDzob2fX+ANzM/PP/vss0eOHDl+/DjqQL9XUvjHcS16AyfleuWV+RdfmX9B/tGeIF9Iz8+/ohulRDLiukbgWq6pNSq+Y6iFTJIawsC1Cplkt1kLXItvLPWHZcesBx61QL5tkDiY6rZMrVDIxski1wIrMnaY1Gm74bthJwI4cSCQKLSLuYUqT/gLZptLR8DbOXqICyFtURdghX1mCSvJUnMqSXJX5HEI9KUeXWq3QDWLufjE6KGnjvQlepb+MV6oME+uGlaBFFBVfAOTQHoexB65GxL58AR5rxlqAjIShgeliwbQFBkyOcCwmCKRQ5DG8HrYVVk4htwNBBv+AR4YHAWmBbgFLaDA05Gr80IJSIJ1sF+poXdCaRopPcc7ITUuOk71ik3dAZRy8sq2UYAnT2N7/AAyKSwrgaOICPEUwDBeqKcEA4BnB8UhU0CxycJMEEXwZqgyCWeNyQFgoPrfd1TRIpSEAh2xceZoptxrV3AfMeGsC9QWUvWkAwJPz6YmsIi4sAuZerRmBrzBi2VWeSVmW4QazbCkVrprsjlxbuB26EoGzSLwHp6OaUS0GAdOCIb4Mbgv1ETALUXwCsEoDDZhfadZZodI+Uw5bCWKzhKImlSF8KTKAuVm+DR62D1ZILFG1RGMCn+0FlhKMVXMpmiP3qj4hUxSK+YKmaQ0WM8mY7almbrJtWTJkvPPP394ePhUn6uv0yWmXeoe/1BOYKHoL3qCf3zwwKI3cFKul1+df2khhXB+/uXJqY7nW/PzLylqXtUKlql26lU6EyIrRLGvZ+mwB5AToF+RrStU/hQyyWI2VQ+8Wtlt1YJCJuWYCuQgvuqjQ/ufPjYFFE/wRADEsU51Fgo2Ul/OsUhBFAJ8hDIEskQeaMgTkXBwUyLPeYTE+rG5Hue4sUCkD9NIlRo2m8IniX2h6EvcL5X3lEvxQZ1mGfoChzgwOIE4pDbKtS09TzhrhjK3/U4V4JeQiA+lRosDV6rkpaackxqLa4S6QNWyOTvVSkSHBcBnhu2w76LEcLQXQnSZpDKHdSo+SgBHuYRtFBLRYVjoIi4LKCKWlSGxHFLxPzPZnBg9RJzda1cGDu7qNMuUnE316vg6gijgqdA3GbF9vAEpM6E8kkoHsiQ03eE+1Bli3UnlZFMT0ilASuopM5EUD0Q5xkx03mmWQXdIAB3ct73XrsQjQ/BJ4UBACxXBnER0GH5lNezI4IW9kjPJcUxpu+Fjyym4oOCT9BZWkIpH3kgGAZXJ6X4DDxh0h2mBp0I1bODpkkqAJVPxjcMHdmJWyRaR3QgWaG8barYZ9o6SwgECdCWU1MQDhjaBtw3WgnNZdjVQfb6GSiGJ+yXdsXFo2G94kHwozi6eGR9BYgsvB6ccIi1zmM/ElHym6jsz/Q59T9RClqbqhUwyl4qXXdO29Eajkc/nVVV94IEHzjzzzD+U9Pmjv/4nEf/C8oc/Pj+Aa9EbOCnXy/PzL8/Pvzg//1L475Xp6Z6mF+fnX7EdPai4mXRcyWUQIoQTAJ3Qt41Gxbd1hYJg2hgGrhW4Fm5Bo+KT5Kt4drNa9mwoyhbgp6XnYxODfOdJBpfDdr2QkNOJMdsoQJkWPTWcA+ItehRRg84dKEzg2OUtJIaF9wcyrxSSNBPiNX7YxBYclRAHawd3msOLbDEBPQErqX3ORFhy/MDRxjlO1I5vQTE9sSwgs0R+YNSMFnQE8w+UAhbCzHBb8tMi7U7iADSCacQPmBg9JICwGBtyHO2GD8USXJeEOil2noh8DW2iKBUTdmTg6ZGxwyDz2FSmEX4+qHu/UyX7zkwSAgaeDsORnAJTIXUZ9YpNloGSdx5EEvCEtkTYPAuLzufimWWS4zhwuFCMGeUAS88nYyNYL7YEEy5jxlRLPR5IOEEz3hXUBBmzsEYmRg/ZYZ8egdxZwWrZpNuyVKBwB2EF0tIaF42KA4iieB64p4AueJ/AM2yeTHKcGgfRDcTBwuHmZeVQoJNpZEg4fNyNB5QSU6QgpKCAzcwcMqXR8YFeuyJln9zZ0vN8xUA+cOK5CbPE/knGRmQ1ZSuSwKKSArVHnoVP10qZeuBlk7FiNgUAWSu7dD/hOGrVK7lMSlP1IAgURVm2bNm5556bTCZP9bm6eL2u16I3cFKuP/QGXq03gtGxwVfnX7RsrRw4ipJLRMb47sETLOXSUAT67QaqA5ZWIiNgaSW+qI6hoiteyqUziWivVS9kE3S9A5ycnWrt2bmF4JggBqSaI5WzIDJ2WER7hJHHgcut8AnAWgkxMTyxiUFpOAT5ruIbydjIzGQz8PTRof0co1Yo3c+RVA2bFoJ89jvVVHw0GRvhRAaFRh8Gc8sYYEXZof6/EMS4M5g/uYlkbKTiGzCuYxODpNXB8xPRYZHkA//AQB6Z6QgbgBDfDPu+4DfQQIGzlYgzGRuBh1Gv2OnEWDI2Qg5bC1v1MNVPH5tKxkYIOkHUCdSYRrh4og8DDRMchdcMD+yVoxwjBEWu36mC8+OQgRyk4qOoNYCu07cQkwlBnUTJ7FRr6PCehSwHyP/YJCQouDmPT40GI8QspeKjkOqBc6hQ1cMWjuMjB4WIKmMuZGNQOKmY4K9MeL9TjY4PzE61MslxpCQxjXRIYoQzk80De7fBQgB+J6OPwWs3fFQmpaAuHhmCg0KsHB0fIBkEfMXTQSxFyEh6H8CPMcNOhr6jTowewrtCJZNtwFQDpeAZ2EYB8S62FkJJ0fEBqQjg2cVmF7Ixwneki2mxyCYkwSclnaaW46tH/q5aNpOxETQ5SKDoYZsuHKzxkYM4FnwoPCGpPpA9L192S88Zaq4eeHopP3z4QD3wIqND7XoF3BER9GrZKRWyuWzW87xsNnv//fd//vOff+NkChYvrkVv4KRcf+gNvFyt+bH4+Pz8q4apuJ5ZrXrdRq3i2cVsSslnyNuhOuyaWsWzJztNdAlLuTTtxdAVL2ZTT81NO4ZqqkWtmC1kE0ohBahIHFB2taleHUo52WhBvE0td3S2uzDxqYQd5AjxyWtCnicNT1CFJRNZQNjjUO65f69doaEqjgiZBU5GlGSIsbDNmC6ywhXfaNU9gnVTy4nqXODpSNzMTrUw7QwYq4ZD4Fqlp4709VAHkNw51oXezZPdmpz1klYniV52tcluDajZDDX4sGp4P6AjwNTysLAL56bb0DIgbyPSp4dyTO2GT0qeJDreGMI+tcAiZuW2criTcadkAE8LGyb1lpheeAAk0bGywp+g8xN2goflLRjUZs1F+M8INfhEwshQs3DoSmGnZsFUhMQHXCRUdipBcLm6rUAQFMYs8wCOMt1v0K6a5A42DNcQESfugwMhOSbbKPTaFdIx7FIx2yw9kwxpFHVFrDJKQawsVhBJRz3sxhR4+nS/YYSdLdmoOJ2Y+aleXQgi7G0mqpCNzU61oMGiGAFtkz/BeGBfKWG3J1YZ5xiVCFlQ2BJwUzxbmZtusxV/b+lR/aII1nfUTHIc3iX7kIGR1WJ+WB1oJUB6fCuNUN44XMecWshOdVvNatmzdPiDpCypafJtvVopVytVTdMKhcK99957zjnnRCKRU32uLl6v67XoDZyU6wTewORUx3GN+flXK1XPK9vx+IRWzNXKLvAAuYCKZ0MkHB8eKDsm+oMgBLQ2Rn6ApgaTnWY+HXdMpduqCD2QKnM5lciDOqHqmanl4pEhmHcEdoLqY4yj4wOg/aQngS7BVAvZmK6khSMNaE9SE0FcOr9xWyts+oflJsASuLXXrkiCs9+pHtq/w3cUcAthpSHlWy2b8cggQZsbdnkBPSaGHh3ahxIz8G+3FVDaR0RLqQLxFmkITnMMA/URlQVtjUC5LT1P3wTGTPKCLDU4LdkW7sZc8UOnWaaFAagMEaRU6uMejY8cfOpIH3ogBSCEj0DK6cSYVAFguhCxKWRj1bKZToxB9GMpocETCMKWIMnCk5KKblQdImN8EQwtoDGxIxaR6BwAA5Qbqh3uQjoxBseeDBS7QmihNDaUMbN2cNxYelIPGHJYLHRuxKsIQpVG+G5e2JxCLabUYpLSULxDPgU/AzIETiorLgl1Q81mkmMM0gzLHSWd79kK+AqhOZAA3owXaheyLmoxxTyU8omZyWZsYhCnTUge5DjwbkltQA5gz0uiBxu/cO3I4oHes14IBpPekqIMEDtdyaQTY7BPGLCkYxgqIBD/y2RaYSNpcnBsWvmyl13NNoquqUVGh8gOdJu1QibpmlqrFpQdU81nAs9OJqKGYbquq6rq6tWrP/7xj5dKpVN9ri5er+u16A2clOsE3sDMbF83Si+/8ny319T04ncu/dYFnzs3OjbcaVTpWdyuV9LxiKkWj81O/eDyS3997VV4BvAGKp5Nh8PpXvsD73n32pXLqEcwtQJC5UCslp7/6//4Z3fediPJQlQEMN6kBk5/19uIHoCCMYcAkk9uXv+h978LhjPgPJp0SiE52a398uqffOqsM/btfmKqV4dnIBL0M5PN39583be+cSE2HnPCwedapaOznU+c8aE1Kx+klAu+PUYX+/0f/vT/uOXGXyHIg8nkWTi+P/Ded8Ujw9gqJ2wYQ53Y/j1b3/bmvxNLwJnYbQXJ2MjcdPuWG6/96IdOP7hvu5TYkRjmibY/ueGzn/4EyC02CUehlE9MdmsXfe1ff/3LK4V1VQn7viiF5FNHem9/2z/8+IeXd5q+MLPwkHjZeZ/55BOb1mERbaMgLPR6xR48tPvtb/t74OvpfgPlYBCUim+sW/3wO9/+pic2rWMq5NCHT75/z9azPv5B3Agyx+hAsBBXXXnFT390uanlwOfxVABXWnXvU2d95Mtf/HwQqt0Jb8DS87125ctfPP/+e29nhDyRrEW9Ym9/csMH3/dOeJH9ThUmP+5IvWLf+OurPvLBfx48tHvhmMmS9NqVB+678wsXnIu5FZ4K8zwz2fxvnz1nyd23QlZlzKAm1OD97V//xQ3XXU3OyA9bEbpho8JPnfWR3Ts2i3IfZhVAaM/OzW99098FnmYt0LUUzseyh+5959vfPHhoN7cthxrAEB2e2LT+nLM/CiWC8pDA0wnx2w3/sksu+uXVP2FjCyMEYOPobPf0d73t8ku/AU1BnEWse+DpF5x3zuOPrtRKadgzTAI7Kp0Y+6e3/oMgT/i7uES1wNr8+Jp3/NN/2brlUeprhFLAfhsfOXjmxz4wPLCXZspwU4B5WnXvV9f89Iff+7aURApPRSmknj46+5EPvO8rX/yCqRZRMXFNrVktG0qh4tmOoV5+2SU33Xhzp9sZGxvbuHHjRz7ykTeg3sAb/Fr0Bk7K9YfewEuNVqWk5I4/fcT1zFQ6tnnTY2tXPJJJRH3bKGSSeilf9Z10PEKaYOvmx/ft2g5jQMlnKp5tKIVsMoYu4T133jY+PACZQCtlPfu1QiwgwTtvu/HA3m1Ai/wG6BIg8f57byeOJNI1tVwuHUEFZXzk4LKH7nVCtTgOO8hrlp7fsXXjmpUPJ6JDBJScRwDXupLZt3vbpg1rzFCbndAwGRvBZjy09N6J0YPkfYmrAEs5Z++645YDe3dIXRal59K1ZfnD95fySf4XS4C0HwHikrtvJ34VOLfsasnYiGMW9+/Z+tDSuzLJcTfsnseAOTQnRg8tf3iJFwrFw2anFZDvqI+uXbZn5xaBeUn/l/IJSIu/u/3mnds2M3uCkDPDZVdbu+rhseGDoljAqEDLk7GR5Q8vAb4WwJw42NLzg4d233fPbWPDB5h2uBFoKpB8WbPyQe4DRrJQ3GbX9s3bnniMNArT6JhFxKNMLbd6xQOPrVtJagZni6J2HnDThtUjg/u4G6gJ1WhElrGJwbWrHmItGBi4NI7Izm0bH37g7kR0GPSIvFIuHSETMXR4z7rVD1sLGmnyRmo416565PCBHVLGyZjZM7ZRWHL3bbu2b8EZwmzDb6Cccv2aR6iCITfPHdio8cjgIw/eJ3g+xhgihanlRof2P3j/XSgT60rGD7szwFYZHzm4avkDMGe9sJMTH9SoOo+tW3lw33YAfCNsaynqHffdc9vWLY9iqnkEcBdu8ti65WhUMBvgQEyFVko/cN9deELsGRaRMtGJ0UNLl9wxMrgPyg7oBbgXLIdlD92biA7jYqLGwdN5trJ7x+YnN6/n2wHLRyul04kxSy+UHfPhpfdtemydoRQcQ82nE5ZWyqcTyJkUs6mNGx7dv2+/7/uxWGzdunUf/ehH0+n0qT5XF6/X9Vr0Bk7KdYKagmarmi+kn3/h6XojKJaytarfbVTRJKapKMwA19RyqXjVd9r1Cl2LqC+gywhlBTB9cOcDzzTUnKW/VnDs2Uq/Uy2H6qdkvoHBge5JBJhh+12sBXxy31FpW4BF5LAjTgJQpTQOP8MJZQbgT0m3NFB6J2yMS1AI519MEZl+Qj3HLE52qxVfx+i6C1rC8EFQqe2w2avkIDCWxKzihQAtYKdBnhcWpwkzgGEIeR50BLuC+ZfgmM/FAHMrz1baDS/wNP7EZ+mh7C41FBD9mGFmiX++o5LHtUKpJSy3GzZEpnsNw7PDBjZwJgg6wbp5WHwp4GXkp/iNH6o5sWqlfGJuul2vWFKBJvWQZCuQkGJF/FDzRw+VGSV2ZzUl405aByUoHr8cCjFJ3YH0uGL+DTUr3EOlkEQtQMpDGDxPVMjGnjrSZxqlPhCrTyjfaZZlD3i2IvoEOJr0diKCx1tl7Sw936p7YCpkEKRsj3FSUsiLwer1UNCQzxL4SgJ0YX1SwwnTAk7Awm0mb4J4AAAgAElEQVTZbvjyvWNH4Tvy6aT5nLBzgRZ2Z+aDgOjYA7g4ksaCQsGt2FHYfh6HhJEWSmsDgbhWseKbllZqVsu9Vl0tZBsVXyvmXFOjwhkMshJ4tm2rqlosFvEG/tf1MFy8/v95LXoDJ+U6QU1Bs1lNJCPPPvdUp9tQ9aJtaWXbKOXStC5UC9lSLt2uV/AGLK1kaaVMIloPPGqBPEvvtxuOoUIm0Io53lt2jXwmJoVSWErCTewKZzEnICaKg1IyylToOWELAKqrkToBeoUxx1FL8CFHJ4ltzkc8D859SFI0fcHPWNiuXpBMzi+GRPqT98IG98JuK7C0qIOAeNjvVIVHjawCRpEfgrBBHHE5M4DpxWpqoWYz1IRG1SEO63eqetgmEbF30q5AIKQkhKKBFZd0NXkBrKwd9q0RbhrYL3EtZEbKMkknk9EHfIbyhsxwNjXBLGF74ITyCMwhXgsGlUCZ5yLlQWIbSgcP22tXLD1PIQMuGk8kekQgFlh36Brk/glMCS4RosYNwgghK9RplmHPiUwedQQYSBL8Fd8gh4UHgxWXaFjqNlFcprwFDBxiI9kEth/OJYOElMqdcTjAJ1p1Ty2maKWBQyxIEvYe3EV4rHhg2F0yBYaanezWwAPYOYhHwd+Eg4mjiQxDPDIEKwIqAFogeNWyZJL9kUoZI1THwsaDDOGXiB/DRoIN0G0FsElwqYFt2G9KITkz2WRH8Ub0mmqBBWbQqnuupbimFriWY6jZZIx0JH0KAtfCG7BMLZvJwiJct27dGWecEY/HT/W5uni9rteiN3BSrhPwBprtaknJPfPsMdczU5mYrheh8JhqUS1k1UIWLQFTLYLakSOAY1h2TIQHQPPKjlnxbFMtaqWcpmR1JcshQtE5B7EZFmVhZqxQBVaCTl5AOIKF5jCCow5cj5HjqAL/5+CjVIxzytRymeS4FjZiAZDH3BKkcghyrplhIxksPRZX4iEZNj/g0xBgEZ9xOvO/QKz8TKQldkXY4GF1dZrntUOxICq4ONxlNoKwUSzncjkUtRUsuuIb9J5HZIZCA7mzE3agJzpnVBgY/pGyEScG3wUng/AR2ywEeEGbWVnssQTZVKAJqiHW1wz7JzFmKikYPJAME8WAeQTxYCRZYIV9d5gBvByMqBX2pXRCYSKK+Fl0AVcsPR+PDAmxkQSEYBisoyjqyK7gcwvZGJzQIGzOxE5mD+Be8Erifm6O1gLr3qp7PDXvZUVso4D0IWoNbMuF8A+a3FbYs4BBCl+BiYL4IikkcgRaKU0ZDpkd+TaxByh1YaMKGiQsFrYBnpYa6kPLl4UsA/60FXYZ4D74Q9Bd+RpqoQAi2tv46EIY4mvFyE3tNeVBOqOqhSzlS/gHxWwql4wViznbsjzPy2Qyq1at+sQnPrGYKXijXYvewEm5TpApmJrqBhX3lVdfcD0znYlbllpxrV6rjvAwPMFCJlnKpfEMamW3Vnb5Ta9Vd00tn07YugKNoNustWqBbSiGmm9UXdRsUIgLPB2xd0wRAZ8eCuhS0Qd9CaEbsVuOWWw3fFh1oItTvTrBIsFHu+FTxiaYM6GYFjbzJTqUiE0LuwE5ZpG2ttgYyuEsPU8yPvB0erQD7YouIbY28HRa1AjIQf4bk0DdIwaGlASfi9GtBdbCeJGgDbya95L7QOCIYAs/A3od/HCYX8AnTDLpGBENFM62tkCxAJyZGRaQnBxEp1kGR6mWzaleHeyBJ61XbKJYRBgR8JHqu1670u9UJQvDnfkT4BCBNYsOP5GoHSSm3fB5QCG4YfxIx5BoYBh4VOShYexj/uEVTvcbBOsE/RXfoM8F09iqezQfomRgqleHdSh8QApNMbrExxgtMjvEvpi3TrPM3chhYdjY1Sgl4FAS74KXZFMTZEAolwWNmJ1q8aQ8TrcV9DtVVgS9YQJ34DT6fUAHIZ3EPXk7Ta6x1rAjWQucDLQvmVuEFIGCyDKwsmrYDRwIhPH7jjrZrbmhdHe3FdCgmSEhp8Hd2BXsf2oOqdXE72GTZ1MTmeS4OEmT3Rru48xkkzoU2yhqxTyyxP12Qy1k4RLWyi7yJ3oxVyrmKkFQbzTi8fgjjzxy9tlnZzKZU32uLl6v67XoDZyU6wTeQK/f0vTiiy8922hW8sVMsZhV85mq71haSZIFuAVUAJtq0bcNW1f4LyCBpZWQKDDVYq3sVjzbNkqCqBMlUNUtQoTYDDmI4WQRNBP0GKHsDCS7XrsixpXATg27B3HKL6zK4xjttSuQnkghy50lZ0/kJzL4gnySQ0UgRRjyeAMMQEjmQBqczp6tcGiSQ/VDiTcGJnwFYAnJsvMybojTQE6EfL+kQqQbJKZuoVIeafJq2ZwYPYRd5OaYfCFbEM7yodyBz+Uf6C44CnEnsAH2j2o94RywgrZREEklGPsMlZ8x5/yVujWqA9gVajHVbvi0ZkYuiRVhdQTwwHFxw1aKXtgkgteQT5E8vfBC+FzQHdAUImCSCCgmUfUOo4V/RPnkF3Bc+D07lnloN/xEdBh3kyEFYXsL/F0okKSWFjIecM5S8VHaTzBLXqjvRN4EWIjnxaKDxCB5SSElm1a+WXwFPFvJJMcxvexnvlwsJfgNCAEL54WCzQI4SdENy8pU4GfwVWWT+KHEoSAEuJhsVP4r3jA7FiRAijm5CSgLUBYOK+uoFtOtWpBPJ1KxiXa9gjgxNcylXDpwrXrgFfJZpaTW6/VkMrlixYqzzz57MVPwRrsWvYGTcp3AG6g3gmhs7PkXnjZMxXZ037OUXEYtZMnSFTJJJZ/xbQPJYb2UHx8eALjzbSMdj6BC6BiqY6gVz07FJiytVA9cpZA21NeaviMFiGIa1fMQrcEPQQjssATcCDv5AgxI/pWzFdY3yVc/7AFP/pizEs6BnPICSDqhrhFHj9g8FHkJzkS5ReqsCL/wPAi+C9lYu+FLWwThAUjugMQttorIj6ATGVdoBITjBMfQ/rkzWWE17DYErCp5BwwPiH0QSs3zRJWwFx85Y7wcPZQeatZchsQHOaH6zUJ2JNnxwNNT8VFGS8yHvxKPDGFlcd2YCl3J9DtVJWyehEQji8hUd1sBVkdd0D8J6QIsXyI6jE3FTohFtI0CFYmJ6DD1ogtdFjcUcrb0PNp5PE5sYpByfKaOggJcJVBxBoaIMqsD042ImbII7oDztJCBD6aCmrI4FmRhUBeAr6cUkjR6oM8vEba4BUAC+HNqMYVjQe8r7CiLwkSB6rNnYITwQXrY2tFdIGidTozhWKjFFIm5IOyzYIadiPFIJHWF4Uelim8Tbh9+GE6DJOPwG7KpCaYd9SH0PKj7ZemF0AobAyYKtxXOB1UGuFzkYkJ9p5JjlixNUQtZJZ+Bj6zkM0o+U8ymHEO1dSVwTcvQ0ql0EASlUmnp0qUf//jHC4XCqT5XF6/X9Vr0Bk7KdeKagmQq+sqrL5iWGlRc29JataBR8V1T00t5vZQ31WLgWvAGeq16o+LDG0CmkHpCahB6rTppBb2Ut41SNhUp5mJUFnm2cvzoJOEg8L4fSuinE2OdZpnIhgS2vqCZPdwomqlwnMEGkLZ+yLQhAJdNTQDYqmGLd2IsAjXgdAJcMWnHj06isMYJrhSS3VbA0Qz6SqpCXt9u+BgtkgiEVlJJyAGKSIuQpzBXmGHiMMhWhIake/GK6K082a0RFgvIL1xxWG9u2AQSctx0v0H89+JzR/E2ZPb43FI+AWUd68Xhzg+Yn1bd443FXJxAkOMbo+XZyvPPzElaQQ2lZPHbgM15EEPNpuKj+H+tupeMjQDmcx/0dJkT8P+XX3iqVfcwzEIowSxFxg7PTrXg0PF23B0n7OVIxsELe+uRJwL2QPjvmaemxaJzZ/IgeqhUCKxtajmkmSa7tbKrgSQxZur0MHIMTC2m5l95FvyA6cX9Yt3RCQbqIOcFmYOslmuVkGpm9qB6sPQYYzQf2f9qqAUpgz821zPULBJSbCphCZDw4gdgNmE/5NIROjDRtUGYH27YG4yKA2Fp8NWb6tVjE4PkJviSemHfYRxTPp2cCGXAkivhT/JXwTAk3RaPDHWa5WNzPcSycC9so+BaRdso+rbRrlcaFR+1U84WQynopXwxm2pW/Xq9UgkqhUIhGo2uWrXqvPPOW9QifKNdi97ASblO4A0cOTLteub8/Hyn26jU/G3bNo8cPtio+HjozWq56ju2rhhKodus7d+9IzY+0qj4tDKqeLY4DRXPXv7QUt82us2aVsyZWgHlu5nJJoHjfffcFoTNS1yrBDud4CPw9JXL7kckVbRiyH87ZrGUT6xavnRmskl6W1cy0/2GqeXIYccmBndu24g558gmm857D+zddnDf9m4rIDgGM+AM6jTLa1Y+iO0klKmWTdomoVGzdMkdVA1Idpl/NGHbtGE1dAQiV2gQdii4tuKR+5460iegJFRt1T0w88jY4a1bHmWojARclxM5nRjbs3MLB7eUAEhl4OCh3Wi/SKYWILeUT7Qb/spl948O7SdZbod1hvDm2g3/sXXLwer1Be2kgZqLufi61Q8/daRPaJhLR2Ymm0yX76hjwwd2bH3cCJsrSnbDCqWId27biAtFh1yZB0PNDg/s3bvrCXrmiogexrVV9zY+tmr/nq3S5BCEXPhru7Zvwj2CkMHb0Squ+EY6Mfbo2mXPPzMHC9W1SrNTLTOsUD20f8fuHZvlhjDbscRKIRkdHxg6vIeIPJ+JTvXqPB2VKXt2bhkZ3NdplilvqZbNXrsCBNJplpcuuQPEgiif+ScX4FqlDetXgNPAsei1K3SXwFPZ+NhKcjqsDpsNKKKUT2x8bBXPjgMEus4bs6mJXds3SaIHkACKRr1iP7l5fWxiUFJLfIPwkya7tS0b144M7iMHpIbNqf1Q+2jH1sf1sG00i4shx33he7fQGaXgQlcy8cjQ5sfXeKFgM4ORAha1mDp8YKcXymYIEwgsamz4wNDhPWQKuCdfTLWYalWDtSuX7d+9Y6bfQf3Ms/ROowpvwLP0zZs2pJJJ2hguX778vPPOO3DgwKk+Vxev1/Va9AZOynUC9aHJqY6qFV548Rm/bOeLme9c9q2PfOC9kdGhTqNa9R1QAVMtlnLpl557+qKvXnjxN74qWsWtWgCZoFZ2e636+/75nffceZtWzFV9x7U1dNdJPWql9GmnnbZ0yR1u2JOQ+kDysof273j3O94yNnyA9KFk3DGfKx657y3/5a+7rYDACCoiuPrMZPPiiy58z7v/ceuWR2cmmyCfjlmEpP3MU9M3XX/1eZ85C+gSk8D55ZjFfqf6sY+897prfxZ4ervh018OI0eAftppp/36lz/n0AfQhtmHMX7zP/ynXds30X+BGjNC+WrZXL/mkXe/4y0EcCC9nHe0nPnVNT/94PveuWPr45yVHLLQ3+am20uX3PHef/4n+Od+2MsR+z3db5z/uU/+9EeXc/IKdi20uD/5t6ddevFXSTML+4EErVJIfuj973rw/t+FErCvcR349L27nvjzP/t3/BK2V79TpbdQq+6teOS+v/q//3Td6oeJmKFBgC4cm+s9/ujKMz78nt07NotiRK9doZfEkZnOt77xpe9f/q10YoxRUZgOHjDdb/ztX//558//tFRXshDEkfWKfebHPnDHrTegYUddH6/E7m7ZuPYf/vYv8QOwWG5YTdptBVf//Io3/f1fHdi7DcoIbgSsi6eO9G/7za//22fPHh85yG0hA9Jd6ehs9wPvfcftv71eKSTxKbHuvH1uun3aaadd/6uf8xutlK5XbP7kmEWlkHzHP/2X7U9uAKUHFTDDjhg7t2383//NacJFhRsreYo7b7vxbW/+zzu3baQPBZiW/HXD+hUfev+7JkYPHZ3tMpl4V7BqLrvk69/59tfYD1AfcAV0JdNrV/7jX/xfX/7i+XiuQrCQipiPf/R9jzx4D5WTfBnrFZs80eEDO9/6pr8hHUZWguQaLuOWjWv/8s//ZNXypbNTLZAG4RzUAmtkcN873/6mfbufZCMJYRbN75/9+Lvnfupj/J4dFSKFxaPTk+999zs+e87ZaJygZdKo+I6hlh2zlEt/86KvXfnTKz3PU1X17rvvvuCCC6LR6Kk+Vxev1/Va9AZOynUCbGByqpPLp156+TnPtwrFzJJ7f3fnrbco+YxraoVMEimhYjZF+e/q5Q+vXbmMCmBKDAylUMqlEQm5/Tc37du1XclnTLVoagXPVkG8adByxfcv2bNzi4SYXqgNRw3VDdf9Ah4ypycxN8f3wX3bb7r+akkbc8xBbLb0/OoVD9zzu9+MDR8AuAaz5c7Nmrtpw+q77rhZGIKYVQFLb//t9ft2P6mHzYdIVcAzsI3CFd+/ZOuWR+EVSjoAnKCQjd18wzWRscMiTQNCS/Xj6ND+G677BRiyE8r7FLKxVHy0XrFXLrv/xl9fNTZ8gEkA4ubtgafv2/3krbdcJ1lh4HFpuLDk7ls3PrZKihXdsJ08puuqK394z+9+I7WCC6vYLT1/9523HNi7jVkFTsilI5zskbHD37/8Ysk0Y7Ppj8yQrrv2Z7t3bJYaUQBqsJnDB3be9ptfJ6LDQpCk1oCVXbf64bWrHoLmiQl0zCJdJ4q5+O9uv+nmG64BFZAqNdaomIs/cN+dO7Y+Lpkjet6wssAkV//8Cshulp5HxiA2MUhN6Yb1K266/urBQ7thLDIbDC/w9C0b1953z23E/dLbiZk01Oxdd9z8xKZ18A9ILTlmMZ0Yw6m67tqfPXDfndg/qgHdsFVSOjF2+2+vHx85KLA55aak28eGD1z98x8t3EWQWmBabNqw+rprf5ZLR6j6I7wmh1V2tX27n7zzthvJmsG3NdQswpe2UVi76qHlDy9hopyw9SWTWS2b1/ziRw8tvQsnm51GQQEjv/O2G/fv2co92W/pxBgrlU6MXXvVj9l7/gJRI3ygvbueuPIn3xs8tNsP22myUWHI5tKRm2+4JhkbIXFDnapaTDEVGx9b9eD9vxNQwQ4rXQ01Vyu71//y6iV33YHcEP+yyRhyqJ6lP/zQ0vXr1uu6XiqVli9ffv755y9mCt5o16I3cFKuE3gDrVZtIjIyPz9frflB1TMNpVUt8yVEiNBQCmXHrAdeIZMEDKATQeBaaIShT6wVc5OdJr68Z+mW/lrVtRT10WkQAR9Of+JXDuhOswxrmrQrRxV86WbNJV4hJMVXkMJuuu9Aa5fCbmoFU/FRYE8YTH6ohQchnwQByLNrlUg06KF4n65kjs52OegJtvRQyQDzQHafzzVDbThGCFQgIm6csNDZSOiCbZDUwPJJGpi/SipaDyUHAHJprydOhm0U8pmoFNmTQGGQ5bDZPG+EaxYskMenQE40kab7DWwPiAVsBikHJU3Dh5LoIUzE/BD3w89YiMwDSxD3M2ZcKyaN8NoPexMwOawdztncdBsXAWYlHhWPwJzTChJfgTJ3KvGwoFO9OqwIZoyPw4QD14NAEC6zOnD6SBxIWby4a7wMOAEyI74pPE0mdmayKU2PpM4e21wtm5Qz6EoG0gP+H3NC6gF8HhdHKgtAL8iRuaFCA7pGpF3Yz3iifEGk8sU2CpPdmrQ2wOgCCJXDvt54Cbwe912eUZiGUEThJwoddapXBw/jVmxavgIwEigttkNxBbaKlBPjVpqh+oVjFT1LAVmka1rZMcuOaapF9NFdU6v4tm3qhmFUKhXLslasWHHWWWfFYrFTfa4uXq/rtegNnJTr5VfnX3p1/kX5Nz//SlBxE8nICy8+47iGYSqOrQeOWcymAtfqNmu2rmSTsUbFrwdeOh7hO5lLxcHuKDeAW2CqxYpnZ5OxQiZZdsyya8BkxjxAp+KcwnhTLw4ODLoIIw8LxPEk1eSBp8Me50wkuuU+kOmw2dhdfsbPkKAQpwQbjF/C6ZnPRMEkCG3LrobKngTQjA28gcMOQRXo90TSRtjhjeoJ7HEiOszByufCpytkY51muRZYcK8wewS71ClgOCNjh/FyMA+0juXYpSuBFNBben6yW8PRQR1PkhqCgUv5HPwyBox/wF+xKKND+3UlA1afS0emenWSxLZRoBxcKv7hOkiXIGo9+CUGAGGDhXZayJjMgGDazEklFKt2zGKr7sHmA4qHvl4Ju+4ioif1bBOjh6CAsPTT/Qb8DDYPtQDlsNuvCOICkoNYILOI08keYCQi1APVnzHbRoEUOx22eCIkHTGWcFEpjMQ3LbsamtxkjujRgDeGpCbiDfgW3MEL9YN5cCFIAuQI5o+KALQJMAa8Z+piII2SXNNKaaidRqhYzCuNsKkBO5Bd1Kg6/U6V71Tg6YnoMEsP8xF3FocS14qvDGuHL4v5Z78xYKax36n22hUKECq+kYgOszQEBoGnV8uWoRSRHsomY75t1ANPLWT5wTFUWyvZtl4qFoulUjKZXLly5VlnnbWoPvRGuxa9gZNyvfLK/IuvzL8g/+bnX2k2q5pefPmV513PVNS8biitWuDbhlbMFbMpJZ8hC6CX8qnYBKgAhQZogziGamklKIegAq8pEOhFXckSEPBth9zHOW6EIqyEoRzQwqpbGEpKNC/8Kc4dghJKtrDWYAbcmegKqRMh4euh0hH+gRbKpAvUz2dhsSDrEf6Kw2GFii6UYPFegt2FxAIZAO8l+gfzp2stJyZFfQwJslUqPmrpeeTftVAbTm6FYg+Jc7kz00UTGqiX4M9E1U6o3ghU64eta4T1BiseQ8Jsm6HYIguHmI9kjoWUTspAitmCUGJZC3WRjVCPWcbPLHEfbCGVFHyoEvYHovBBgCI2DIsr6DoVg7g13Bk4mmViCUACeFjh50OzZ2BEtFK1Afxjhjq7RqiUhwWlTI6JwrSDjXMrbotnIDUsYE5UCeLnUerJbbVQuJBdAfDjWqVUfJQXSw4iFR/FD/bC/h3ATnhIgoiw8/Wwj4NjFjPJcXp+4sxJ1SIblbQL8APrxfIxYGYJX1Z2Mvuf6gljgYAjlAsrVDnkC4IuE6vDnQFU6NeFW8b8S42DWkin49GyY3abtXrgmWqxkElyyEBdKmZTmlr0XM80zUQisXbt2jPPPDOZTJ7qc3Xxel2vRW/gpFyvvDL/4qvzLyzEBlrtmmEqr7z6gl+2Vb2glHIV1+40qmXHJPTvNmt8FbViTivmfNugm4itK4FrBa6lFXP5dIJCoLJjghPoSq5Z8+ANYTyAfDn9QUHlLOAFEKE5uDEwnLkgipRCcfYh1cc5zlFIWEOoh70hmidgJXnMYc05KOdas+b22hU+olF1SJkLGA7tGWl34j/QAoIkKIQLDS1nPZFWr10hsCN25NH0UDCRu1FRKaXemDTyJtyN45imgry9VfcoJTDULCKMWBceB2CDx+GE1RZ0+gH7xSrD4sZCgMMzYLAQagQkp0sBAkZRZIJIipMsAIwBg4E6x+rIouM2+Y6KkZZJZnJAccgaiLWTFBIGhnjUDRsf4AgyFVop3ag63Vaghl2RrLB3FAaenAixMrPBVqFagUkWYIYxMzk4KCIehSlFgw9ghvyCoWYZodRNQAShbpYBs9boNQnNHreMYLoWWPRrMEINRz+UUQKWIK+BG4QJBwbAQcG+MniBUhh2u+HjYi4EBtjGfBOlMJWvD84KEAtQltBdy6FYJE6taEOxnZxQlVkyYkJZ5ctLBsoJG5XhB+BVWHqumEtoxRwKZvXAQwQ9cC3yBUo+o5fypqG6tlutVguFwurVqz/2sY8tegNvtGvRGzgp1x96Ay9Xa36hmHnxpWc939JNpVBIZ5MxVASg9WLdtWKuHnh6Ka/kM42K71k6AkTS59A1Na2YQ4PIMVRdyZHIFwWS6PgA5wvnOKoynCNO2FAYuJJzn0OWs6aQjZH2liypFarHcwJyGAm32QmV4JywfyDMLDmzQNEx7SRxSc1aYddXKhhBhrFb5QWNWCStgM3grzg3JIwXKsBj87izE/YRxonBRCFUAJRt6XnkGXBivFBED5uEVszCO2ODebRUfBTCFzfk7YzTCRs/yuTInHDKA1pgL4W9sYDelZUZkB9YRzAPK+yYh3WU5DfzIA8izAMBfqCaY2X9BS0Ba4GFPj/EfjdUkCT6ZDYo9cSRElFCJxTrBRGRjcGYIWOCnciqgTy5Yf0bmQu24sLfy531UP1poWwGThIwODIJkCfwgwGQcukIZY1WqJAoZj6XjvA4Un8IxsBO0JVMJjnOXzG0YpjtsJs2bpYd6kWCDFXLZio+ms9EMdvlsH2lG3b2UsOWEIw/CHUzmRnRtsKBkCethG2K5AWyN2S5ATy4j/wg848Ghmz+ELXKNyrlUi6N2LlvG1AHyo6J+lDZMX3PLhVL5XI5l8utWLHijDPOWMwUvNGuRW/gpFx/6A28RHuCF158xvVM01JNU7F1RS/laUtYyqVzqThIXbte8W1DyWf4Zr4G3BVzeimPMjHEQ1tXXFNXi5l0YkwgdKymFXL7CbJhMnMWiGUSKJ7ohBjCCrvOcI5DypPzy3itI2oJ0jKHLxloaOGcbkIaxyPxQt1AM5RXy6Ym4Dz7YXcfIamBmYPEErAS2Qvgr4X9drmtEwq52KHOjBp2qSFa4n8J0XCYoGoLu8oKpZlgvRHGeaF+DpYJbRziV9iCPDvRJ1acCBvXygiFjJCfE5YiU4ctYV3IWWC/xSdYWMLAnAspAZcImR0lbEuxEFRnSBRWLLTrZthaSXjpPAJNEwQYx0gDFEm4zwdhtArZWDI24oQagviXfAozLGMmXSUJAoQByFVh9nCwjLBzIMJ5Xiht+XtjJqlBYN1rV/hcIyxLSSfGWE08A2AMJ5TnQ4spn4lCoJHSBjY5K0voDJlGiCa81wnVBXDdmCV8DjwhGKa4p/yel0mjAbwKPpSZFJ4gzhAbVfZ5NjUB2YIZ9sMm1ILWCOzvLpDuBtqBiGOGFZt0SWBZ0c5SSym9lIGGTPkAKchSLo2iiaEUHFNzbKNYKBiGAW9gsW8/jvUAACAASURBVGvRG/Ba9AZOynWCTEG15hdLWSoMDVPxfYteROQFEAChg5GtK81qGauPUhgCxtQZOobaqgU0HjXVoqkXOJ48W+GHqV5dONiczoQLWNBuKxBsVrLp/BUUVI5dEQ/GOAFICjRthr3y+FlQeo4eCaM55YE6eSX2nuiWQ3+yWwMDWJhS5U+QzrDKmEMx9iQCRAKIkUjvO7WYQqePwSx8UjNsNcQZjZHDhGNCJFMrYDihMB9q6XmE8Hg9ynGSECG9wnGMi6CHzQl5/H6nqhVTfBDohSR9aTvkhIKMvJfbktMRpQE71HuQHDyIjhUqH7OIZliCweM4ofYzTA6I/aaWQ5yHn/VQYg8LxJgRBeLZkb6vV2xeRrsgkYNkJmXMQP0y5yT4cRFMLQeN0Qo1AZWwOaERthsm3+SF3X3wZclusO6k57GRYEv4ZMLjw95LJh7xjG4rEHIDj4P/wUdI0gGbTT0CkA9gFTfkYcXnAKgA/RK3lZ3DPiHpwJSKOwKzEn+adUF8Wg/1ws2wLgDTzmbDjxFvCUYtPjEf54QSW3AgeMuCEqGCrmTpTYDiGaQlup84hkrXIsexfNfXdT0ej69bt+6ss85KJBKn+lxdvF7Xa9EbOCnXCbyBbrfpuMYrr77Q7tQd10gkJmplt12v0KegVnYp+KmVXVCBp+am8Q+0Yo6OxqgU99uN+MTo7GS3Xa/opXyz5gee4Vil556ZS0SHsWHH5nocdhh4jqFCNjY33c4kx+em2xKAYmPglnPEd1sB9XW2Uei1Kxys5AUQC7L0POpvjapDvMXdkDnCmgInYFForP7ic0dJxnNgQbky1OzR2W4iOtTvVAT8xHU4OttF9qCUT1BhRfpZchxYqeGBvcfmekRvANFz022OWkBXjnIwVe7Q71Q5rLGCQLtwF6wFpeTSz8Z3VLrPIbBDfh0mxMKHxdrNTrUsPd9u+HhRZCWANyh3zCTHn3v2CJq+hpql7AJXiTQNZoN4UdBgUuPZ1MSzx2cwtMzkZLdGVhvzNjvVKrsamjbthq8rmW4rSCfGKJAj949nQyWFoWbZMwgq0yCRxgeYNN7uWKXpqVYqPspWwe2TClX5X7BxGTOpAbWYeu7pWX7PmOem22KfKr4xM9l0wv6HVNyRvICzwvwQItMQCDKda5UQGIaW32tXjsx0JDuGIWQYVI3isrBwWinNi4VuWV7QQwhiBAutKxmmhRoQVo0JRMSQwgdogLqSIX9PlYdQKADq8FdA0fBIXKs0N90uuxplCBAU2Hssn9AOqmVzqlfH0YEwIewWAD9GJfUaLC7uyPGjk8wJ34KQYVCs+k4hk5zutbVi7umjs6nYROBatbJbzKZcUwscM5mMTU1NVWvViYmJxx9//FOf+tRiheEb7Vr0Bk7KdYJMQb0ROK7x0svPlQMnEh39yY9/cMaH3j9wYC/9CLRiLnCtdDxSyCSnuq2vfPELX/3Sv7imBjmgUfHLjglC4Fn6h9//npt+/ctiNuWaajYVLbu6UkgOHd4z2a3lM9HTTjvtyp98j1Jv2tWQgrWNwhOb1r3v9Lcf3Lddsst2qMGOENub/v6vCKPHRw5O9eqmlhsbPsCJf9HX/vXd73jLY+uWH5vrgVQTb1E3+Murf3LO2R8VLIGzGDCz3fA/ddZHfvSDS6G2jQ0fODbXa9bcyNhhDrjTTjvt2qt+BjxACG7p+YGDu4in3/62v1+/5hEkCLkD4Vej6qx45L6Pfuh0dHKI/Ii90omxRtX5yRWX/eNb/vaJTetEzIc3UlX40NK7zjn7oxOjhyBRgl1jEvqd6hcuOPfyS7/BM8Kcr5bNseED+A1/+u/+zXe+/bVyKO4E1w+W3M5tG8/91MeW3H0rcS0+FsbANgoDB3e97c3/eWz4QD4T7TTLUgcfjwyVXW3lsvv/9q///KGld4nurPD8O83y2lUPffRDpx/Yu43HKWRjuFnxyNCzx2e+9uXP//RHl48O7ce/wawCoR+d7f6nv/z3nzv3TDvseY+pxsnrtoJzzv7oz3/6/XbDHx85yJjx8EgQ7N+z9e/+5i9ENQGfwFCzydhIxTeuverHb33T32zd8ig2mDGTD2rVvd/c9MtPnPF+qBLEpmVXi44PFLKxY3O997/nvy65+9bI2GHsGU0sAYfQIvzpjy6XtIsXCkric7zn3f94z+9+02tXxoYPkHqITQyizL/xsVV//mf/FjyDxAQISjwyFHj6XXfc/K7/+uZHHryH/QmmBVuiUXXWrnron9/51oGDu+am26n4KOqHoCC6krnskq9ffNGFEHGkjoNcW8U3/vLP/+RfP/9ZNBvcsPjTDBtnnPXxDz609C7+F4+kUXVGh/ZnkuP5TPTf/8n/RjMn1gVPGiRj+cNL/uI//J9333lLtxWQxpLahIpvDB3e8+53vGX7kxvwrXGCS/lEPDJ0/OjkxRdd+PnzPy2omCR0cqlIt1k//Z1v/9D7TncMNTI61KyWYSsXMsmKZyuF7A9/8N1vfvOb7XbbNE26FuXz+VN9ri5er+u16A2clOsE2ECn27Bs7fkXni4HTqGYefKJjZseW+cYatV3qCGseHY+ncil4lXfObx/z+DBfdAI1ELWUApKPpNJRHOpeLdZ2/jo2vHhASoSA88su/+9aM131EcevIeDzwkbvQOoAhSvXfWQ8OxIOsJRglO9+fE1HPp6qAnDfTxbObR/x85tG5OxESoFgBbImOpKZnRo/8DBXYi5CoQuim9bNq4VSJaAEs4z0e2q5UuTsREzVEcBv+WVupLZtGE16Vho+dyZaLiYi69Z+SD4Ae+VfG2nWR4e2EufAuyH1FkRXaUTY1u3PIq1JnYnWUuid9sTjw0P7MWnsfQ8BoMRome3f89WKR8A29fCRsY7t22MjB3m8FXDRn+QKiZGD913z21AHWDOqCchBDR4aPfObRtpOscNzbBhD+PftGE1nyVwQhC26B04uGt0aL80rKNCD01Gxyzu3Lbxyc3rwdLZBoK9a6X0np1bRof2N6oOCSb5XID3seEDj61bTh0BeQEyJgT6u7Zv2rNzC0G2jJmUje+oydjIE5vWwQR0wt4NKF7oSmbX9k3xyBC5EpYVxiIrsvGxVXt3PYGosNRD4k8oheTWLY9i+2UGcPiAGTY+tkqKIcFvmENkgNeueojkOqMVFN02CsnYCKKZmG3wIVzqXrvyxKZ1wwN73VAoCd+FO9cCa8P6FewKJ+xqTdqFHbh7x2bRAIXrx/eIrbhrx+ZcOoI3bC4oK/Uddf+erVu3PMpXmAWCAcCAc+nIo2uXsaUlo6QrmUR0uFX3Bg7uGjy0e6FXxHfT0gueZaxfvWJk4KCpFjuNajI6TnlzPp2oeLZWzK1fv+bggYOO4ySTyTVr1px77rmjo6On+lxdvF7Xa9EbOCnXCbyBStVLZ+JzR6b8sl2t+bWa32lUKeahyDCTiPq2YSgFKn/IETQqPgkCx1DpZeDbBggBv/RsLZ0YN7UchADPVjBdyJ6bYXP0sqtBeKYcmVNVaGJYBYxfJjlOFM5hyqGJygqF2hxhTqhWxGt4mR7WkdOPDgPDMNoNPx4ZArHEVHSaZSgIpMBBZQF7QRSwE7SbSyfGEGMR1R1oj5AZqf5SCsnI2GEk4WjYaGo5GvtiuiS/zsgBaYUZbmq5atkk9UtaOhEd5hhNxUdFEtjS89QlMnWYfOBckGQpHOdYFzonWQA0arC+8AYgMeB4UQQopQRClsSQMNWEqunEGNwIIkKyJ/ANa4GVio9ClvRsBYGjim+MDR8QboGQ7XmZVkoj0QN9BONKFRwwO4THim+Ini5jRm+fenpnQb9p0CPgFnadbRRQBEINE1oJE8W681fRFzoy03HM4sjgPvxLwY2cUBkTIl6r7sGTIOPD1qKDA3G/Hva3hOUHLV+6KsMAEF4LXx+cA2JxloAXi/tFlQpcCqGjkqRnR/HIrBcQAp6QG/YlYgZYvlw6MtmrU3QAqAPBgjxLu+HTOiQVHy2HguKwWVmCbiuAHoS3R6snnFrZPMgz4FOSsik7pqWVyo6ZjI7Xyq5eyrumBmnAs/R64FXKXtkvp1IpXddXrlz5yU9+MpVKnepzdfF6Xa9Fb+CkXCfIFFi2li+kKTW0bK1YzCD+1W83+DYGrjXVbXWbNc/SfdtIxyOWVkKLsJhNeZbebdaa1bJvG4FrZRJRtZDtNCrVsl3MJUj9TnZrGKSJ0UOuVTo62yUEmezWKLCWgBVLRrAOA0AocsDsHJocgvClgeIRe8fGuFap36mSk9ZDxRVSywDLsO2EwAWHjiFRA8aL0ZWDhW5qOeTnpPDPULOUhBFSE1ySTiZkRGWl36lCzCakI7OLc0NQiM3mcdxQpT+bmpjs1gAkAk/vtgL8BgAG3A4Mc9nVpnp1dB7Fg6FqH+OKsWca6SwAUAycIEpHlp6Pjg/UAuvYXA95u+efmWM8eFEMkqo2XCswZ+6M6aLp32S3NtmtkX7G1qKfg+5kKZ945qlpXclMdmvjIwf5CGaYSnoAf26L9hEpBsBq5BaMUBooOj7Qbvj9ThU9nGeemsbq4yjQdYnFYrZ5BAEhcCkK2djsVIvc9nS/QYokm5qg3I4U1fGjk45Z7LUrZD1oGonNRlZLC5tSxiYGMd5kzRG0QIrH1HJI91fLJk0iAk/vd6pa2AtxfOQgnbL50E6zjGARNYS01pzs1gj0nz0+g0MAWTKXjvDtwB1BqZAUFd8s+BnydaBQhZEg3Yiv0G6W+92aZytTvToomlJIiqChZyvT/QYkgHwmmk1NTPcbfNHYFaA+okdEe2hqGo/MdGj2DUqEf2mFKh2+o5Y9vVZ2y46ZSUQD18qnE3NTvUIm2ayWe606qiemqUUjsVgs1uv1HnjggcUKwzfgtegNnJTrBFqEjUZF04uvvvqi65v5QtowS82KD0+wkEkWMknP0ku5tJLPREaHYBe+pjaolaStUS4VHx8eODozaSiFYjblGGopn0rFx8CTc+nIwMFdLz1/jGOFgxteGDq7kAQJ1LRQow32gFJIRscHaAoQeHpsYlDKo9ViKhkbIWKGIZVLR4QbZWq54YG9ZVebmWymE2MYbDPUEtBKaRLMWJ1Mcpz6K1h4Wik9MrjvyEwHDhr8fxKiYLDxyBBnHPEflkCKqXQlc3S2y3OpxRRMNDPUQMQku6F+O6J7vJdGQb12hWMXT4ViNlBumHHYY3AObKRaTMUmBumfK8xwN2z0kIqPFrIxolVYgYwTq0lGhkO8FljUhQL8ulYpnRhLxUen+w03FKWRMkXHLCZjI4SJ+UwUMFwGls9EEU6gDl4LBRlBa0r5RGxiEENOXAjKXQ71keKRIew3qwPwYIctfdlUICV8LtMFTB2bGCxkY1gpACTBS/grThL4BzWleti1KDJ2mM7akPkFb2evjo8cPDrbJZyVHVUJ21hExwdIk2MOyR+x0DR1RLp/YSUhI9RK6ej4ANw9IxQiJGWGsaRcgv1JDScgEIUw8A2dBf2K8AgzyXG1mJLSGLYi6AvfLHYU3nY+E4WJgudNPuXYXA8wT7iNuMLZ1EQyNvL0sSlez0ORx9FDKU+8OvkgL2wnloqPQjJgL/F1Lr/WVCkXHRvuteqzk13YSJlElPLCwLWK2VQiMuZ7dqvZdhwnl8vdc889//Iv/zIyMnKqz9XF63W9Fr2Bk3L9YZ+Cl/uTbdNSX3zpWU0vGqZSKmZn+p1+u4GsEHgAKgKp2ETFs+emevQ4dk2N1samWuRLa6rFfrtxbHaqUfFL+dTcdIfDnULzbiuYmWwSizhmEe19qTgy1CwNhYWsZC2o8gdggG1U8Y0jMx0I3kCy9YpNeTpsf8J3OYsJ6UAgFiahyU8fmekglU/uebrfAAlHEx5wgtCNM1QMM6EwJtYxi9Tv4QHgzcxOtYjRyT4QLRG59jtVsZGgtVg4LMfsVAtrJPQINWxnV6/Y/U5VAmUomegZwHVvN3w45yQdiP+i4wNAst1WwFRLXT4famq5sqsdm+tVfCMZG+m2gm4rSMZGWAVSJFR8AFCDrGASIIT3O1X+2mmWKS1D0YiEMTizUkhi/sXnwFb12hUmVsR8WHfPVuhSzRyK6wP5gMj+maemMU7NmjvdbwA+A/l4tjLZrQntA6+OJEjFN9oNHzxcLaZYKSJs3igQBRuM2j+8KEPNdlvBVK8uADt3xub5jjo71TLCtlIUceDyUkYLVgG6Q+wu5aOtujfVq+O+iMwGRBYSOu2GD4MPlj5OVS2wQPK7rYAJ5M7cE24EigX8RhIxUgBMrg3458hMR2oj8TBAAnBNwJkkAUQPAubTCxWE1LCPZbcVtBs+O03wKryZesUmgQhmIN0N8uloMZuydcUx1F6rrhaynqUjdk61s2fphUKm3WrX6/WJiYl77rnnwgsvHB4ePtXn6uL1ul6L3sBJuU7U0XiyUyhm5ufnqzW/2arGYmOH9+1GXYACQjqLK/nM7GR3bOjw+PCAbxt8RV1TQyas6jvTvXYhk4yODWeTsYpn60oOwhFHVS2wnty8fmL0EMclhyA5SGwzMjt2qKTmhXJ7nKf792xt1T1OKI4bYrJOszx0eM+u7ZuEjoRtA+Gc7jc8WxkfOYg946x0Ql2aRtWJR4bGhg+QgAAmNbVcJjnea1dmp1ojg/ty6QhRS8U3SN9SbgBpPBUfnezWnLBnsfgN+Ux0bPgAoTYZcbIY4qZArEOfxw07x2ul9FNH+sVc/PCBnaRC+GhRu6sF1ujQ/uj4AFR2Ur+2UZjs1kgcjAzui0eGOJflYQ01C2VhZHAfyLAI3lEXhxDCzm0bKWHoNMvgNwDyhpptN/zBQ7u1UGcew4D78uzxGbWYGji4K5eOVMvmZLeGDwGbAZCD4NIN2xzQ6sm1SnTrISRlzES3vPLZ4zMTo4dg8MGT52GJKQF1tj+5AfPW71QhJ073G+DqgacPD+zlr9wW21PKJ1587ihgFf5Ev1PNJMdF5JF1hw0g+E0iOgxQMdmtpeKjUu4vpXe88uljU4OHdstnIcTJ3qPV0Ib1K6TC0AzVo6kJ9GzlwN5txVycglgeAVAKQ7531xOmlqNIj/0GscOzlUxyPDJ2GITJCVtOM7DpfmN85CDcPbY9Y8PBqpbNQ/t3oAclPFD4K6zIvt1PSiGlkE7wdeoV+8DebSSAnFDbAJ+bbb9/z1aeHa+UUkz+moyNDA/sXahvyEb1HW1uqp+OR0YHD0FRonYJzVPHULutejIeHRoc9HyvVCotWbLkvPPOW+QNvNGuRW/gpFwn8AYqVW9kdGB+/lXXM13P1LQiQmBE/3opT7IgMjp0ZLpPdgBvQMlnCpmkoRRoapxJRKkFatUCSy+m4uO6kiUlDFuK9LzA1Jws4Mwkj+ORIdFpB0Xk9Cf4o1iOIIaeN/gE0i7PsxVsLcE6R6ooHmKVSYJKoEPozPBIFlhhE3c+1AmVU00tByTLwdfvVDn4OChJ50tC3bOVdsOH9kj+IhkbETIjoKsWdvch7hcungjmiBqMGGBp0oP/RJ2eWkxlkuPkp0VbBkvAy6DdicXSQo2meGSIKJxUBbl54BbqLGAgSv0e7pT8lcdv1txsakISwxA4mDGRz2PaMczA4/hVUDqEnMhmkDSQNPgR8oRSSKI2KLVzCPIjYAx+TiRdDkWIMZxEulJfEHg6rZbtsKUWaBA6DVIzwkYlkSQ1kCATuE0YMCVstoTgAVUJBOXid7Iu0j2IN2aS4+RihAHKbLAbeYvsqGrYqooBkzoh76YUkr12RdZaVzJyZz697Ok0tZLVN8KmxvBjPFsB69KVzMToIamPCMKm1Tw71T145OI98KGiIGmEraqk3JGno/KT+XFDpWd2lOBejll0jZKhFCytBB6JlkkmES3l0q6pFbOpwDVd13JtV9d1RVGWL19+5plnRiKRU32uLl6v67XoDZyU6wTeQKfbKJay8/PzlqNZtub7Vq9Za1bLtBVXC9lCJtmuV1AEa9cr8HqoLKB3EYrivm08+9SRRsWPjY/k0ol6xeXc7HeqI4P7GlVndqoF/gw2iNKA76jAvM8/MweQIPZMLES3FTx7fAZCftnVxkcOUkOPhYDHB1ccGiDnPpBvu+EDgFOJAIUqCBu9V8vms8dnuIlkl8Uo+o461atL+R/2D7kVvJxjcz3YT0KDwgCUXQ0yGjaJs9V3VEwFiL3IEcrzAks0a+7R2S6CS3LaWqG0IoCwKArAnIC7l4qPvvT8MeBlSsikGhO/ZGayCa4LpRGWnCgRkb/AaPEaCI/xyJDvqE8d6QP1i2XFtBAX9jtVqa50zGIqPgpfMjJ2eHaqhQ4Ekw93Evyg0yxDscScCKtD8t9z0+3pfgPjGpsYJH1DkoLYtBx2voEJqIRCxYnocKPqPPPUNM6E2Bu8N7IwvXYFQVyUrTPJcYQWEEKAJwF5gpZRcCD6nWq74QuVRA/FpwUhODLTgTPrmEWq9mHzobQjtA8spR22kcwkx2uBNdWrT3ZrmeS4cC8EFoIgWfENCJ7QL3hwSjMo2Pm9OyPeNdmr4/VS7yCBPtNIxkQAG+z67FQrNjFISs4PtbTxivBKSU9AdMXDoBbDDftn4jEDBvBx8DzIbvQ71el+A7+HjY1nYKp5gMaZfgfOIJxlWqcid1ap+NNTU6lUanx8fO3atR/72Mei0eipPlcXr9f1WvQGTsr1h97AS1PTXc+35udfNi1V1Qp79u7YtfUJUy1aWun/be/Mg+WurjtPpWY85YkrmazjJfFk7HiNMWATVrEEDyTO2CZxEi8xNt4wXsoO2CQYsAHbrAIkEEIgIRAIBIhNICQ9vbVf7/tvX3vf+23akAGzav746J5qSxo7rnklZUp9q4sS7/X79f3d3+17zvme7/keLZcu+06rVtZyaYL+B9au3vLMU7PdFq1EGpWwUQkDx+Qbu2rF8nw6Md/vlDzbNvI0m+fEadb8H13xfQ4C6tBIMFtK/BVxG84XuN8EdrWyMz257cbrfkwNN6xASpso3x/dtumhB1aTT6VbfKdZom+epWc2Pbnh2acfRcNfUFnytQuzrbtW3BKZ2DrXb3SapWwqQvE6p/ArL+1et/YumIbYdXTZsqkIojR3LLuRqjMAz3rFxU74TjE+PbrqzlvnZ5qih+g7RZgN8zPN6NTIow/fJ5lU0uoUoQWuloyNr161HA8GZoAox1VC67lnNk6OPUe4LDxwOO0z3drNN1wzNb5lz64ZEsNI4WI4XSt//70rqQsAcWEpsMGp+MRDD6xm8clZ7JzvwFdAnO7G634suWeIAhhRwIBNT25gKSjE6LbKoAh7d8+uX3fP448+4DtFGPto5JGczqWnn9y4Pj492mtXwAPqFRfAhozP2tUryKeYWnrHXBvOB5YVxuWTG9f32hUCeh4oRmvXQjcW2b781uv7nSr1day2xMHx6dHnntkIKEWIjJ5jJbR2LXSX3XLd6LZN4BMi7UcSp5iLP/rwfbaxX2y/pPr44VeZWnrVnbfia1p6Zs/OfrdVto0svI3Q01fdeStaRnhglN6RgIhPj9635k5LzwiLAkIM+aZCNsYXhH8Hqv8yeQfZ5I7qgSSdgRZmWw8/uCadmIQP6Fp5LiIlkQ/ct8pUrb25LPRDbmf5rdfDG8D7pCJAODds4xf3LiSiY5SBSLcnLZ94/NEHUJUmO0CRqmvl52eaTz3+0P33rty9oyffymrJDj3N1DLIlmzbvKlVK3caVUoMaiWfysPAMTdsWD8+NrFjxw7btleuXHniiSfqun6kz9XhOKxj6A0syjiEN9CfaetG/oWX9lBheNFFX15yyl9ObN8612vTNaReDuKRibLv1MvBt7/xtW9+/SvZZAwnAGDALOb0fGa22zr1Lz9y2803mMVcveR79v62wpRQxyLb3/1nb/vRFd/nzMIsAcWHnp6Ijr3nXe+AUY9xxeARg25Yf+9fnXkyBVQA0aLY2qh63/3218447aNPPPYgHCtA7KnxLdlUZMdc+ydXX/63f3029W/yh5j8Vj04+4yTbr35p5D8OdmTsXGMupZP/O5b3nTZpd+FPwjoCkmqWrK3bn7izNNPfOrxh7gypOjA1agZe/bpR9/1P95KUSJQAVneRHSs5BuXX/bdJad+5MmN63E7hHvFe9bcffvHzj41MrEVCVjJ/VMz9unz/+abF31JjDqxIFeuhNb73/POL3zu7/krMsSw2zCof3PumSvvWEqhJtGY6CWMb3/22A++e3z7s+AlFObB36yE1pq7b//z//n2NXffXtrfaG6/Ck0+E+13qpue3PD+97wTRoLkd0wtnYpPtOrBpd+7+JsXfYkSCf7rmLmp8S1gRccf+96zlpzKcyGR4aj+C+XA/Mw/fOKn1/xQLyR3znfIiYDbsxOeeeqR4499LywK4V5gfuoV9/LLvnv8se994rEHy6qHHmFrPhPdtdBdfuv1Hz3+A/BGaSyEvhDg0Gf/8ZM/veaH8Cuxi8VcHLxhplt7y5t/66KvfhHnTGAMzLBeSP7VmSevW3sXviNACEUB9Yr7+KMPvOdd78AFHKQOFLKxkm98/1++eeIJH9yw/l7opVTkg2q0G+FdK275qzNPTkTHoA44SjyDUo7P/dOnLv3exY5qOsyTdVWbyne+4w//4e8+Lu0TBUKAInDex5asvGMpa0tWqBJaJF+2b336Qx941/TkNqlPYSviaK65+/Z3vuMPl954LcReQbCoCJ0ce+6ED7/vqccfmus3gHP4dqBqdeXll3zpC/8I5dNXPS0dM+cYuYWZ7rEfeO/HzloC7kiD41rJz6cT9FH7zrcv/v6lPwjDMJFIrFmz5vTTTzcM40ifq8NxWMfQG1iUcYiagl6/VdSyL/1ib7NVNczC1NRoOhaBIZhPJ8gOZBJRxyg2KmEyOpWMTlUCFz5BybPNYi6bjNHRYGzbc7Q2Dhyz5O9vco8pRdlGJNiAf0mOIo773DMbsXAAoVJNQJgVJ4tTCQAAIABJREFUmdg6yAjjWMfw59LTaAkTwUBBIPdJ5FrMxcFdObjJJvCGqfEtmDdOOgHYOdFoBSsIsySJiU0xHkxebgfXB0aYlIRhqxRPytDyCWgEksQVgjdZCRQbibx9VZQIpioaeViResUlEwELIT49iqNjDnSmkdJ8OvXhBwAI20rlt5CNjY08Q2Dn2YVMcoo0BB+Uz0Sp95MLklmHshC42siWpwLV6ZjgmwfhO8V0YjIZGyeM5q9YBxwgng58CFd1tONhZVMRYG04hr7qCQmSFLhaLj09Nb6FOZPmR6kCqkc2FQH9PmCdpT3m6LZN+J24njxTXIdEdAw/lQoX5syuIGfPrsYPk60YuFo2FcHjkey47Bn4AdGpEbxJScaTF+A7gu8oS8EjQ4WapUbaL1CiFDymRtXbvvVpX5U7Dj53gAf0NGX9Zb9BtZka38LzkopHigtYE9aQGgFfVfzCqODxlZXON/9lknh+ydg4m5/MWqdZgj7C1k0nJgPVSIkFKWRjJc+09UIyOqXl0uQFYCvTxhAa08T4aCGfD8Mwm82uXbv25JNPHrIIj7Yx9AYWZfyS3gDqQ9VamM0lX3zp+WotzBfS5bJX8uxCJgmXkB6G9COAHxA4pq0XwO4QIa6VfCk9kDbk5dC29KzvFCjSI1oahDc5IlFqI0VNSMT5wvmFgh5mBvYfDHPOL65cVh1d+XPsbujpKBNTWUeABXxNRR+kQo578pdChpLaBFHpkYpHaNjkOCG3M0mp3ZIplZUsMYgC9oPQVjrbAq1LJRhRHZ9OkEeyA1QZ/BlsH5yW85q/xULAg/NVnTrwOwg/UjawH8hfkC9AA5GbRR0BRwS3hlUiEiV8FNiG4FVmbhtZsgByO6we5H9DNbdlwoDwaOnwZCEuYMx4oK5SliRzxNIRobKAPAKaAgN+0CRXOG48d3FxJBkhJQkg2NITEsCf4BsnDNhcHIVqyc5norTJQJOKmwWWgOgnKstyR2RJ8DPajRCLyDbGkxMGAOvJ/hEqIikJLkJqDKdWvkeyPixyqKSW+GbZRrZVD/DtqqrRNpg/cwDZYr/xtzxZnvhsr84K8zWUrw/bUnA+MnFsHm6H3SWUUlMJYYF18YXSVfdF/Jha2WlUPD2foU1aLhVH4swximYx16iEZd+x9XzgO5ZhFYvFXC63evXqU045JZPJHOlzdTgO6xh6A4syDqFFWG+Uc/nUCy/uKVf8bC7peWboWsgKEfrr+Uy7Xil5di4VD12r7Dv5dALGQCYRDRyz06g6RpHiAlsvaLk0ysRaPimFUpCPOHbLqhlxyTdIcHJSi4ni/K2qhj2O0mwXXh4sAY45ie0kuOdDMVGYE0N1kAMSILFN/IrEG6c27xe6OMelHKMApKI8IzxzbpCKAIr+sZrCWKSaABfBV7WIYhXwFbhZol5qFBH74zylQyMWFzoe/gqFDJAzsPeWan9nqQ4FZKzxeJgwFhFzKx2HmRL1F1yZNcQUiTdwwJW5bFmp3HOz2CdsQGlAFZFYEONRUUq6YAmivhCqjo7CPmNuMnlJe/NzSgkwitBRcaHwtAimpdKdSFoksXnozJn0vDxluUd+QuULjgskD/4h6BdJd0G8pa6Bq0lap1H1KF3BZEJdDFXZvad6T0uhAcoBgDF4q0wbpwq9BPxLegTgCBKLA01RoAiQIMRVSAk4rDi1fN2o18AVEPcC3iKeDV44dB92GhPAu6W6BDFEkg6wKfmCsGIoGPInQAuNqpeKT+DLulZBz2eqoVcJXC2XJsbQ85mSZ9fLgWfpZiFrW4ahG7Zt53I5WIRDbOBoG0NvYFHGwd7AazMzHdMuvvzKC+WKn87GbUtrVsJq6HmWPqg+ZBSyienJ0LXa9QrqYPQjsPWCWcwZhWwxm4JaaOsFWy94tubZ+/vWS6ApgbKj2hCgj4ZnQOyORRTaNlxxwkEOQUGkcQuwH5y8uBFyiGdTEQLHQOnogUNw1gOqS6t1zBv2aVC2FkvvqDZuTInPhTJNoaO4OHKzmGEyFPyWo1OCxcErEwuiyYPujTMgm+OpnklEZpg3Vym4YaUIteEE4GBJggOTyZoD6vpK6pE70vIJojSWHY+BoA2LLqGkYNH8m6S7oB2mUipktlyW5y5pAh6HdPQhdmcNJSOA/gTRJ0g1v/WUjiS5D+yWFPJRiy/eEsw1SzXyEdOVik/gCeGvSPYEJgT+4uDzCpSkI3cHrxAtAZkz16EOE3hAilAAvUg5MR9+KyUD5Jiw/ShVS5mlq+pZCKNxoQAtfFUbKb7mIIPBVb2a0MEEAMA8S3GgCDGJx8YOkd8yScGHoF84qpiCX7EyrDn+MVyHbCqCo8ke4xvNFxDbj/8npbbcqVlM06uwUQlD17K0PCnLWsl3jGIuFS9mU55r1aq1arWaSqVWrVq1ZMmSbDZ7pM/V4TisY+gNLMo4hDcwN9dzPfO1139Rq5eyuaRuFCqB22vVqSGsl4NGJaRdIWhBq1amrZFRyM52W6Fr5dMJGIVl32lWS81qqeTaJd/qNPd3cnNVD1wKxLEKdBngcCRHS6wPRY7IRkquae6OMeu2ysjgU7BHeAFIzr9D1RWN45iKPs5QiFSE1JxxnWaJnIJMDwOJJWYmgKsSbGFgqiV7rt+Q6kHyIFyZCI84idgRC0HQRv6i36nyWeQXyE87ioCNnB/ifWD4QM1GMdVuhMgPgzzXyg4CulyZRjuB0nfDweLPiSYBYwQVF94fMR8F8YGr0XBBejCS6MGQyJXxbHB9ONxZbVwozCoVm6RpcIM6zZKj+uDhVHVbZcgBOEmsA9aF8hDcF2oKLCXGQBzca1ewoFIOKgWQlBFiWcVvAAZwlDwfhhPXB4uOo8muIPdPlYRII1DlSBGK1IPInJkSmxzIHQeFGZYDs9eukLJB+BKBAT4aBYVBVEBX3ZaBlBDKDFwN6QJacvCIe+1Kv1MFV5BdwTYmWdBuhNw7v+V2cMH5JmKVKSEhnY8t3znfkf4anWaJkmCcVAA/1p+HBeeAlIrsGb4gSCPIg0P3iec112+g/eyYedfUbL3g20anUUWLsNeqN6slo5ClcZHvOdVKpd1uJxKJlStXnnnmmcM+BUfbGHoDizIO7lPwWrfX1I38y6+80GhWilq2WMykohGKBlEZgjrg20avVc+l4plEtFEJYQl4lg54EDhmybOzyZhZzFUCr+zbrlWUamlMFC0GAPA5TciSUpxGiT+6eJL8Jl4v+YaoFGDqCJs4NBGlIVLhKBcAYGG2pReS8elRMuX8CgOA80EIKxi+ULEweNGpESEnMmHyC8j5CRURK8iH+k6R0x/yFz8RsBSQIJ+J0jeBeykp0UBTS2OBYBESQ0v5HLacKF+IBTgTEPG6rfLWzU9QH8FUBXx2rXynWaLKXwhfriqUJ+hE34kPkoqyUHXYi0W2MxNfyTqxjKww0Tb3wqcD9rTqATpR/FDyJqwJXYsyySkpnZCL4DfAoRPJRV5MGwIH5Eqx7o4qW8cWxqdH5aHIgrhWfn6mmc9EIfzjQZKJEHuMLGZZCS/i0XKRmW5t6+YnBlsDCHUfIgutFNFCkKyBoRr30UtC5sONeHah165YemZ6chtzIPnCp0NMCT09GRtnG3N3ZSWVzTtZRp6geMOeXZjp1iITW1PxiXYj5NvHOvBtatWDRHSM7x0zEXgA90s0rWUrhkod3Day8EOp15W/dVXtayI6xtPhS43DbWppuj3RIZp1cFSRhVlMz3ZbienJ6YnRXqvumppwkoxCtlbyW7VyNpNMJpO1Wi2TyaxZs2bJkiVDvYGjbQy9gUUZv1RTQIWhH9pFLbtv36t+YGdzyVLZbVZKaBIXMkkUBuEGljy7WS2hPIiLkIxOuaZGiYGtF3qtOvUFtZJfzCUhZmdTEUK0Zs3PJKc4KLV8YnpyG3aX/yL4T5hOdgCUGzIUWW3UV/KZaCo+ITgBleJ0ELb0DKxmLtuoegTZvuolT1+WkhKYW5htEWyBXZMFSCcmKUP4+Z45jkhbFdaTRiXo5KZItRZzccJofBTPLqA+xKFM/x5SyBSbSQMhIFaOUbj0/W6NEJBVorKOYI4gD9MFgx3cBW4BngG2hDsFfxaieK9TrZYdyhCSsXEAA0wLMANSjyXfoOsgWDSZAqJAHkohG8Pn4H7rVa/TrqQTk8jLsHqsOSkPvZDEc2IZ2QOo4YaeTj8qZkh2gEwNVAn8NgxJKj4hOSNKOWplx9LSAEWJ6BhzFt1DDJ4sEfdL9A8KhfQkNo9nUVUNdnFiAE64X6QmABLwcnynmEtPo+xEtp5OmETVrNvE6GYhMAJj2EaW2JreVyBVjpmb6dZmurV0YhLCP2CPq6SHUPWXVFd8ejQ6NYJpBzOAlAcOxGqTHRNiDfcrZQVgJ66VpzlIRakg881i5XfMtfm2yhqSBXOtPLWCbAmh8kDZwd2slR2kIGwjy3cWAoeWT9DdEU+FCVNMEbhaNjWdjkd3zvVRP4tHJqArOUax7DuOUbS1fDn0M9lsqVTyPO/2228/7rjjYrHYkT5Xh+OwjqE3sCjjYL2BN9qtumVrr7z6YhA6Ydktlzx0h8jY0bGwVStbWj4dn8YViE6OkRqw9ULJs+EV6vlMp1Ft1yu+bWj5tFHMOGaeCAYV4fmZJjEB+rJSTUDukLCMg5KjgegKVgHEJU4fQHsCo7GRZwrZ2J6d/bl+gxwq+WCO79Ftm8qBuXf3bCyyndjRVhoprpVPRMcK2dhMt4aBlzay9DHiUAOZ8JX2e+jpO+c73AUmSqJewiAJuAm1OXmB5UUtDsKBVKtLlQElWPD4psa3YLF4PyQDoi5ddYTDUwk9HX/IKKbm+g2WlLQxkaWAE1gRKX6T4gVSFY2qZxnZ6NSIMMXqFReOWzkw5/oNkdx3VF07Nws2gNLU+PZnpdAAH6hZ8+f6jV67UgktHALIIjvnO9DKSCELsbykNKSnJ7eBQsPmk3oBwRggDGqFJNEtkD4YPr4LbY7FF5QUOJeylM7P5Nhz0PEQOU7GxukajOYj4DYeyY65NhuG//LsSJQQ4EanRtg5sCZ5Gws4PbltbOQZMHnZNjyXuX4D56MSWjA/DNVWQyCcRHSMNkWFbIyNQaaJIlgUsYRXcQDzA7ONOAe7gss6SpSQ2eK+9NqVVj3gs7ZvfXp+pgksRD6CCYeqbRW9QyEfCHmWtYXrgH8PHKLlE712xTayoDJ4hMBIbGzfKTaqQadZT8UigWM6RvHnu3dMjm5DZoCmaNXAbTVq5VIpm83GYrHVq1eff/75Q/Who20MvYFFGYdQJu7PtKu18JVXX2w0K6ZVfPjhB57e+EirVobWSwpAz2cyiejuhdlH1q+LTo6hReiaGm9DUXzHbO+m636SjE6R5ws9s1pyQk8jYG03wp9cfbmppbG1wMgcBBSS3XT91WgCEu5gCThiHDN329KfdVtlThOSC9DEdsy1t299+r41dxayMTh9hHdY3E6ztHXzE488tBbNPmZSUc1m5vqNtatXQGhvVL1EdIyIH4BhfqZ53U+uRCAFHhlXgMc+26uvX3ePMLAINwmw+MnyW69/fteM1GKRQTC1dL9T3br5idWrluME4PTAOeBULebizz79KGbDKKbQGYSH1az5Tzz2IIkPgjzJhQNXLL3x2onRzcT33CweFZbmwfvvLvnGroUu5hBtR0ep295+2w0v/2JPveKyAix1MRevV9xEdOyuFbcQzDlKvJmbwkKsX3cP5mSmWyMtTXy5MNt6bMP9jz/6AK6eo5pKIKgXevqD9989suUpEgGsMKsN6v74ow+MbtuE7DT+Ft4JTzkRHVu9avlLL+ysV1zCUOwoQP3IlqfW3H07+XK8B1HJRd3yoQdWk4OgS5MA7zvnOyvvWDq+/VkpPuSOpNDjnruWUcEvBQ5lJYPRqHoP3LeKXlbwPNCv9J1iv1N1zNydt9/MCnC/KEVi4POZ6OpVy13VMRLqn9AabCO7Yf29iAzCTuC3gavtmGs/8diDo9s2AbxDnSGnZhRT8zPNe++5Y3TbJhZHKkLFpdv4yDpaLQOYSRUPlQir7rx1plvDgRYKCLSMdGJy9arlFKmSScERx/GyjezmTY/x1aZfNmwJeok9/cTD0akR/C0uXi3Zoa8XsrHQtR5at3ZydFurVg5dyzW10LUaldAs5kqebWn5dfffG4vF+/2+ZVnLly8/55xzRkdHj/S5OhyHdQy9gUUZB3sDr7U79Uo1ePW1lxrNSjIV/fKXL/jwB943sX0r5EHP0msl3zW1VCyyZ8fcZz59/le/9AX6GGm5NGU/+XQidK1ayT/pI8ctveFntDIq5pLwxUgfavnEm990zOWXfReoVssnxASaWjo6NXL8se/d8uzj5YGOc8QNppZ+8P67j/3gu8GfSX4DFSAPd/HXv3jCh9/35Mb1HLgcTCXfmJ7cNtur/+zaK/7uk+cRqhJvceASGJ160nFXXn4JpV/0TCKyD1yt5OvHHHPM975zMUdnqEol+fPIxNb3vvtP7r935Uy3xpFHeAR0ce89d/zF+/8n6WdCLuDlZGy8kI1942sX/Mnbfv+hB1YLmQDVd1NL99qVG6/78WknHx+fHqVnLsRGMO1Os3Tm6Sde9NUvOKqbDleGclHMxX/nt//TZ//xk1J3juHUC0n6KZ9+ygk333CNwMKD7XS3bn7iT9/+B8nYeDoxSQ3YXL/RqHr0sLlj2Y1v/+//7eYbrmnVA5ADiI16IblnZ3/t6hUfOe79k2PPzfbqxLho0Baysed3zXz5i5+59HsXg+FDciR9nktP7909+5Y3/9bJJx5LHQQr7A101vncP33qin/7F6gheBtYdH775Mb1f/anf5xJTmVTEbga2C1g/0u/d/G7/+xt9625kzkTzqI7NNuro1BJnSopGJI4ppbes7N/+ikn3H7bDQJTQVCdGN1sG9m9u2ePOeaYCy/4J2GA4qlAyE8nJv/m3DNXLL9J+lxD95ue3ObZhWeffvR33/KfqWEhO4BXRCblB5d86x1v/b11a+8CuMJMkr2qhNbyW68/9aTjJkY3I3GIV4Sj6Vr5Cz7/6c9/5nz8LbHcuBFGMfXmNx3zsbNPhXci1E7+1tTS55x1ytIbr6XHBE+WEkHbyMYi29/x1t+LTo0MknjA59qNcNWdtx5zzDFX/fBS8BjRqgLne+6ZjW/9o9/ZvOmxHXNt0Xsgn7Iw2/rG1y74ypc+K904QTUsPWMW0ztme2//4z844dgPNiphKhYxCll0zywtX/LsVCzylS9/8Tvf/rZhGI7jLFu27JOf/GQymTzS5+pwHNYx9AYWZRwiU9Bq1/KF9K7d8+WKbzt6LDYZOlbZd5AUtPVCJhG19UIuFS95diYRrZX8wDGpA6bUENJAq1Yeee4Zz9Lr5aAa+iXfQrcEgrFtZCdGNyO9Dq+YM5FKPMfMjWx5arZXl3NfqpmxppGJreXAFAUherhVVJs4kr6Q9qVUbLZXN4op8u6Wnum2yvurmLQ074fzBacJLh6RLufs3t2zQOUclEK/R6OQQAd4gwkIaQBIdvvWp2d7dWw2leUYm4XZFrx6DBjui1zBUC37hGUpi0C8xdIxSQwYRAQY9VAThO0vxRGk6in6gltOlEwmGJZcdGpk7+5ZDKQsFEV6pCRoNEDwLRUQ5AIoYwMWLvkGPRVZz2IuHotsx8mTgot+p0qLoEHBfFbYUk0OJdkv5A9esCWI1POZ6I65NrcAWc9VkvhkQyjroGZP5kyCHOcPBMUxc8JxgdBKfywS5EwM94gqj1D14bVVs01enl3IpiKU+INJUF5LasAaEB/E+PFwwTwg5PfaFUdJX0j1Ckw9bg2PFkYIGgP4B0j98LdUl9hGNp2Y3DnfAfGCjSG8Fnxu3ymy5Vgo/hBZ4nJgZpJTcBhhzIgGg9Rkdpql115+nicrPFxXlctSR0Omj0+HJUMwwDkAzMAKm1raNnNoms12W56l75zrU19gaflcKs6JFImMV8rlIAgSicTy5cvPOOOMkZGRI32uDsdhHUNvYFHGIbyBSjVIpqKvvPpipRrYjl4K3Xo5SMUiaAwjKtBvN5AkqpcD19QyiSh0wnw6UfLsbrMWOKaWS892W9lkLJ9O1su+7+iZZATsl7zsz/fMkcctKbU1UE1scL9TpaiMqMsdaAnj2YVuq0xZARwx0GDModTvkQWwlSABpxgZh2RsXOr9iNhAXznfU/EJlOA47Ej9JmPjtfL+E7bdCNEkEAUCPhSbwRmN3wNKzwQgbWGoqE0A5uW4hIhH+oASSvwSeG1T41sorsOMSTs4qIssRaj6vxF7gfeiFTNYmtGoeqDE7UYI5U2cKn4L/NBuhLHIdltpGYGKY0oJGREn5nkB7UinIkHyWUO0eohQO61yoIpHpGQfFWFAeM8uxKdHpRSNFA+ySETJrpKMxM7BD+BBNGt+IjrmKlE8XIdQSS1VS3ZkYivqeNAhWVIWiro4VpuHwud6dmF+tiUkBj4UKigO3MJsCy4k0BdtIGTO9HfAXZNAGa+RTEp8ehSMBDohxXtSI8AD4rd4Y1IySg1FtWTTI7HkG2w2X3V5wC8E7QBVkrxDNhVBGkikmaQPeLVk40OL8ANbgt01061NjW9BAwPfiOmFSkAiFtlOpoNnBG7HV5geEHz92fMkdEhz4CKzeaS8ot0o6fkMpIHY1DjpSFsv8MNK4FYCt1GrFPIFXdcdx1m9evXZZ5891Bs42sbQG1iUcXCfgjeC0Emkpvft2xeETiod81wzdC3HKFYCN3StYjal5dKtWtk1tcj4dr6TxWyqGnq0HPVtoxK4nqXT5jifTmi5tGtqRnF/YT0YOKE8UC35ThFgkcMIxBu7i1GHBpVLT9crrvDSyT5iLaB5Q9Um3hrUacHQ2kpsFcI53oAwrvEt0JmH/YRJIFADSy/5BgQujmxY0ELxIzMKBot7wZSyqQj+DaEPH0rehNAWjwcOOdlcTttmzafIEKzYVWq7YNpgDIMUSwyA9FvCellKlDBUvYuoy8AJ46EwExEkYEq8H+Em2Isw7KQFAPAAbW1peC8mk8oIKH4UaHhK68YaUAHC9ltKsoZlJGoHx/adYjoxWVKCVPgEbB5fiUsyH1wuTK90ARbOYD4TxdKAZ8ic2UiOUmGCdIKvJn8iWhf4pnhjbCoiYFkcKQjMpiKoGhM6s4vKgYlGZDEX77bKYAP4tZSGsmiy8VgZab9U8g3KQ3CnsMGYeYopYM6yiyAnsk+opxB/VMAnJszC5jNRCIO4hlhoWIfU5oCXMGFwDoAKvrMkcaCAAPzAADC1NN6k0CHZM6SE0EykcMNXUo+OmSsFRugaWjaNwLmtF+hNoOczyKDhFph6MZfNapqWy+XWrl27ZMmSod7A0TaG3sCijEPoDfT6rbDkvvzqC55vaXpOK2Z7zXo19IrZFNmBWsnnC0mv8Xa9gkwYRYZUFmSTsUIm2W3W+u2GYxTz6YRRzATu/jZ6xF4wiSipEi0/U0tPjj1HbRuhMIYKqFwK99uNkIADBhwnDnV9tbJD7C6wrVQkTk9uC1xtYbZFbCcF69ghUdmjHoxQjLJsUhtYCGwPERUQLrC/HHyYWHKfWj6BHYU35w/0PsDVAMGGjG0PyBwRR6biE7aRJSuMdXSUiJ5eSBJKolRPpxzcBaL5RHSs2yrzWyJRV4n7ZpJTgL1Eh/gumAQsHN4VdEXQBbh+NOnxneLCbIsJYzk81cFobOQZ18pD9MumIjwd7IrYGHQgWHZ8AgxnPhOd6dZ2zndI8ZgDjRu4O3AdW+k/YpOwH6RICPHxF4mGuTtC0oXZlsgpMhPmPLptE4kVTB1ehadU9sQNZXGYM9g+RJAdc+35mSZPU/jwFF6SI5CFYlUBLdhR/U6V5LrsUtaKxyEFBVBksPSkA3BHYPbBSODLIrraUuNgK3kf9l4iOrZnZ3+mW8NTwblkG1M5KcoWthJexPCz8dgzeJNscqkntI1sr13BY4bfwPvJ0wkzkfmD+QFa8L2D2CuuAF+ffDqWTycWZroLM13X1IrZFKUEJAsKmWQhnTD0YrVSK5fL09PTy5YtO+200/L5/JE+V4fjsI6hN7Ao4xBahPNz/XqjvOf5Ha5ner6VTEbNYq4aeiXPtvVCNfS6zRrdRSn59W2jXg6QJgS7c03NMYp48WXf6TZrldD1Hb1R9cMBNVmCUWTs4DMTDAVKVJjQTdjaVdXqDXtJr3oIX91WGauAtSa2LiuZXpFSwbeQELCkeg5Jrhc0GK0hV1UJUr6PLQw9Hf48aQuRbMMec/xxL5DyOG1JZ+DfcFnB/Imr4KaVVBcleIgSMIHWUvtQVq1+eQluTxTYboSiKgOiQNIBMyNViIFqYsvNekpMSerB+C/rEyo9O1GMwdSRaiH4FnXhQOnWcRdg4PyKT8ES8Fx4RnAYBWZgwmwSIBxCybLqU0VqhqWoqM46ggewZ1g6PhqThjGmtk3mjIEMlfK0qOKI8qM4T8ASg3OW7cGcSU6xAZgVTwHNQeaMrwn8Ds80FZ+A6ig5GtHtkRJW5illgXiQGHhe3AtkT6ngJVL3VZMnkizWgAoySQQeeqgEswEhIB5yZckTsSfhduCIh0osEv8Jf4LKCGpxQ6VJxX+Bo+TL3m6EOEySAGLCEDyrJdt3CpaW9W2jmE25plYvBxw4lcAteTZRh2fptqkXC8VGo6Hr+qpVq0466aRhn4KjbQy9gUUZB3sDr9PD8NXXXnJcw3Z01zOyyZhn6c1qiWoCcgFGIdtpVMu+o+czoWsB3LmmBrUHafHE9GQhk+w0au162Xd039mv2Oor5XMY6Zx0tpHlJKIcSwKgUPUhJM4QSFxKuThKyNaTxkbXVo5LMQkgmSAERGmW6nwjOIGQFTB7nNqYzNFtm2iEI7pyJEfxVFLxCeyrBNm+kl0j2sMM81t8ERACjCu4Os6EVCECoaPHIIl/T0nmwYRAyUAqD9uNkO4Gs71F8CPvAAAWmUlEQVQ6XP2K6gfhK3VFqAMSgrP4wqYETAYDF3cNwANT7TvFybHn8JAALTzVCWLHXNvSM5GJrdjUkhJAdFUvA3HmWAdZBKr7EJ9gPWUdeIIIL4LQeEoqwFWdF8inoIOLXkKguvXA/KDuA45qMCC8aGrpnfMdLZ+ITGzF6eHjhKXoqOYRzBnPUooey4EZnRpJxsalTo9PxFFo1QNgcFabZkJoY8ARSUTHcC/Yoji+ZCJwX3B2Bytr5H8FWwoH2kiKklIiOsaShqoVJE7GbK8+NvJMJjm1MNsiHSa+INALiyY+DX8oSRC+pPLtkKwNflsyNg6FE9cH9wJ3pF5xEQTD1cZ7kDJaSUBUVBMEzy44Vi5w9EYlnBobiUcmKoHbqISEH/Q19m2jVvJLoZdJpz3fN01z/fr1S5YsGaoPHW1j6A0syjiEN+B6ZmR6fN++NzzfKhQz3U6j26wB0xWzKWSFfNvIJKLV0KOZIa5AIZPMpeJ6PkPfQscoIiKWjk/nUjG9kI5PjwnAC0+N0mR6w9A/VzLEC7MtbJKjmtwT2VNKwMEELSCXngZK5QqE4ER75A6AcLF2rXrQ71TJ9IsmoMjI00UGJBlIU3jvpBiIz1zVkZ23wUfjFGYOoNNQ+jEDBMpcGdU5bBjpXrSSiDKRVjS1NOKyc/0GBkzLJyidkDyFa+WhE7J6hWwsFtmOsBITe+H5eThx5L9ZClabFAPBK/gzKQwBhPHJQJ5hIZBiz6Yi3VZ5fqaJUTeKKVYJsIfyxfmZpu8Uk7FxvZCMRbYDFYh/g1tDGIq8D4/YMXOg7iRxjGIqm4qQp7D0TL9Tragm17Al4A2IN4BWj6ApeiGZTky26kE6MZnPROdnmjPdGuE+yoz8uVycEoxkbNwoppAEZs6hpwNxiwvLnAGNPLvw/K6ZfqeaTkzC3OTTMdVoDQlXn10nDIlKaO2c78DYR/UPogwhfq9dIS7HD2O7Eq8DRQDMcClh2KQTk3D9CNnxKjLJKYArTPtsr45bTMKFtWIN0brA7SbPFZ0aIWqHNUIrAdaNdYDQACOy36mCb+Hos6nEIeBvuR0eH99TMAY8clx5Mll6IakXUr5t7JjtdZs1LZcuZJL7046FrFnMWcWca+m1WqnVbBuGMTY2Rp+CYUfjo20MvYFFGQfzBl5vtqueb7362kt+YJtW0TQLtdAH/6dZEeYfoi/NRmlvSNEBbrtZzNl6odOoUn8YOKZt5E0tAziJPcMwEMRLJB0O6MwTuGDFBTLl+Jjp1nzVFl1yrtC+PLsw062RYiCqo2zMVx1yJTeBPZOAG3gTlDJUjQ8kUiSuAsyUKQm2TCJAKrUc1cvOVcWB3VaZPAgeD6ACaEHgatI0iAmHSkUfwAC5GwnyJF9gqgZILCNX85UEEIUMRMmYTH4iwXpFdZzjFAYFwX1hShJ3CpIh3sNsr05MLxMW42QrLUXyzTwRrCmxLCkGCYUrSipfpsT0MEhSeoDLhbEBqR4kFgg8INmQwTkDZWONBP8Q1NpUPZe5FHPmGbmq57UIQcqcCaltpSxZVt2VyAvgcwj33tIzMBik7h/2ADLAnmprCY0few98VVLtBH2lGMg3BWRCdoU8epgrEGsCJRNJKkFICUD9vtIMkE3LmkvtBnF/WfV65gr4tXwF+CHzh3IrEpNsXXkErNsBzRpYRuioldCCcCC+HUeBY+YtLU/UUQ092hNwztBJ1TWKYeiGQRiGYSqVuuuuu0477bRhTcHRNobewKKMg2sKXtu7d1ezVf3Fyz+v1Uuub92y9IYVty2lT0EuFUcIjBbj3WbtzuW3PvHow3AIyBf4tuEYxUIm2W83vv+97ySmJxEntox86BkUixNJfPXCz0WnRnbMtQmL0RYETbWN7EVf/QJHsLwkZMkkp668/BJMVz4TRTiWQKdR9TY+su7G635MaTXnEUkBjpiNj6xbvWq5rzR6Q9XTyHeK7UZ4/U+vmhjdTMaXI3WmW8N3WZhtffXCzz39xMMcjmLISeW26sFPr/khHWw5rwVPDj09l57+5kVfWphtOaqPC+Vnydj4zvnOxkfW/eTqyyUfLMae03Zs5JmVdywFTQlVmzghSSy75bonN64ndEPZF3omKMiPr/zBhvX3gu37qr2QZA1u+NmPYpHtM90aN0sCm8TB6LZN3/+Xb+7dPesrseT5mSZwdyW0tm5+4tof/xscRsnI4AMRFF7zo3+lnSN2muK3Yi7eaZYefnDN3Stvc608ATfkSux9t1W+6fqr165egbSiTJiL18rOmrtv3/TkBoAcuPeAAazqs08/etUPL31x7wIeg2Pm5meaogS1Yf29N/zsR8x/MFmOodry7OPLbrlu7+5ZVp5P7LUr+Ux053znpuuvfmzD/SXfoDsAz85VYsY/uORbzz2zEf/A/+V+SCXfWHrjtfHpUaaEsGM5MCHr5TPRq354qdh+gH2MZa9dGdny1NVXXYZpF1YHxrsSWuPbn115x1IenEgZkuDfMde+benPHnlorbBwBrMb/U716qsuu//elZ5dkAQ/rgyLc9P1V49u2wS9kWQHvi9743vf+Tr3zieyJ6G/bN/69JWXX4LYlPAn8OZhid58wzWhEn0C4aMw1Tay69be9diG+yUxJI2RTD3TaVSv/dEVq1Ysn+u1OWEalbDTqOr5TMV39ULmlptv3PDwhoWFhVQqtWLFirPOOiuXyx3pc3U4DusYegOLMg7UG3jjjVcazUpBy7zw4h7L1gyz8K+XXXL6SSeOPPfMTKfZrlc8SzcKWaOQzaXiu+ZnvnbhBd/+xtcKmST1h4AEuPM75/onHn/stT+6AtchcI1mLUjFJ4gGIhNb/+j3f/vHV/7AMXP9TrXXrrhWfmp8Sy493az5qfjEklM/snXzE+CT4YDiuqVnHrhv1UeP/0B8evT53bOWlpbuNXD0vv6Vfz7/E+du3vQY2W5bieRXQqteca/4t3/5+0/9dTYV4ROFjgdR65N/+7ErL78EIJ1EJnl3zrU3v+mYn17zQyInYfhzO6PbNp1z1ikP3n93WSnaymUrofXg/XeffsoJoNOCJZQDE32Cn117xUkf/dCTG9dzZAtWQaueO2+/+czTT6RckAsyAfynT/3v//Wtb1woFEU65cSnR1HF+ZO3/f5XvvRZyTrzcszc87tmEtGx8z9x7k3XX02/GRAXPCrfKUanRk748PuiUyNGMfXC8/NYgsjEVuz68luvP+mjH7rnrmViZlgQo5jau3v2sQ33n3zisc8+/SiWFbhbMjXfvvjLV191GT0bgQ0Ix+dnmpXQ+tAH3nXm6ac2a55YPl6BqxWysQs+/+kfXPKtRtXD+UNSEA1Ex8yNb3/2xBM+SJOCF/cuVEIrl54mb9JuhD+45Ftnn3HSYxvux43wlcCRUUz94oWdS2+89mNnn0rpAcgT1E7YHh8/76zVq5aTvwA2wGbPzzQ9u/Bf/8tvXXjB53vtyuCEQTWiUyPnfWzJHctunOnWeu2Klk8komMim/HAfave/553llUTJpkVG++m66/+8F/8+aMP3zfXbwxuJ3bU/feuPPec06cnt2FTAUvwxjy78K1vXPitb1wIm5IdBWxTyMZ2znfe+Y4//Pxnzu+1K/LtwBsDePjEx89ZecdSvDGBXhwzl4pPPPfMxo+fd9aWZx8X5AnPkrj/nruWnXjCB+9YdmMmOcVH4zdr+UTo6aPbNh33ofdsenKDdKmAYItD8K/f/84X//kfKA8W98W1coGndxu1E48/9uPnnpNLxWsl39YLYAO0TytmU1ddefnFF3+zUChYlvXwww+fccYZk5OTR/pcHY7DOobewKKMQysTa3oO4YEgdGxbX+h3eq16JhHNJKK+bdCwuJhNlX2nGnq7F2ZpTIAiIQUF0IBnOs2f795hFnOZRNR39HJgEbRlklPP75oJXG3Pzj5GkbwmkRNaOhygMNsD1XoHuHumW0PYB7M326ujIUPVHHgy5D7+wUEJFtqqBz/fM+fZBehd8vLsAhUKu3f0cEEK2Ri5TCgCe3b2jWIKtWOhmHEUFrKxV17aXczF5/oNcsAHXJncBCE7SRDOX0CIQHWFl8QEYRyQCVLwJHqFP0hgiq3dOd+BfwcBguI0kuI75zu4DoPzkYR3p1mCSiaMPBIuRMyWnnnt5eeRbswkp2plZ7ZXT8UnkH8msidgFZzZtfJoET6/awZ5KAwq4jlMbNdCl0JzQnyAejLfgav1O9Veu0y4ecAa1spOqx7Q6SoysZXAl7yJJDvqFXf3jh7NMHmIvXYlER1LJyZR9xNUYBAbz6YinWbpFy/sRD+KPUMVAHKKaGLCHsVq0oAHLkWnWaLJ5AGLzAqHnv7i3oVUfCIW2d6qB91WGRcTCKfdCCVnL2RAclv9TtU2sp1mabARM5cFMpESFT4a+wqY79kFpDZ9VXogeQ3KGnGVUF2UnJRkygRqIlsh9cCtepBJTu1a6AoPlJUk1YJ7t2uhSw2Ip7ozU2rYqHpz/cZsrw4tgFtAltSzCyxyoJprCyBUyMYrgVsvB71WnSCEBCUZycAxXbNoGdr83Hy5XI5EIjfffPOZZ5457Fp0tI2hN7Ao4xBahN1+s1DM7Nv3hmkVPd9yXSMdn86l4kYhiwwIlt41tWroxSMThUyS9oaD3kC9HBSzqWR0Kh2fBjYwipla2QUkdK18Lj0N+wylgVY9gNtVyMb6nSqsKKRzJb7B3hCnTk9uK+bi0ruWxDBnXCI65qmKJmIXThnIzJGJrSNbnvKdItjAASd4JjlFA0PsK0aL2no4dJKLFVdAdHjQBhCCvbwCV4tPj1L3JexxjkJQejk0JfvAUShktFhkO9aOiE2QksDVhLZG9oEUjG1kicBike1i4GU+eF10L4QLZg+oIIM2E4tD6SLqhSE412/snO8EribKNkxVQu2Zbm371qchxFE+rheSqOQ2qh4kRO4C+h4eW6Pqkacg/QzXYXDO2B769lJAkU5M4mrwRFAzRAYY6UOpkpifae6Ya/Nm8OcD5txplsa3P4vfw5wdpa4DRAT1T5Ll4AdoOZRVM0maBh3gDYSeDoGfAhCcV7wWS8/Ep0fRRWDPeKoYDwYDJplKvAOujD8Hg48mUgBOOF7SpcJTlTh8fUg80e3CNrIY9UFmDKuBWwkDEaeTzeYquSeRkBpcSVxwJo9158q4INwd/RVRCyV9hjfAIouHN4Bn5KslZ9f8TCYRdU2tUQlnuy1IyjQp0PMZPZ9xbCMei6XS6Uqlsm7dulNPPXXYtehoG0NvYFHGoXsY5gvpffteN8yC7eiBb/fbjf2cHVODS4i9t/VCJXBbtTLtjKn54YUW4e6FWTofljy75Fu+o5WD/XXbgavtmGuTs8RUk7Gm/5CppaUlsa9q6sSY+U7x53vmLKXqjwlxlbQO4VqgdNRN1YlAEr27d/SEKTZ4dhNRUf7kKnF1KRzANTnYG/AUI49AUHgDg1f2nSKSRzDFYHFTIAA6CrI6iA1wEYQTCCgFvJXVcK08Ia8wKmwjG5nYytwmx55DJIA1HJwPP8TF8RSFcBBSJn0jHE8hJ0r76U6zJEHt4NMhdEbJB3CFB4SDhctC8I1dxP5B1BehOpHEGXxZegZmiajxDIJGQp0ThSJQJVO1zEaAQSzZ4JxJM9GPEb0gfIuSkj6Ekcec2UieXcBLgMlPTuqACfuKAUDHAfabIFVQL/lQeXmqxhXqDI+JCtIDNiqChuL1eoqdymq0G6E0OBjEBvRCcmp8C/0y2CcH7CjPLkBdhGYIYwZmHyYc5sTgTHyV3QCMkXqBwTcwYSoduH3exuMGiSEkOODp6PlUPDJZDb3AMQuZZD6dILTgkKElSq1W6XW7uq4Xi8Wbb7753HPPTSQSR/pcHY7DOobewKKMQ3gDM7Md3ci/se+VIHQazUo2kyhmU75tVEPPs3TX1EqeXfLsSuBmEtGy71haPpuM4QGIN4BkIXph9B7VC+nQMyqhhXIfdPTo1Ajt7yiKw/xTU55OTAaqLvyA2IiOMvlMlB5CcjxZSsY4l54Wtr+ndP3gZruq5d3gCSt/jhUhUIaABqWc5m/tRogdcgZkAalT4Pqwww6OEYmBAEIoCKTfsa3E9kG8D/AGKP7GRqYTkwLMCkKAJQOBF+K9wLzI31pKFfGAyBJaOzq+vhLkYYkkP0JbB2ki4A/oNZGUOcCsYvLLgUmjh3wmyqfzIsLGBojoAukS9ADQz+HnB0fDtpEFzBj8IdaarBAIAbx90h88GhH/Qc3i4O2E+iSNoUXeBz81FZ+wlFheoDpe8h6oqSBGwF0HewM4nUyDh8uDw6uAW8evxEvAs6RNJa7YAdCOrzgl3DikAZxXCDfUFnIpfwAbYAL0NHLMHFRNQQXkadpGNhWfqCg5TjaDo8SdgAekXkY+wleNGFgZcc1lowpcIfIbvlOEyhOLbAdgw3EUjMR3ioGn18shecl2vYIWKjAkWYNK4BbymVw26ziO7/tLly79xCc+EYlEjvS5OhyHdQy9gUUZh/AGer2WaRVfefXFsORqes62NeJ+agg9SxehIfoXWFqebiK8Td7sGEUyCPgHjlV0zP3BNFgrh5HkYiUscJSqD/8+gJzlKwxWAGexFsLGkkjLUSJ3EjZJ+CsAprwqqvEdh7utFIK5GuHRIPFQcrGeIpO7SnbtgPcESv6It4nOq+RWJUo+4Mq+qisT0v7gWSn/9RTFcvAwDVyNhQ0GtAsHryzrb6uGe1Lfxa8w25JBYE3kHsV+DD4aSyn+VlR3Zh4Nd4oLIvmUwXuBUYg/IZ9ywBrKavAGgUMc1eVP6icFUjp4zgdclsUHXMHyuUqoh70kBL0D5ixBOXPG7zx4r8rGYxq+QjJI2AtZ0lViALIDA1Vud/BlPSXrG6iuE+AWgarSHLyavFzVIFG+FDysgy9OTuEAJEMckUOuoZTLeqra8JCrMfhEYIfIz8njHDTngq0XiTRKno32OS/OIs/WLUPzXL/VaqVSqdtuu+3cc88degNH2xh6A4syDuUN9Fu2o7/62kv1Rlk38uWSZxZz0qpYGhb/xi8jbxv75cws1ab2//3lKIm0/7AXPCIfccRne8hH/Cueu3zKIu6Nwzbnw7Okv/oi/xEWcBFvR71yv/5gsXRdMzzPy+Vy99xzz3nnnReNRo/0uToch3UMvYFFGYfwBrq9pu3oL/1ib7UWGlYxDBxhDPAazAj8Bi9H950Dwfnha/gavoav//tL+3UHix76rm3ZnufZtn333XcPlYmPwjH0BhZlHMIbWNgxU6kGL7/yQr1RtmzN80zfOvBLSOruN3u5RuD+Uu+A4Wv4Gr6Gr1/50n/tweLaZi6bDcPQcZy77rrrnHPO0TTtSJ+rw3FYx9AbWJQh3sAr4hN0eg3Pt3bumgtCRzNyupaztQFcTssfABX8e19W0bUK7kCl/vA1fA1fw9evfBV+3cFStEzdNIxSuTw+Pn7dddeddNJJIyMjR/pcHY7DOobewKKM1wdQgf3qQ7t2zfdnO6++9tLuPQs7ds7OznZ6nWav3ex1mvyj3232u63f7NVp9XvNfq/R79WHr+Fr+Bq+/n2vxq89WHq9zszMzNzcXBiGmqatWLGi0Wgc6XN1OA7rGHoDizLe2Lfv9QNeb7zx2htvvL5v3xv79r2h3jMcwzEcw/H/wXj99deP9BSG43CPoTcwHMMxHMMxHMNxtI+hNzAcwzEcwzEcw3G0j6E3MBzDMRzDMRzDcbSP/wNZfzFv+acdkgAAAABJRU5ErkJggg==" width="400" /> <br />
Form adalah lembar desain tampilan dari program yang dibuat. Form ini menjadi pondasi tempat diletakannya kontrol-kontrol yang dimiliki oleh Visual Basic sesuai dengan yang diinginkan <br />
<img alt="" height="226" 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ieZc75v3z5e4MYcngMc0ZzznTt3VqxYEclfwrQ4EUUPorB8LcgsU6vVmPBCZ2NGRsby5cvbtWtXvHjxTp06rVu3Ljk5GV/R7IXD86NcfMGA7vT58+fLli3z8/MrW7Zs3759T548ie1paWlkWFPy5Me51ncEY2z16tWcc4lE8uGKEyCxYDw9fvw4JCTk9u3b3GTNOzk57d+/n5KA7ty5g8+zZ8+GBQaRxhhzcHDw8vJq3LhxmzZtmjZt+vjxY8bYixcvSNKnpKS4urqOHj2am0ja0tLS8C4YY7/++mtAQIC9vf3Dhw8554cOHWratKlGo3n58mWfPn3gKSlRokRiYmJwcHDt2rUhKkaPHs0YMxgMsIbhZrC2tj516tS5c+cgLMkNGxwcbG5ufvnyZVzPkSNHLC0tx4wZI5PJfH198fPatWszxsLDw5OSkiAvIV8vXLhw+PBhFxeXpKSkcuXK/fLLL1wQ3S/I0hFMfyFrwdGjR83MzJ49e0aZXyJNQVGFKCzfBAoEZmZmCtPwZs2aVa5cOcbY6NGjnz59SlF98sMIyy4/zqV/eAiTj4DU1NSbN2+OHDkSWb5btmyhryQSCdyY/5UMiFq1ai1duhTdQrIkQ+U7ssQsYZFzzm1tbcGlp9PpGGNBQUHQvUaNGgXz0dXVFT9fvHgx51yhUFy7dm3OnDm3b99mjN29e5dzfufOnXbt2m3cuNHFxWXSpEmcc5lMhjoQDO/PPvvM39/fycmpbt26OP7u3bu9vb01Gs3Nmzfj4+MfPny4dOlSCwuL6dOnBwUFtW7dGtc5fPhwKyuryMhIxtiPP/74999/R0REFCtW7NixY1euXKEEn8TERM75wYMHIQix8cWLF6VLl/7555+Rb/z777/Hx8dv3bq1Zs2ahw4devz48blz5yQSybx58xhj48aNO336tLOzc2JiYsmSJSkZysvLC/k1BQaUTlFKMOd85MiR7u7unHO4oES22CIMUVi+BaCRhAklkUimTZvGGPP29kblOGnuRhOo5pKsrqIa86eoJwresygHmzdvtrCwMDMzW7x4MZZL8l3/J3D27NkKFSo8f/6cHAYfAnggjLGff/6ZUq5QFsk59/b23rNnD/ZEPUlSUtLx48dLlCjh5+cXGRlZs2ZNlUplbW3dqVOn1NTUmJiYUqVKMcbi4uKYiWtm6tSpjLGdO3f6+fm1bt0aEpQ4JXQ63fXr12HDLViwAOcKDg728PDQ6XQuLi4VK1ZUqVQ3b96sUKFCYGDg1atXEae8f/++p6enpaXlmTNnGGOPHj3inLdt29bCwuLcuXOhoaFZSkcQ2ly7du2ff/557949lCpu2LBh79695DH28/ODG7Zt27bm5ubIhmOMDR069NixY1WrVlUqlVWqVPH395dKpSdOnGCMTZgw4cO9nRyBO4LHNSEhoWLFigi+ZmZm/lcUQRF5gygs3wKqwT9y5IidnV3p0qVhMBGDCXajBJAseiWlyRQ9IEmEatVRvYc0B2jZKSkpP/30k4ODQ5UqVZC1+KFNtHwBCfWuXbv6+PgUwBlp0UeRDzeZKebm5gcOHMCIWrJkCWPMxsamWLFijLHbt29funQJwhJxR19f3/LlyzPGDh48yDnv0aMHY8zDw4Mx1q5dO855mzZtGGMtWrTgnBuNRnhK9Hp9dHQ03CQoktHpdEFBQW5ubgaDYf78+Yyx+vXrI8R46NChW7duMcZKlizp6uoKERsdHc0Yq1q1auXKlXEBu3fv3rdvX5kyZbhAU9y3bx/7N+rUqcM5379/P2OsVKlS7u7uSI5bu3btpk2bGGNOTk5OTk6Msf3792/fvh0H3LVrF2PMzs4O3gthFVPBAIRHnHOpVOrn5/fDDz9wQf55PpYViShsEIXlm0Djvm/fvqVLl163bh0yRWE4kmNWpVJheUUeEBYIg6ln7Ee69g8O3FpiYiLuGgX7VNxJu6WlpU2fPh3GExfY4oUWWPU45yqVqmrVqnXr1v3QZwwNDX3+/DklE2VkZEALiYqKSkxMxEDS6XQnTpwYPnx47969L126xDmPjIysUaMGDMQrV6506NBh+PDh586dw8UrlcrFixf369evf//+GLTHjh0bPHgw+S2J+V2n0z148OD06dPc9HZSUlLu3bsnl8u1Wm1oaGjr1q1HjRp1/vx5/PCPP/7o16/flClToqOjw8PDdTrd/v37v/nmm6FDh4aFhd29e/fJkycymSwiIoKuhHMuk8lOnz4Nujuw+sXFxXHOMzMzg4ODe/ToMWzYsMjIyOjoaPQ4u3DhQseOHdu1a4cwp0qlOnfuHOdcr9dfvnzZ39+/ffv2qNkoyLQAoe3YoEEDhG8hsEFjKUx9F1HEIArLfwCmSrjdiA9TLpebmZn5+/sLyULfDOIlIQ4BmKcZGRlyuZxqJTnncLjBlEGeLeg94d5EVwSsaFjBUSVJNSe0Gzep8EqlEkegHHdKQ8WqSuYgGDgh3mAaEn8YEbXkI9LT08Hkh6sVcqcVNvFJdNv4d9CgQZUqVdq9ezeCVXi5CoUCLw5kh8RhRCUZoGr7cBf54sWLzz77rGXLls+fPy/CCllBAgMSbxBjAMEFClICer1+zZo1jLFRo0YV/tRuEfkIUVj+A0wJUGtiGly6dMnS0nLEiBHctIbm5iBYLg2CJnlc0Kg9+0EkEgl6OXHO8QFT1GAwoJYLMgw5eGCOFnKPcc5fvXqFUnTIHhBPg7YNfDRIfVSr1RkZGbgqKn3B/nRtOFF+uY4RxwV5kEqlGjNmjIODg1QqhWZQOLMhhLFnzvmrV69gGTdp0gSUMVR+DosN7wX3AglaAFFqCwuLEiVK9O3bV6PRfFCp/OmA1B2pVIqnimmIdGhMz4sXL7Zp08bCwiIwMJCLbdc+MYjC8v9B8wFChZvoH0H3jKg+Sr5yCUgyg8GwcePGRo0a3b59m2RwXFxcqVKl9u/fP3ny5Dlz5nDOIRpxFlqpIeqMpqbB+ED5JpB2f/755y+//GJpaVmyZEl3d/euXbsirZ86VMhkMrJKiRL93r17bm5up0+fhkQnrm3OOTis8+upkoqABT05Oblnz57VqlXjJu9ZFrW98IAytvBvTEwMiHP9/f2FedHC+iLaaPjwZLnbtm379ttvX7x4kZ6eTrTpIt4H0HIwERCYpEx4zrlerx86dChjzNXVFc1njP/uiyCiyEMUlv8PSBFIKURrnJ2dEeCBAZHLVALKyCebad26dYyxixcvcpP3ddmyZYyxmJiYBQsWzJ49W2hdJScnU7cjod5KhKXw+8GnyjlHnUbt2rUDAgLq1KmDahbOuUwmIxZsSmonh2dERATy9YVXnpGRQXWQ+egapXZOFM7p1q0bau1xd4XQl0VpGuACpadx4MCBmjVrwspcu3Yt7ohen1KpJKZ1XiB8FNCixDhZvoD8QNSslHMulUpDQkK6dOmCjKRVq1bRzmJJ5acGUVj+AyIz45zPmTOnSpUq3ORzgxDNTdgSthqMOYiBxMREa2vr77//nvZxcnJq27atTqf766+/aGZevHiRSrafPHlCpJexsbEgOlEqladOnUJCKVZJJCL27NmTBDmyFiMjI3HeiIgIFLnDeavRaB4/fhweHh4cHGxjY4OMm7i4uJCQEGH/KZ5/Agy5P5D0iInqdDqJRMJMBGmF04slbB1DgWfyK/zxxx8BAQHOzs7VqlWbOXPm9evXhb+l3pAfzhkLz7ZSqczIyEDs+QOd6JMC/AGULnTjxo1ffvnF1tYWtSt79+7NUgyG/ABRXn46EIXl/8NoapXOOZdKpTY2Nrt37+amtQ8iM5f2FhH9UCfLJk2aMMa4yTuK7ADOOWUn9uzZE1SrDRs2vHLlyunTpytWrAjCVXt7+06dOmm1WtCyREVF4SwqlerkyZNgZeMmOyYiIqJPnz7JyckSicTb25sxVq5cudatW0Oarl27FnV4KBU4cOAA57xly5ZmZmbW1tYNGzaE5M7HdHwiLiCpg2fSuXPnHj16oJdv4VzrKZ6KiyctilbM5OTkAwcOODo6Msbq1as3b968LCz5H24ZxTWAZ5ichx/oXJ8aEhMTV65ciZIVDw+P9evXIzsXIPcMhq5oXH5SEIXl/wNuWMyEVatWgaI6v7B582bGGMKNGzZsMDc3h8zr2rXrxIkT0TViwoQJx48fZ4z17t0bnXJBGgcys7S0tLlz51pZWcG5CmHcpUsXb29vEL5kKfCCS3bPnj3gEV24cGFKSkqlSpUqVaq0c+dONIi4cOECSMV+/PFHNHPw9/fnnCMnMB9vPwuo1QYs4P/6cqNWqydMmFC9enWUD44bN+7KlSvPnj0TtmFBaxeDwSCRSOBdh4pAGdfkhOCCaC7lVGfRNv7rT+x9QHFEPBBILMQmoDdkZGTIZDJqM5CZmYmKDupSgBYFdECFQnHv3r39+/cPGzYM3eicnJwCAwPBkyBCBEEUlv+A1Mb//e9/YN3MLxw7doyZWsV26dLF0dER2/v06TN58uRu3brBjtTpdN98802xYsU454yx+fPnw3YsUaJEaGhoYGBg8+bNqaCTc96mTRtfX9/MzEwUpaCNJY7MGKNmTN27dzczM3v48CFj7M6dO5zzCxcuMMZWrFjRsmXLunXrvnz58tGjR76+vrVr1378+DH/kLVr5M3OHjT9bwE5U0KG0tjY2I0bN/bp06dMmTKWlpbdu3efNWtWSEjI/fv3sQ+JTGQgC2Ue8TmQjERQgKqAkCZdVNmgcg9KNkaTAzxPuVxO+qJarZbJZDTM5HI5Zgc31YPhOFFRUZs3bw4MDKxfv36xYsVsbGwGDBiwevVq1G4ChTP1TMTHgigs/x/khpVKpV27dqVuD/kFd3d39KB3dHREw3rOebdu3ebOnduhQwfGGJpOlC5dGuRhjRs37tu374wZMxwdHb29va9du8YYmzJlChck7nbu3Nnb2xtNJaFc0+ksLS1RxM05nzlzJmMMyb1gyg4JCSlRosTmzZvBYW1paVmmTBnGWPny5W/cuJG/N54FBlPb6g4dOqxcuZJ/jGb37w8qxCTeFmzH2p2SknL9+vUZM2bgbRYvXtzT07NJkyb79+/PnraalpaGzDL4VDUaTWpqKsQk1aGSQ5hqAQv4fgsP6EEJqYmFbwG2Js8p7ykpKen+/fvDhw+vXLky3ABNmzYNCgqKiYlJSkoShs8pF70A70xEYYcoLP8FKJ7Lly/v0aMHdeF5T2ClmzRpUoUKFRYtWoQ8WHzVu3fvOXPmtGnTxsHB4cqVK0FBQVu3bl2xYoVSqZw5c2a9evXKlSs3ePDg1q1bd+3aFbxfXJCzjh65EG/I9YAJC8mKykvOOcoEX758CZHJOY+MjDQzM1u6dGnjxo07d+68adOmjRs37tmzZ+XKlcIqzA+KatWqrVu3jptSiv5zQCDTYGoaSpZidh9pWlra3r17q1ev7uLiwhgzMzOzsbEZNGhQWFhYRETEy5cvU1NTsxMBEl8EfSigGyvcIC80lIYsNPcQeOnp6VKp9NmzZ7dv3160aFG3bt1IOpYqVap9+/bz588XprAhSE9qnEQioaawBX17IgoxRGH5L2AKrV+/3sbGJh8Pq9frExISihUrBq5ObprV/fr1mzx5cqdOnapXr449z5075+Hhce3atUePHmF679ix43//+x9jzNnZ+enTpxDnmMb3799njDVq1IhOZGtra2lpiV7BU6dOxZ5t2rQpXrz4gwcPSLIePnyYMbZ8+fJmzZp17NgRv122bFnbtm2vX79eAGsELiYiIuI/aiTpTTCYunZj5MATTg8QfloycYxG459//nnkyJEFCxb069fP3d3d0tKycuXKLi4uPXv2nDx58urVq0NDQ7Mb98KnRMHLTxNZPCiA0WgMCwu7dOnS77//Pnv27ObNm3t5eVlYWJQrV65OnTqDBw+eOnVqaGjonTt3KHlNr9cjVAxFRKvVIrWVXusnHhsWkR2isPx/oNIDjDbx8fGlS5dGa9l8ARY7KysrxhiEE2Sen5/fpI8D9QsAACAASURBVEmTfv75Z9RHwi4sUaLE/fv35XJ5rVq1IFmRH1SzZk0cTcgRM3jwYJBoT5gwwcfHh/Js4V8NCgpCidiyZcvS0tIqVqxYrly5AwcOuLu7I402ICCAMbZo0SJcQ40aNeDr+3D81LhxJycnX19f/uGTiT4QSGKp1Wqhuw8rLBZiKsLJQhlKYbO4uLjExMR79+6dOXNm/Pjxfn5+cNuCl9zBwaFu3brLli3bunXrwYMHUewrgnP+9OnTzZs3b9myZf78+XXr1rWzs8NMAfz9/efMmXPx4sXo6Oj4+HghkQjoI1AFBJ0GwRehEU/khUWb2FlEHiAKy38AeYlF8MiRI4wx+CTj4uIQiKIwBs2rXE4n2JErV650dXUNCwvjJj/n5MmT0YnQ398f5Rw1a9ZE86+///570KBBtWrV4pzfvXu3WbNm1MZPiLS0tGHDhpUsWbJEiRJ2dna9evXCWvzixQu05C1VqlTLli0h/I4fPw7T1s7Ozt3d/cyZM5zzjh07Iq5Wv359NB7KknvyPsB6hFpAiUSC54k2Z8ikEKlnsiM5OXn79u3btm0bMWJE9erVHR0dbWxsSBg0adLE399/yJAhffr0uXfvXpag6XuC+nZxzsEABYolrVZLJIUY9m8GavapsuKtwykpKenVq1coeUpPT//rr78iIiKuXbsWHR391Vdfde3atVOnThYWFvQQqlSp4uDg4O7uPmfOnB07dqDzV748gcID4u1CUB9MW9zk1cjMzIQzQyaTIeOXsnyhTBuNRoVCgVdJPFMGE9e0/o0Q0plRmDw7hCoFiLWFP0FxAXZAdRMizcTqhcFGsWd8EEY38IGbaGE+OkRh+Q+Mgp6uWq124MCBjRs3RkQEf4UC0ihgzX4rqB0HIJPJ1Go1xerw4eHDhxcuXEBenzBcCubYHA9La9DDhw9DQkJevXolvBelUvno0SMqmceA0+v1R48ehYii4tGIiIjIyEhIsvyNkGGKcs5RNpOZmZmcnFylSpX+/ftzwVPNl3MVDWSvAuKcZ2ZmXrt27caNG9euXZs0aRK0jVq1ap09e9ZgMMhksvyKMVOyLudcKpXmS1L0kydPQkNDz5w5Ex4e/ujRo7t37+7evXvatGnjx4+fNGnSlClTvvvuu0aNGjk6Ojo6OlavXt3Ozs7GxqZixYpo7ta8efNZs2ZNnDhxyZIlt27dunbt2q1bt7KfBQsueK+KkvsUghDyD+sA8qKF5CHQaYj9g5veIwA5RH7mfL9CWtygSEGC0olgxGNEGQwGWl0hjyGGsT/uFFIfCVagHiw89r0oLP8BSkfoNUul0s8++8zb25ubxBsXdM3lphH51sNSyRfnXKVSSSQSnU6XkZFBeTpxcXGkg5N0IVFKrK05HlkYWTEYDFKplAhmSdHDSIWhgI1arTYuLk6o5XFTm2t8zl9VjshUExISQDmkVqtxriyF/CK4gJYWtkVycjJlo8D0P3jwIGMMbZxRT5JfiyCx86O3pUql6tGjxxdffLF69epNmzb5+PjUqVOnfv369vb2Dm+Dvb29o6Ojg4MDywlNmzYFMYW/v3/37t2XLFly+vTpq1evhoeHX7169fbt28+ePUtPT09JSclRDxAmwcKPSrz8RUZYkh3GTWo6Vh6qvhUWjOY+lqFWq/fs2RMUFLT99di1a9eSJUsCAgKmTp26adOmdevWrVu3LvtuBw8e3LNnz4YNG9AzLjtIDxYqxPR2kpOTExISwJqE+Jfx37wf9NtC8kJFYfkPqPmGUqkkla1Dhw5Vq1bFcg+1SOg3yM1hSbODyKQEd3KqcJPcRR0enJYk7dDdkOdE424wEXRlWS6JtYvcKTA6jUYjDkLCPvtSC/0uj08wp3snPj+0+f3111+5qTsKZfmLIKD/V2ZmJsYALR/UhBylt/A94MWRhvT+gFcDQ/TJkyft27cvVqxY7969161bt23bthYtWrRq1erXX3/duXPnG5ZaYP/+/Vu2bAkKCkLfyrw9CpqJEBKwqOCQhFGSxdNDG/PlaXxcGE0NFejec1Sak5KS0tPTExMTb968efXq1YiIiFOnTs2ePbtz585dunTp1atXgwYNrK2thZqKra0t9Jg3KDqenp7Vq1evUaOGp6ennZ2di4tLjj+xs7NzcnJCCIlgYWHh4+PTt2/f4cOH+/v7b968OSoq6tq1ayEhIbdu3UpMTExPT8+xKQWlAsCcQCO/D/6gcw1RWP4/yALTmwjY8Dq1Wm3Pnj3d3Nw2b97MBbINLvhcHhkGHJogQhFGMhFaXXLOU1NTqVUWuSbgpuAmhu4cD06jCjYxla5DGtGpcVJqPKJUKtGLEYuRTqcDs4HBRIGbv8vN7du30bEBLARkpmfpHCmCC9h08S/eCBxTnPNz585VrFhx586dnPPU1FQsoHK5PL+6dGk0GjjMT58+bWNjM3z4cJiYeQatfUSmQb4TCqdRXBNSkLwd8O9RcA6uOYxY0j5JWOoF3eWKjLAkXgXh9sePH9+/f3/v3r3jxo2bOHFit27dvL29K1SogAQ9R0dHT0/Pjh07jhgxYtKkST/88MMPP/ywc+fO6OjoO3fuhIaGvs4KfB8oFIqIiIiQkJCYmJjz58+vX79+1qxZEyZMmDhx4tChQ729vUuXLu3s7Ozi4mJubu7o6FivXr2GDRuOHz9+yZIloaGhISEhWTxMGBvkti0kkRpRWP4DdMYQzl7ytgcFBVlYWCCBE6A5n8sjY13DxEaHPJgLRhP/FsUYsEYI/zWYuj1nOSwpYtxkTWJB4f82fyEX6RSkjxM1DGUAkpKej8vN1q1boW8ePHiQc47nQPKYTG0RAB4+hc8x/BBdPn36NGPs8OHD3OSjw3B9nc2RZwwfPrxYsWJLly7Fv5mZmWjxaDTljr45PYQcBsZ/N5vDRsrpIIoiknakKYJ2n4YrpiFkodBrx01dzSkvT0hiVWRw/PjxoKCgL7/80s7OztXVFSTSjLHGjRu3bt16+fLlly9fjoqKevr0aUpKSnJy8t9///1WvuU3Z2nRCCSfNiZslt2EvrE3ID09PS4uTiaTpaam3r59+/r168eOHfvuu+/69+9P6d8lS5a0tbX19PQcNWrU7t27iVClUOHtwhL9DWjgwiqipRyr8DudUm9i8MrbFVNYIjU11ShgP893kLyBdhMfH1+7dm3GWP/+/dEGhDLHIM8wQKEGYnWDplw0PI2YHjB6MG1w18i4g1nMOUeCEudcJpPdunULZfhjxozBQT5cRUpRAoZQRkYGxAw8rgkJCa6uru+ziFAcVOi35KZiUHg1UlNTXVxc6tSpQ5Fv0e7PA4wmTlqjoGEffVYoFFCU4csRrp8qlSo1NfXatWvHjh3r0qUL3KelS5d2cnLq0KHDunXrNm3aRK33ihIuXrx46NChhQsXenl5oTkBcp4HDRq0b9++e/fuUd6DMHUImiLWIjxVWpreyZjJJd4uLMmmMQoy5aDNYUblvp2T0BLKmwiBHUaqtLBxUr4DNhkSoOm5BwUF+fj4mJubDxw48OjRo7QnN7mJDAaDXC6H4KQJ84GusCBBuiQ0ffQn4qZMIr0g3Vwuly9ZsqRNmzaMsbFjx968eZNzrtFo8G3h7DFSeEAeSAoKcM4zMjJcXV2/+OKLhIQElArk4cg6QQc6Mg7gy0VacnBwcPny5UeMGAGNh3wV+Xl7nwCy+4FJnyZOYERGyNSOiYlBhnDHjh3t7OzKly9ftWrVIUOGLF++/MqVK8LXbTSluRalStDsYyw6Ovr48eNLly7t0aNHtWrVUFM3YMCAGTNmhIWFCevN9IIG3QAWIq1Wm++qea7csK8zj9LT041GYy7jJUKt9n2g0+ni4+NhtAnbtH4IQOPmpgwLbNRoNOfPn2/UqBFjzN3dfe3atSQASIRzU6bGB7V9CxJYaklAko+BLG/OuUajCQwMRPhk/PjxsbGxmAZJSUnk2S4a8aQPB0x1oyl3Gh88PDy6du2KVFijqTzgXUFmIuk3wvqlwYMHm5mZEbW9TCYrGh6Rggc9N4RRKarCBV0EgOfPn48ePbp8+fLFixcHtcj48eMvXbr07NkzRI4JeHHCzANDEcr7NZpym/HohANPpVKBtjAsLGzevHkwtUuVKlW9evXTp08L1//U1NSkpCQ8GViZ+b7wvl1YImAAM+vp06dpaWmoIIZOynNNhE3PIi0t7dGjR3mzMIxGI6kV8FN9aGZRhUJB2gAGPZ3x5cuXq1evRofIXr16xcTEZBni3BQb+KBXWDAgvSE9Pf358+dC39HTp09XrFgB54mNjc3q1avpK3rpKpXqw/kAihjwnCUSCRxKPj4+aJ3GOVer1e9TbEOeWOEie/369cqVK7u7u1OYihJQszPWisgNhMFaLkjx45xLpdL79+9PnDiRElOPHDkibJmJ9Q1OWiKE4qYqRi7I+y0yqUxyuRz2GMae0WhEdaZw8RRaHenp6aNGjapYsSJjzNvbe8OGDY8ePaJlmZ5Yvi84bxeW9D6ioqJq1qxZv379li1btmjRol69em3atJkyZUouxZ7eRCExderUOnXqgLkmD5DJZD/88AM638IXkbfjvBUULhKOV/7vukls3LhxY//+/S0tLa2srAYMGLBixYqLFy/i26IhKYEsbp9Lly798ssvYHh3c3NbuHAhEcTL5XIYLkjWwDwXsvSJeDPIWA8MDHR1daWFANpYnl2jwtQqznlmZuaePXtKlCgBGmF4X/GyKEdBfGV5ANVucdP6qdfrr1y5Mm3aNGTo+Pr6LlmyhPQeJH9QgAmzhriTKNpFhyKDtWgsLxCEuBdwP0HbQF4k8RFyzg0Gg9C5+scffyxZssTW1rZYsWK+vr6LFi1CVyU6bP5eZ64SfHDWy5cvZ6ksNjc3Z4wtX748N2cifbZ9+/aMsaFDh+btiuH/TEtLozTRvB3nrYAxDRlPF09JeqSGY2eZTHb37t0bN250794dfsgqVar07dt3+/btH+jyPhY2bNjQrVs3tJK3trYeOXLk3bt3hSaIQVC1AnlJepIh/4jZiioo6ZRzvmDBghIlSoBXHVHM9+yEk8U3NWrUqCpVqiBLmZuWY8hppPVREpCId4KQSESv1+/du7dGjRqMMS8vr/379z9+/Ji+FXpWEdGUyWQGE50NN3VBoYwVEip5yKwstMji7TAI2PVopcVGPBw8B9Ignz179uDBg7Fjx0IqVatWjWyV/MXbhSVNmNDQUFyNs7NzkyZN6tevT7WuOf5KLpfTymgwVU+r1eqpU6c2b9582bJlPFsrKJ1OR96nLP5Vktk4YyHPETcYDFu3bm3ZsiWctC4uLj169Pjtt9+uXr2KHI0s5rgwk0KYbgogWPg6RkcqVwdnN5IblUol+gnnZrHD/giGkU0jlUoTEhKeP39++fLlrVu3+vn52dnZMcbs7OxatWqFqlMR7wlKWKOMG27i9hw/fjzGed6OTIsvWOuQN0jKSmJiImOsRYsWSDLEVCoyi29BgjJ3uIkki9J2JBLJqFGjoFMuWrToXdUOGI5EFEcxLMo8z32IB8VjUIZytEcNgoo1uH+NJlIU0nez/wqlTeSKgN8CYsxo4oMtYNs3KSlp3LhxjLFy5crNnj2bModhj2Jt1Jl4Ad9VguRFWJ4+fRpfBQQEFCtWDMJy48aNS5Ys+e233/73v//NmDEDpsauXbsmTZo0e/bsOXPmhIeHY+bv3r173rx5ERERnHOVSvXy5cvRo0fPnTt32rRp2Mg5h4Z18ODBmTNnzpkzZ9asWenp6Y8fP543bx6uYcqUKY8fP+aFMruSykg45xqN5ty5cz/88MPo0aMbNWpUpkyZ0qVLe3h4dOzYcebMmQcPHjx58mR4ePjrDiUswSZKFwI5OYXjFalPkHm5HxDp6ekob+ecL1u2bMmSJSNGjPDw8LCwsKhcubK9vf2sWbMWLlx44cIFg6Cy832f1CcPofcJbxBEgydPnqxWrdqzZ88oYz4PkMvlSEKWyWQUB+KcL1y4sFatWnPnzsVuxNAtktrnAZiVaIEplUrxNqVS6YIFC6ysrDp37rxr1y7sCX0l9ymsmGhC0QjZgwgf1OvcHAqqksFUqy1k9CTQKkGBQ0pspAB29nPRgKHDCnUvDL/c3Gl+ge4iISFh+vTpNjY2tra2mzdvNpoKeSmsRgUO75QrlxdheeTIEXwFWhYIS9QgQnYyxl69erVu3bosHEv37t3jnPfp04cxNmLECFy3l5cX7VOtWjU4ndVq9eLFi4U/b9eu3c6dOxljZmZmjLHixYsfP378Xe+2AIDhhaGZmJgovDyNRvPXX39FRUWdP39+0KBBzZs3L1u2LEqMq1evbmtr26hRo5kzZ4Kbcd++fXn2gMGHo1AocpkMQjVJ0L/ogV++fPn8+fOJiYmJiYm0s8HUdLewPfn/IowmfmCj0SiVSumNM8Y2bNjwngcnf4NwfWzXrh1jDDQu0LLT09MxaMV0njwA6y+WaerUUbp0aRsbm82bN+ORwrAjT2Mug/c4GmUUwv3DBW3gMjIycnMcSgtCjRCCgjnuAx+VVColHy+8xEZTOWOWXxmNxpSUFDIMKE0B3kF9gfMOwkohEm+FQjF69GjYJ1jBiDGNm1JP3ikqlBdhuXz58idPnmzZsqVKlSrFixc3NzdXKpX169fHt1WrVrW1tU1OTsa/jo6OzZo1g8O2Vq1aGo2mW7duMA0553379mWM2dvbe3t7w8tXv359znlUVBRjzMLCok6dOl5eXhCQffr0+eyzz4oVK1aiRAkPD4/du3fzwmrfCEtiKSPudXZeVFRUUFDQsWPHZs+eXa9ePTBQ42kQ7O3t+/bt6+/v30mAzp07t2vXrkOHDu3btx88ePCZM2eCg4P79+8vDJTmcgWMi4uD3qrX65VKJWNs9uzZ+IrqYQwm3p/XuWVE5AFZWitcu3aNMQb2HL2A+CYPkEgkwnSes2fPMsb69u2Lf4U1Kvy9qUI+ZYD8FrlXkydPZoyNHTtWOP0NAkYC7b+bcuQBEolEoVDk3qMGnenN66QwSpoHpKSkQHWmpmBg6ITUzNsx8wD42yAyyajVaDTo0kO5NQqFAomyRIOcS+RFWGZBQECASqXy9vZmjDVt2jQkJCQkJITswgcPHmRkZGzbtg3/ymQyNFAcO3asVqtt2bJliRIlvv76a26KozDG0tLS5syZQ585576+vo6Ojvv37+cmuwdSBz0m3+mBfmhAnGg0GowbmidEpM5NeeEajQbhgdc5KyIiIm7dunXjxo3Tp08vX7587NixE7NhwoQJM2fO7N+//2effTZy5Mjvv//excXF3t4ecyP3dahQfilgOXfuXMbY48ePEXgm7wpleH+gdj+fGih5AWPg5s2bNWrUGDt2LDc5Zt91PhMwL4gwb8aMGdWqVVuxYgU3WTZQ3TBcSRkvnKpnYQa5KzUazeeff+7j43P79m1usuQgGmGfoQYv94rmmTNnJk+evGDBgpkzZ86ePRvhrbVr13IBE2du5iDRXOj1+qtXr/766685nh3+XuRGHDhwYOrUqfPnz586deqiRYumT5++atWq7OeSy+UbNmy4evWq3tQfzWg0hoeHBwYGYuUp4OFEgVIK9yI9inN++PBhe3v7wMBA7EkMa+90hbkqHcFjylFY+vr6KpXKuLi4evXqMcZatWqFX3Xq1IkxZm1tjX8zMzOx/5UrV77++mu4YZVKpbu7O2PMycmpQYMGzZs3xz6pqakoSGCm1CGpVPr3339jQcd2GEyFTVJyQXoOeT+E3JjI1oEQTU9PF5YYc1PGOWXu5P6kSqWSCK9TUlJ8fX2bN2+e+xCU0cREqlQq8SuFQlG/fv0yZcrgM625VFFA2Sgi3hPgdsDnDh06fPXVV+SsQ5TxPRPZjEZj/fr1raysoqKisAVVCniVcCdQuFp8p+8Kmul+fn516tQhynthU0ajiQsMP8llfeTChQuzr7fVq1fnAgMmN+9LuJLs2rWrZs2a2dWvlJQUEuec8379+mU5r4eHR/Zr1mq19erV27hxIxfECzdu3MgYg5JdwJEaui/o9NA1tVot1rSYmBjG2M8//8xN6aLv6h7LlWUJxRPC0srKaty4cbt27dqzZw/tExcXBzfsqVOnsOWLL75gjA0ZMoSbcnDw0KdNmwY37Jw5cyQSSYMGDRhjpUqVQiKJg4ODubm5VCoFWRqEpdDhkJGRge3oOfWuqsGnAIyYypUrt2rVCslg6GqEgUvcZm/F8+fPGWPffvstF7CviXgfYH6C14myVbHKaDSaBg0aNGvWLG9HhtOC/BnUqePIkSMVK1b84osv8vM2RAgAshgvL68mTZrwXDO0vBN27txpbW0dHx+Pf/WmLqfUdBYzWqFQJCQkKJVKiUSCLZATCQkJKpUKC+a+ffuaNGkCR1FGRsarV6+EF0xu+b59+5YoUSLLZWCljY+Pf/bsGTcxYzdt2pSC6yh2QGaJ1tQiMCkpicgBFApFcnJyZmYmEdpIJJKkpCTaGYM2f2nqKJcHwp4xtmjRIp2pW/U7tevJlbDEh7CwMAiqEydO0LcQzvHx8W5ubowxJN1wzgcMGECJspzz+/fv47d3794NCAhgjAUGBv71119169a1traePn16bGxsbGzs6tWrg4KCOOfffvstY8zMzAw/nzRp0pAhQ3bu3KnRaHCclJQUpDuLi7gQGHB4ZY0bN27atCnnHKl6aMKFhidvPQ6OMHLkSHNz86ioqEJowf8XQZkd8IJixkokEpVK1bp164YNG+a5CBU8U1j4aG2aMmWKo6PjypUruYBaRES+48iRI+XKlUMf41wWa+UGlIC6evVqCwsLeHcRGb106ZK9vX2dOnUmTJgA7uVbt2516NDBzc1t4MCB9erVQ2XX3r17W7du3aRJE39/f1dXV4lEcvjw4Tp16nDOExMThwwZYm9v37Vr15UrV1LCLU7dv39/LN3wrKrVaihhs2bNqlu3rq+v7/z58xGpbdKkCSzLLVu2tGnTpnHjxm3btkWYzGg0Ll261NPTs3HjxsOHD4ewHzt2bO/evWvXrj1r1qyEhIQWLVq4uLj06tXryJEjkP35G9/JnsUTEhKCABM3tQjM/dHeLiyRMqdSqcLDwyGoEDukpi2c85cvX/r4+DDGgoOD8asjR45g5zVr1nDOfX19LSwsypcvr1AoevXqRZYl7NH27dtzzpcuXVqpUiUrK6uMjIzDhw/j54cPH5ZKpfj83XffabVafP7rr7+ghojCMguSkpLIfGSM/fbbb9wUvERIMjcsUJSVzhjr3Lkzz3WikIg3IEsahdHE3Th58mRXV9eUlJT3cW5jmcbLTUpKcnFxqVatWlpaGpW9i3SDHwiMsR9++CEtLc3wb0bv90SOwpJzHhkZWbZs2VKlSn311VeMsWbNmiUnJzdt2pQx1rNnTyyP27dvf/DgAWOsdOnSFN6Sy+U7d+50c3PjnKMYcfTo0a6urowxcG9R6cuAAQOsrKyyXM/Ro0cZY40aNerQoQNjDIXySLSUy+VwOiLXGoI2ODiYMVarVi1/f//ixYu3bduWc96lSxfsAMp4Ozu7wYMHw70cHR2NEyUmJuZjOIDKZiCDFQqFn5/fN998w99dg8wVgw8W2YsXL+I+0W1Db+In5Jw/f/68Zs2ajDHYhZzzlJQUCEUhkAE7cOBAxtiECRM454cOHcJTpn3q16+PyBkyhoQ4deoUYp8WFhaMsRYtWrzTrX4KMJpYh/Sm5mKMsWnTpnGTOwJlYW89DnKUOOfQkMaNG/fBL/3TQEZGBqJZJLpOnjzJGEMagjGvnUThDMTndevW2draIpcBa4RcLkfPg3y6CRH/AmPs1q1b+JyP5OavE5ZjxowhP+etW7cYY1hR4Q59/PgxY2zTpk2bN29mjIWFhXHOf/75Z8aYVCrduXPnZ599BvMDjfOSkpLq1q3btWtXHBxnxAGFSElJYYz5+fkJr8FoNDZq1Gj//v2rVq1ijIHhdunSpYyxjIyMDh062NnZYf9+/frVqlWLc96zZ8/KlStDajDGAgICsIOtrW14eLjRaITNl1+gSSFsHrV+/XqIc+SL5P5oubUsOed379718PDw8PAgUgJwYnHOU1NTBw4cWLNmzZCQEG7ybsfExFDo0draesqUKXfu3OGc9+7dmzE2ceJEHHbYsGH0Spo0aQKHOOf82LFjiGgyxooXL75x40bsX6tWLWyEuBU9hELo9Xq0cCLKj2vXrtnb28+ZM4ebEt5yGeVF+zO9Xj9y5EjGWHaOeBF5ABXewQRBlnhERAQWqfT09LwttfRzkH4dP34cCi5SeNA3sTAzXv13sW/fvjJlyly+fJnoAvLryDkKS6PRGBgY6OnpyU20O4yxPn36lC9fnlZOGC2///67o6MjxtuJEycYY4mJicHBwXXr1jUajYwxFxeX2rVr+/r6grWUTso5HzRoEGNsxYoVixcvnj17NlJwK1euPH/+fLprxlh6enrr1q337ds3a9asevXqYYnYvXs3Y0yj0fj4+FhbW7u7u/v6+lapUoUxdunSpcGDB/v6+uIgdevWhU05a9Ys8hRSOWm+IEfehtu3b5cqVUpvYqDN/dHeLiyx5oKULz4+Pjk5OSMjQ6vVwsVMhXcSiSQuLo7qUmUymUqlksvl4eHht27dio2NpQPCewDuZqTkRUZGRkdHR0VFIbRLNQxSqfTGjRuRkZF//vknN/Hux8fHh4aG3rx58+XLl1zM3/s38DqEpFZ4vIyxX3/9lb8LRRY59DMzM62srL788ssPeuWfCKjAnHO+f/9+Zgpq4L28q6orRGJioqWlZcuWLcElCx8D0Ua+DxOQiDeDMRYZGck5hxGfX+zH5JNfvXq1ubk5Ga/9+vUbPnw4N63MjLFBgwZVqFCBZAxjbMeOHWvWrKlduza2wIGnVCoPHDjQqFEj7NOmTZuuXbsOGDAgICAAB5TL5TgjaTYvcAAAIABJREFUxSyFa0XFihVxm9w0dOVyed26dYODg6dNm9a0aVP4oqD/6fX6Dh06VKhQoWfPnh07dhw4cOCYMWPi4+M///xzqiHW6XTfffcdLB83NzcQmeV7KxX4YInEh3OOFCR6yLk/VK76WeYXnj59SkYkGeAiCgCvXr0yMzNDVAD0eKTBpaWl5ThiIHQxcJHbtWnTJqOpISIiYQV7E/9JEC0Z8RHiGaakpNjY2Jw7d+6tR8ArIOJDuHDxCoiOZPny5cyUH8DFismCBWPsxx9/5KZsZ0Q6QLJKVB55OCy59FatWmVpaXnnzh2s9fD0YJ/4+HgIy1KlSv3000+cc6RA7ty5c9WqVcWLF8eUhyGYmpr6xx9/+Pj4qNVqxhgSczjnu3btGjBgADfJFS4QlkTfg9vs2LEjfgK/q0KhaN269ZEjR6ZNm1ahQoUHDx4YDAYQt2VkZPj5+XXq1An737t3Dzk+bdu2XbRoETYOHjz4wYMH3GSMnj592mDixM7D43rdMwSfGvLDkec4YsQIxCzT0tLyme4uv2AwGK5evQp2N8YY+HdEFAAwIAICAhwdHS9fvsxNgpCYKnNcWIlvFp979uxpa2srl8txNJj1It4APD3hQklMmxkZGS4uLuPGjcsNT7owJwj+W0x+eNgSExPbtWtXsWJFBEdwwCLTFvg/gcWLF7u7uz969Iib5I0w2JFnZhzqFbFx40ZqPsM5X7NmDWNs1apV4eHhTk5Ojo6OFy9erFy5spOT09atW3v06MEY+/333588ecIYa9Wq1aFDh9AjSK1Wb9++3cfHRyqV2tnZ1ahR4/r169u3b2eMeXh44OBwpYJYDRdPrcFatWpVqVKl06dPb9q0ydraul27dqiZOXDgAPIxJ0yYEBoa6uDggN+iZ2dwcPDt27ft7e0RNG3dujUsS845Y6xBgwZ3797FNRw4cIBznpGRkY/VmUg1NxgMxKj+7Nkzxti5c+fyUKlfoJbl/fv3+/TpM3z48C+//FLMzSsYkB3DOZ80aRLC8lzQZu91URZqRoZpf+fOnZIlS5I/QFyO3wpyo0G2wa2t1WpfvnyJlH2eay8Qyn5Id+Gm1xcdHV2yZMlevXohPwj5/Uql8unTpx/qrkRkQ0pKSuXKldHpjOr2yAeQ52mSlJSE306ZMoUxBk4JWF3IRwW6dOnCOafyAQAN2IcMGSLc+Pjx4w0bNri7u3POsxB3I84FjwU3JfjgMigvJjU1VfgTFBBWq1Zt8+bNOp2O0lMAznlCQkK5cuUYYzCQfv/9d865j49P//79ceTAwEBmytb09vYG46ZEIsnHmCXyeuAGgx7g4+PTsmVLtG59V+6XghOWYn7BR0GWaoS9e/cyxqAFQ4K+zrihBrbEc3H8+HH89n2cS58aiLmJttSoUaNfv37gcspNKJEyk7mp8x0KTrCGLlmyhHMOrh+cSKgMiSgYgNEX8kCtVlOtM/w3eXsX8OjS9IQ/n44cFha2detWpEw+efKEiNw454yx9evXP3z4cPz48dhy5coVZqIOJahUquPHj+/fv5/In6kjCvU4SktLQ9UDCZXLly/v27dPyA5GdEL379/fu3cvbcTpjh8/vnfv3oSEBC5gvyOivkePHq1aterMmTPclK+ETJc8PK4cQfWNmIAzZ86sW7cu+EA45zKZLJ+5YfMLVK5L3aMK7NSfMgwGg0wmg3jDYB0yZEjt2rVhi7yOOxtBF+Lho9ni6enp5+cnVrjmEjDchU94xowZrq6unHOQA+fmINRiCdQ/nPMnT5588cUXNjY2p06dIi86GkoolUpwE4oxy4IBrbwgOKOGXJA3/D18MCCO5pzDDOKmLC2y/+gVgyK/X79+wcHBKOqIiIhA6cjUqVP37dvXokULeEFxqTqdLotAoksFiQ/IXohkFSIHzSDpJ+jkpVAowNxJNjQFbmhk6gUNPuGvghxNSkqiKaDVajFuhUVQ7w8ShwaDAX41nBrkLfnfzzK/AG0C+X7EoCiiAGAwGF68eIFUPc55cnKyp6cnsfjynPilKKkaDX3IXgEHHjUkEfFmIEhJmXjz589HDiG+xXr01oPQ6oNF5OzZs5UqVfrqq69wHBgc0EThbsr3fEIRbwD8LrD/9uzZwxjr1asXVmRiKM2zDwYGHCWIwfiDYCNRin8bN25MLtBevXpxzg0Gg9AvunbtWqOpbRZJQZwFgs0o6PYMGlFIR4hDMOfp9Xq5XI4IGhwe0MUVCgXlA6LjB7YLZSG8oHK5nNgb0DwOfcF0JuRv6xuo9VqttlWrVjVq1EBGMUiCoHq+k7ws0JiliMKDOnXqtG3bFgsrMi0x92haZtmfEiwXLVrETJQfmHioyCx43uTCD6lUSmvlxIkTbWxs/v77by6Ywzn+Cg5w5HdQqgiKQJD1fuLECdK+keNXQPcjIicIhdalS5fs7OzMzMyWL1+OLQZT12UIVLQikcvleK2QUu9jOdAoksvlO3bsQLUlHTA2Nvbo0aNEv5Vj3eF/FJDNpEmQu5jiR5zzuLg4mNqjRo16/zOKwvITRWZmpoODw9dffw0DBZzCBkGn2Rx/wjlPSkry8vKqUqUK5xzamcHUYUp0zAqBVQmPd+vWrVZWVmhsrlKpICzhCc8CpLlCtQfjq1arTU9Pj4+P79ixo5ubG/o20ynepw2hiHwBvKNSqRSzJiMjA6XkqB0kKx/TB2YNfIDU8C7Ppzaa2mSSq5OcqOTPELoZ9EWoaymeHjwu0Ehw19RZ89dff61YsWL16tVRykwdrfMMUVh+coCbRa/XP3jwoEqVKjt27OAC/RRTK0fvBEWdUZIMakOE7t/VofEpgGINly9fZoxRFkN6ejr8aTkKS1r1hIlXYWFhZcuW9ff3T0pKon2o9VvB3I6I1yE9PR2rtjDDPyYmBo2umjdvjtxUzjm5GTHdEMCTyWRZwoHvChBbUrSPejFB/YUeTB1FioyLnrQBovakr9auXcsYMzc3X79+Pdy/uez9+WaIwvITBVbq8+fPM8Z27tzJOU9NTcVGyL/XAS4dRMtjY2ORwGIwNe8siEv/TwHJF1u3buUmGixsR4gx+wQmRxkWvrS0tO+//54xdvHiRW7KGIRvln6eJeFZREGCIvp4BQjycUEC4zfffGNhYVGqVKmePXueP3+ePKISiQR8IAgK5m0pRz0SvX2hB5LiKeR4EPot3+OOCwsSExOFMyg+Pn7Pnj2g0HNychLm5UIXQa7M+5xRFJafIoRFe8jig7yUy+UItmd3qJJEhAX56NEjOzu73r17c5N/gzLIRRAePHhgaWm5bt06bsqiwmoFq9GQE18rqCJhozx69Kh27dq1atUCWyR2zlIAQNxABXJDIrICohFtSiGHYCNCalKW6W+//fbll19aWVnZ2NhMmTLl/Pnz+Hl6ejqW8jy/QWhdcEXSiCLWbkhxBPOQepMvd114kJycvGHDhu7duzPGatasOWbMmBMnTkAj0el0qampUCCoiez7nEsUlp8ikL0NIl/O+aZNm8zNzSEvUV+VY4IP7Y+/Bw4coFppzjn624kQwtPTk2rd4AojyqTXFZNRDTia/Hz77bcUiIKvD5OfNoolIh8XEEVIsyKXoJDNQ0jl8/Lly3PnztWoUcPCwsLFxYXominE+K4QGrVGE7iAPQrigUSmMa9tbQohfvvtt+7du1taWjLGAgMDL1++LGwjSG3VSRF5/3sXhaUIzk3+WFKEjSbqUaOJKD/HcTZ06FDGGBb3TzwVFsulVCrF8qRSqVq0aOHv749vsU5lF2wgE+D/dqBRhoiwy7qIwgmhkINhRx4/8JILE2o0Gs3hw4fBG+fs7DxjxgydTocy6NwISwwSTDdk1WLSoSoMDmEKzpFBKUwWNZoaLRj/DboXUsJedz0ajYbag3CBhCZ5zAXGLuUTCfOPNBoNNHUUopAwg4AHoS6SKrhA1UhPT3/x4sXdu3fnzZvn7OzMGLOxsfn222/R+7pgIApLEf8/7idPnuzg4IB4OEYwWTn8NZmu8fHxVlZWY8eOpcrfArzqwgU8MZ1OB3drs2bNOnXqhEIRoW6b5VdY2mB0YqmNiopyc3Nr0KABGvu9juZeRCEBgsfgVKP1nZKzSH7cuHFj9uzZLi4uZcqUGTp0aHBwMHZAF7xcdpuBL9EoKPanKiPSa1UqFfl1iZQHQpT4MYzZgONTJViOZ0cGr3Dn7MeBlCUJjUUD1wkdAv5q/BZcVLgFqVSK0INwDTEYDDExMRs3bpw2bZq7u7uDg0OlSpV8fHxmzpwJIlnhngXgYhGFpYh/8Nlnn3l6eiIVngYf5WRn2RnD+qeffmKMXbt2jX/avUXxuOLj4znnPXr08PDwID1D6CjL8ithlItzvnXrVhDwZqk3EFFoYTCB6vxIbcIO586da9asGWOsdOnSa9askUgkRlNPErQvfSeKH6lUSvm0wgGGgUQyiZyxQilOe2aXc8JDQWnLPlbJycxNcz+7sMQO2Eej0SQnJ4NzQGvqvcNzYpbPkgl8+PDhLVu29OrVq0yZMowxOzu77t27b9q06caNG69evSJFhIpGCqx6ShSWIjjnnJLXAwICGGNIW0BTUp1OJwwGEKC3cs6bNGni5OSEIsJPFgaDAbnEEyZMIBJquVxOeRY5lnmQ9i2TyRo1auTs7IzW9lDAySwo0DsR8S7AC8oiXbRa7aNHj2bPns0Ys7S0/OKLL6BFcc7RBIP8NFj6c1kChF9RSqdWq01MTExMTMweAaGjkYgymiKpOUKlUslkMuQr8Ne4iCixlkgVshxEb2p/i1rSN9xIYmJiamrqkydPjh49+vvvvw8aNKhNmzbFixcH2VClSpXs7Ox69OiRxXzkgvlCqgm5cAtArRSFpQhuMBgUCgUkolqtnjFjRrNmzTjnCCpwzmUy2Rsmc0xMjLW19ZgxYwrsggshsFJMmjSpVKlSsbGxlO/6Om1aiGPHjjVo0MDPzw+MYli8OOfUwLKgbkLEOwNZV5RLIpFIgoODGzVqVLx48aZNm65YsYLq/2QyWWpqKpb7tLQ0RDRhHuWmUxs3Zd4aDIbo6OgNGzZ07NjRzs6uefPmgYGBEydOnDp16oEDBy5dunT16tWHDx/mWXgYBLTpQrwrv7lUKr169eqVK1diYmLCwsIWLVo0evToqVOnjh492t3d3c7OzsLColq1ap6ent98883o0aM3bNhw8+bNS5cuCVna4VU2mvhphasQHjvZ5QUQrRCFpQhuNBoxKKmOnghgMRBzTN4xChIB5s6dS+bUJws0GgT/JKYxKfVvEHjLli1jjM2bNw+EA1CcEb9BweunHAku/CC5kpmZOWPGjMqVKzPGpk+f/ujRI3gaUCkEYwv0p6QJIZMl91ZRZmbm6NGjbW1tGWNVq1bdtm3brVu3Ro0a1a1btwEDBqCRJKFChQrOzs7VqlWrUqVK27ZtZ86cGRQUtGfPns2bN2/ZsmWrAJs3bz506FBuGuBwzmNiYtasWbN79+6t2bBv3z43Nzc7OzsHB4fq1aujPxfBycnJ39+/U6dOgwcP3rlzZ0RExI0bN6RSaVxcXJYRbhRURkKZwDoD1gUSnMISUi4KSxEfCzKZrGTJkpMnT+YmfZZal1CInpsoSCAVKleu7OHhQQnr8E0VYasICxxpu8eOHTM3N6dWRJQ0SBUFFCiiZISYmJgmTZrY2tqi6sZoqk//mHclQgC8LMgzo9FIzDjCkKRSqTx48CB4zOvUqbNv377cH5koBTCEwFmBkUNLv1qtvn79+tKlS9H3sW7dugsWLHjr8TUazYkTJ1atWrVt27Z9+/YNGzbMzc3N3t7excXF2dnZ3t7e4d+ws7NjuYajo6Orq6ujo2OWg1SqVCkwMDAoKOjw4cO//fbbqVOn8vjcCytEYSkiZzx9+tTW1nbu3Lmc8/j4eKOJVob688F3RJHL6Ohoxti2bdv4vyvriyRgIhDBWFRUlL29/erVq6l4gMqiSfihSIBsiLCwsCpVqgwZMgTZsxKJBDL1E6/AKVQgWkHqD0MeV8752bNnx44dC5kxdOjQy5cvY3tu1B1ywOIzenpgUJET8t69exMnTmzYsCFjzM/Pb+XKlVTTzDlHu6vsR85+9tyYXDqd7sGDB2FhYeHh4SEhITExMTdu3IiIiLguQHh4+K1bt5DgnUsIU22LAERhKeK1ePbsGWPs0KFDnPPk5GRhZRXcjAhqGo1GrPjffPMNOWORzv4RL/6DAgsc0vxevXqFsmjOuUQiQaIj0fTodDrwIuFXUCBmzJjBGAsODkYxKzYqFApRUhYqkMcP/9LbOX/+vI+PD2PM1dX10KFDRA/5unLk7ADrOiZOluw5iUSyfPnyqlWrwte6du3ax48fE42wWq1OSUmhnNvsR4a+ReMNfbJoT6LFEILnjmQcY1VIp5f9OCiCgtQnWoAiA1FYisgZoFWLjY0VkoBLJBJICDSlExaWITJXr169UqVK4QjC7PYiBliQBoPh5cuXtra2oGKBvxoWp3CdFT4ouVzu7Ozs5eX16tUrOprRVDmn0+nek75SRP4Cdp5arZbL5S9evJg4cSJckcOGDRPyDlJwGsmubz0svAg0O9LS0sLDwydNmlSpUiXGWIMGDX788Ufh/lStT6fLErHL8RRCnmEIsDfYeVDv0GYS7qIs0At6c1LqX46gYS9aliKKPiAMoJ/u27ePMXb79m1uWu65iU6dc240GlNSUrgpWe7w4cOMMfTEyd5TusiA6HPbtWvXvn17blr+tFotEiVIpybHndFo3L59e/ny5UeOHIl1Fo44Ki1HRoNIX1cIsWvXrg4dOlhYWHh6ev7888+JiYncVMYADiZoTrC9ciMs6S2HhISMHj26SZMmjLHOnTv/+OOPoaGh+ArCSalUwvEAMYYtyBLKUROFLovUGNqH+gVxAUOe0CKE9Wk0sSpCvRMCGdqQphiuFG3NcighJ0ORIW0HRGEpIgcQYRWW/qCgIMbY9evXuanMC7Mdc0woWQ0GQ7Nmzdzc3J4/f86Leh8SHx+f+vXrv3jxArk5UqkUDmp8gDeMnsCQIUMYYxs2bOCmFY2UfaOpvKRoP67/HNRq9ZdfflmyZEnG2Pfffx8TE0PmFPk5ISYhxnJvS+n1+tGjR9vb24OsYNOmTX/++ScVX0JnwviBwacVdIrGoMLgyfHIVLWJXDyKjNJg0+cE+gofstdiGgX1mq8TqMQxZHgNs8F/GqKwFJEzqNoPOHLkCGPs6dOnnHMk7wjLoQCqeWKMderUif+b3wRq+H9x/mARgWYN7cFoNNauXbt58+Zc0IESCw0VjVBpdlhYWK1atZo2bfpx7+ITBwjVyAZCHhZGLMLPVBCZlJR08uRJFIF8/vnnlLnzOuj/j73zDm+sOtf9HjqHDodQbkjCIQkEEkJCEk4IJEBmIAUCBAjcACGhDdOZ7mEqM+PxuI67Lav3vtV7tS03Wb1Yki1Zli25d1u9rPvHtjWeod6chAGOfs/76FmWtsqWtve711rf+r7Vih95kMxw5+WAXF5edrvdRUVFyOr7H/3oR8eOHfu6zlN8LSmYZYGP56PXhu+8887jjz8OAIjFYqOjox8bd4cMOTKZzIsvvhgpKYdcFOfPRF/FqJ/8yTSXyyHjzwcOHHj88cfzkYHId4VM9iwvLyPBk8iOl5eXf+c739m5c+fHlnou8MWQnxLOV7BCRsIXFxfHx8fzjiWXy998883bb7/96quvfv/99/v6+vLHLdLJ++ilHtKzzD+KdPiQesv5jU0mU1FR0b333gtB0MMPP1xZWYkM0iDMz89/zQJhvq4UzLLAJ7J2tAe5Xr799tuffvrp/CTcedsj9om4woYNG/KRsciwJFhNSfNF7sK/BGTf819FV1fXxRdfzOFw8hvkR+cQ18zPSD355JNI8RBk2unTIzIK/PvIZrNIktLcajq38y4EsVjsj3/8Y6TDB8MwMt2e3wBZWHleBhmE/AsiwwlrB2OMRuPmzZu/8Y1vQBD0yCOPYDAYi8WSPwYSicSnx7UW+LJRMMsCH0N+6gXpLCIGgHjkbbfdtmHDBqTU7UefiOSGBgB0d3ffdNNNmzZtyr8gkjTyC9yJfxm5XA5J+BeNRhUKBQRBSqUSeQjpdCK7jCwhyBvq5Zdf/swzz+QTo6yt6l7gCya7WsoxnU6Pjo7mg5PNZvPf//53CIIuu+yyoqKifIhyvoN43uTcR81ycnJybdT32NiY1+tFFpZcddVVTz/9tFwuX7v97OwsMvaA/Pl54loLfEkomGWBjyE/A7f2TiSvejKZ/MUvfvGHP/zho89CAgoQUwEAlJSUXHrppSqVCqymfwNfzd5VKpVClk46HA4IgkgkEljtRudz2uXXjeRyucbGxiuuuKKmpgaZ1s2uVvctjLZdKJDpyfwAwPT0dH19PRKD+vjjjzOZzPO6/kh8DTIBmV8y+CklmpeWloRC4auvvnrxxRfffPPNzz//PJvNRqLEwWpHdn5+Pp/gFLlyQqo2flJca4EvGwWzLPCJIKeY/CU5WB1vTCaTEAS1tLSct31+M+QsE41G77zzzkceeQSZp/ykWZ+vBMh+XX311cgCOMQakUh6cO4imb/97W8QBLW3t+dPtUgas6/iZO3XhnyffnZ29rXXXrviiiuQPBIul2vtmgokDBXJLPHRcdePzTmgUqlee+2166+/HoKgl156SS6Xj4yMIA8hEWFIsUakB4n0QbOrib/zca2F9UJfCQpmWeDzki+OAwAIhUIQBOXTVOZyubWr7PMEAgEIgk6ePAnWLEf5Aj/yP8n8/Hw2m0VqgCB2mEqlIAh68803kQ3yZz0kXyhy+otEItdcc80f/vAH5Jz7ldjTrwH5vhpyQZNf7L921f/U1BSbzb7rrrsgCPrlL3/5SWlL8wMq+RBusLqmNj/vDgDw+/1Op/PRRx9Fxm+feeYZjUbzRexqgQtKwSwLfF6WlpaQExDSSVIqlVdcccXatM4f23naunXrbbfdhgSOfmxdzC8nSE5zZDw5HA7ffvvtGzduRB5Cpm/zY2sAgLm5uUOHDkEQVFxcDABAFo18hXb2Kw2SPQoAsLy8nB8Mzx+KSqXynXfeueSSS+68884dO3ZotdpPeh3kSi4//pHJZObm5pD8bchlYigUIhAIW7Zsueaaa6699tpXX32VSCSuXUCV74/+e3e4wAWiYJYFPi9IMpFcLpdfLokkT0eWiExPT3/sEOvS0hIEQa+88gry51ciuzqS1RoZRgMAPP7440888QRY7awgNXKRZaMAgLm5uUcfffTOO+80mUzZbHZxcTGTyUxOTl7gffhfQ36p/nkhVHK5HJmV/N73vsfhcJAg7fyi2E+PawXnlqUTCAR//vOfkVx0r7/+ulqtDoVC+fWUyPAsMsr6BexvgQtFwSwLfC7WjnQhIL2u4eHhSy65xG63g48rD4ucgJDB2I/OcX5picVi+QHYv/71r/fddx/S1UAWzyFdRuS0i+Rq2Lx5c/652Wx2aWnpc+YILfA/B8ncjbSj0ajX6929e/e6deuQYXPkggY5VpFfBBkk/6hZTk1NrT3CJyYmnE7n3Xfffckll1x88cUPPfSQWq3Ov2N2Nf1pPj9cPtfBV3RWvsBnUjDLAp+L/IJuJH4vH9gZj8f37t174403OhyOj30icrm9adOmiy666GNTGXwJyXcRjhw5cvXVV3s8HrB6KbA2u8LevXvvuOOOyspKsJqsLr8iM1/7sMAXw8jISGVl5WOPPXbllVf+/Oc/r6+vz3fuEadEep/IEGu+PNZHiUajYrH4jTfeuOyyy6655ppnn32WwWAguRvBauQashlyOYUM0hamqP83UDDLAp8LxAmQrlU+Ex7S3wIAvPvuuxdffPFHn4VMAgEA3G43BEFvvfXWF/yx/wnya2YOHDgAQRCSNRvxwvwE1dDQ0P333//ggw8i9VjA6rkYrGZOLwzKfWGYTKa//OUvSDGQvXv3ejye/JVc/idYW0n0Y7uVAACdTvfGG2/ccMMNEAQ9++yzMpkMKcqdfxZyqCPD7IhlIqmaPnZQt8DXj4JZFvgnyYe8IyeO4uLiq6++emJiYmJiIhqNIpfz+axvYHXEsqurCwAQj8cRu/0ypClAZrOQpXX51ZBSqRSCIKQmM3KizK89r6+vv/zyy1999VXk6ch8VWGp3P+c/GBmPioVueZADrDzSmeMjIyQSKRrr70WgqDHHnvM6XTmXwexQ2TjfIocZJ0lcj/yEy8sLAwODhqNxqeeegrJIfDHP/5RIpFciF0v8BWgYJYF/knW5qQGAMzPz2/atOlnP/sZAGBpaWlt8XfEF6enp9evX3/bbbdNT0+vjRu8sAOz+Y+xNodfb29vPnAJWUOCbLawsPDmm2/ecMMNbDY7s6aWJ/i611f5YkDGIZDo1vwCxPzIJ3LVlUqlDAbD22+/ffnll3/3u98tLi7OD7cinbx86oB8/p38QMjy8jLyYzmdzrq6OsQjb7rppsOHD/N4vPM+SaG/WOA8CmZZ4H9KPjfezMzMddddhwS+IjH3udX66UjHa3Fx8dJLLz106BBYnQK84FGjSFcDGTtFPq3RaIQgCIPBIN2a5eVl5DQ9Pz//0EMPXXPNNcgJN181CaymHr2g+/E1YW3W1nzRUIRkMllSUoKslXzggQckEsnagLL8xnnHzT+U97xcLieXy++44w4k/GfPnj0OhyOfZycajeaPWKR3WzDLAmspmGWBf5785E08HkeypwIAvvvd7z7yyCMAgFwuNzMzc17sQ0VFBQRBBoMBAJBMJj+l3voXBpKiD2m3t7dfe+211dXVyJ/IOTcajQqFQgiCtm3bBtasFk2lUkigx4X41F9DkHw3yJBpPpBqaWmpra3tpZdeWrdu3RVXXHHw4EHk/nz3MbtaXhH5EzG8/I8SjUaDwSCBQHjggQcgCLrxxhvffvttk8m09n3z1phPbvfF7XMXMNaWAAAgAElEQVSBrw4Fsyzwz4P0A8Dq6QYAEI/Ho9Hot7/97Zdeeil/dY9MYeZWS8v+5je/+elPf5rvj17YQJh8ohYAwOTk5EsvvfT2228DABYXF5HgycHBwX/84x/XXnutWCwGq5VY1sbvFJai/6tAsgrnp7FDQ6GGhobvfve7SMQNGo3JH2xIPzIejy8uLiJDr4lEMpc965GZTCYcidQ3NDz33HNXXnnlLbfesuP99zkcztoR3bzFptLpVDqN5MSPJ+L5+iGFy6ACaymYZYH/EWt9AgmmSCaTg4ODt99+u06nA6vRFsi6Q2TqyG63QxDU3NwMAPhoBen/H3L/lMCa21wud/bs+eKLL15//fW51X1BbtetW/fiiy9arTawUjkkh2jllH3u2tPP+6k/2side8//fL//+e/nC9bZ7yKRWrm6sjscf3r2T0iA67Fjx4LBwVRq5UtOp1PR2HI8Hs9mM/FELJPNLH0kzYVYLPzJj++/ZN06CIJ27Xh/wOsbHVnJxZjNZHI5kEymQG5l+iAejSUTyZWPsPLjrizHLAzDFlhLwSwL/MtAzjJIUSomkwlBkFwuX1payidYzxdY2Lx5MwRBeTdF5vyQ+snT09Ppj4BkmFtLIhmNJ5cSn6x4cimViGZSsbVKJaLRhdnE0tzy0lwyvpyMLUUX57KZZCy29PAv//uH994DAEgmYgCAdDJ+uqQYgqD9+/cCAADIpVLxZDKeTMbO1co9iWQs/llKJmLJRCwZ/7hGfLVx/uvHksl4KpVYq0wqmUl+hlLJaDKxkEwsnlVyKZVaXqt0ajmdPFeJpbXKJJbSieXPVCYZS39EqVQsnYylU7FUOpZOxRLxpWwqBlLxVHQhHltIJpdj8YVEcnkxOrcQmwcAxDOxgRF/C7HlhttuhCDo/p/db3fb8odWMhXLZBIAZNKZZBqkEtl4JpeOppazIA0AGJ0MDw4HYAH8owd/CEHQf1x+2dZ//N1vs64+OQOSmVw8mY2ls7FMNprORTOZWCqdTGbiqRXFUqlYMh1PJqMxAMDI8HCmMFRQ4FwKZlngXwYSeZhMJpEJJwwGA0EQDMNgNY5mYmICMctEInHPPfc88MAD+V5pX1+fz+ebm5tbXl4eGhoa+SzC4VBkLBQZ/WSNhUbDQ2PDg2PDQUTjI8HhQP/MeDi2NOey9i7PT/tctuWFuXQ69eKLL/zqVw8DAKanpwAAyUR8w4b19//oR1qNOhZdHh8fGxuNfLrCo5GRyMinazQ8Mh4ZnYhEPknjkcj42Nj4xPkaG1+jibGJ0chkODwZjnySJsLhsXAoMjp4jiKD4XDgrCKB0ZHA2EhgYjgwMRwYHwlMDAcmw8Gp0aGpyNBUZGhydGg6MjQVDk6ODH66psJDk5EQoolIaCISGh8NjY6GxkZDY8gPMRqaHB2ejAxPjY1MjY2MR0IjocDUVGRiKjI1Nz4zO8ETcp7645MQBN33kx8WHT5g67MjR8VyfCmVSaYyyVQ6DkAmk01GY4uZbDKbWxkD9/rcDY21Tz214aqrLr/pphv27duDbmkaHw6CeCwxMzsVHIp4fbOhkcXI2MLI2EJ4fCE8vhCeWBiZmhoZG4uMjkdGJ0dGJ8Oj0+HR0WBodnJqKBDs6e7Zu3dvYDDwhf8DFfhSUzDLAv9K8nOTSGgikUiEIMjtdoPVoc58RjGZTAZBUH5RfzAYXFxcREITP1/+2CwAmf9fZdOJdHw5nYgCkAEApONLAAAWmw1BUH6hnsViue2223/9698g0UnI0HH2s0hnMsl06jOVTqUzSWSK7JxGJplOpdKZZCqVTqcyn6VUKpVMfrJSqWQilYqlstFUOpZKx1KZaCody+QSWZDMglQWpJAGyKVALglyaxrZRC4Tz2USuUwil43nMslsOp5JxzLpeOaTG9lsIpdL5rLJXDaZyyWzq0qDZBokU0jPLh0HuXQ2nUC++ZWjZXEO3Vx/153fhiBow/rHYB5nbn6l2FkO5JKpRDQZT+cyyVwmDc7t52UzNBL5x/fdd+Wll0IQtGPLlgGfb2Q1zw7IpgHIgVwWZNIr7Uw2l8rkUplsOp1Lp3PpXHKl55tMpJKpVDKVSkWXlzPpdGhoCIPB/uQnP+nt7f3n/gUKfF0pmGWBfxnIkGl+bhLpNXI4HAiCkLlJ5Dbvpk8//fSll16KBHR0d3cnk8m+vj6Xy2U2m02fRW9vj7G3y9jb+Wnq6ejtbF8rY2e7z2W39nYPDXjlIn46GX1v47sQBCE1CGOx2NGjRyEI+vDDD0dHIz6fLxwOWywWt9vt+CzsDofVYbd8qmxOu83pcDgcdqfDfm4DaSO3lnNldTmsznNkc7usns+Qrc9p67OvldlpNTksJqfF5LSYHBaz02KxW2wOi81msdlWGlab2WIzWawmi9VksZmsVpPJYel1WXqdll7nJzZMbou572NkWZW5z+L02Ht7Ojo69C6bqbNN11xf/carr1wKQTdefdWh/btB3gszIDq3ND8zl0qlMtlcJpeLZzLIYzPJqDMQIFNpDz/0MARB119349N/fEYkEM9Mz3k93qHBkM/THxwcslkdDpfLaLV09hp1XZ267g6DydjjsvW47T1ue3ffijrdtk6XrdNl63bbuty2HqfV6e1z9Xt1en1tbe2jD//K5XRdiP+hAl9eCmZZ4F8JEtCITEPmSwBu2bLlzjvvBKu5cpClGsgG119/PbIu02w2Ly8vh0Ihq9Xa29vb19fnXoPT6TzPnJxOh9v9Gerrc/o8rrz6PS6v2+n39fV2d3rdzsCAt6r89DXXXI0kFZqYnFq/fsO3v/2d9nbD8EjY4XR5ff02m93hcDocTpe779PlcLutLteny+Z2Ozwe5yfL5fHY+vqsHvdnyNtnHvB8hnxui8dlRuR1mT0ui9dt9bmtXrd1tWH3uO3I7WrD4fO4BrzOfq+z3+sc8Lr6vfaAzzLUbw32W4P9n9gY9FgDblvAbQu4rQG3PeC2B9y2gNvhX1XA3T/oCw0FlArptq2bf3D396+4eN1zT/+RSiJm4yvFPbLxZDaWSizGAACxpXg8lkQ8MgVAp8Nxuqbmxddfu/pb/+enj/769bfeOdPUPDg6Pjg6bvP2j80tdJitRofL4vG5A4MWj9fq7zf5+53DQ31jEUd4qHdwoDfoNQZ9xiFvz5C3e8jbE/J0Bj3dgT5ExkBfb6Cv0211BvrVrboz1dW/W7/BZbV97BFe4H8tBbMs8C8jk8kgBRmQrD1IFxPpXz733HPf/OY3wepSDWSpYiKRUKlUEASpVKrx8fHFxUW/3282mx0OR09Pj3EN3d3d7e3tBoOhvb0932hra/0ktbe3tre3tbbqtFq1TqPWaNQajVqrVuv0WolEbLNa21p1Mqn4ysuvwOHwAACL1Q5B0Pfv/kG7obOjs1ul1ra1d8jlSpFYKleolEq1WqP7RKm1Go1OrlYL5XKRQiFWKkQKuUghFykU50kgk/GkEp5EwpNKkAYslfBkUr5UypNIkQZHKmFJRWyxiC0Rs6RitkTMlohYEhFbLGKLVxp0sZAiFVIlQopkpUGVCClSIUUsyN9DFvFIfC6ZxyPxYBIfJvFgIszFc9l4DhvPYeNhNp7DJnLZJC6HxGWTVhtEDpvAZq1VC4fZADMaV8RcvWU2chmNXEYjzGyCmY0scgOT2EAn1NPxzQxiM4PYTCO00IloOgnPopJhJk8lOVZ84p5774Yg6PZbb21ubBgc8K+EwmZBen4pl8rkklmQyqWj2Xwnc2Jmcce+A9+570frrrjyov+8+bevvLSnsvxgXS1RIWuEOaUEfC2LUYLDlhEJH7Y01bLoZURCHZtxEo2u4bDOsBgn8ZhTeEwJEVtKwZeQcafImGIy6hS55SSpuZjWfIrYVIxrPEVoOoVvLCE0FeMaMDymcyig7zacOlXyhw1P+lyeC/JPVOBLS8EsC/wbQXqWyIJLJAIWuT+dTi8sLCCjta+88sq6dev0en06nbbb7RMTE0ajsaOjo7W1Va1W6/V6vV7f2tqq1+vlcnlnZ6fBYFCr1a2trTqdTqdr1Wp1Go0WkVar02h0Go1GqVSrVGqVSiORy+Vypb61Va3RqFQatUar0eulMkVjU9Nll1++d+9+AMCe/R9AEHTw6HHPwKBUqeHwRQKpQiCRS5UaoVTJE0n5Yvk5ksi5AjGbL4KFEp5IKpQqYKGEzoY5YilTICIy2bBMAUvlVC6fzhPSeYKz4gupfAENFlD5AipfQIP5TJGYyuNjaQwKzKfx+TgaA8diE2CYwIXxHA6Wzcax2VgWC8NiYVmssw2Y28hmVhHxTSxGE5tZR6PUUskNDBoa5jQwaA0sRgOT3sCkNzPodRRKE4OO48HNTEYdhdpIpzXS6Y10OtKopVCqKaRqMrmaTK6mrm1QqsmUaiqphkwppxBLqIQSKrGESiyhEk7TSMcJ6JMkbBmDWkonnyRhiyn40xTcCXTtGQq+icsoRtWXoBoaqMRmOqka07L36OHn//oyBEGXXnHlq6+95g8Mnj02srn4UjQdT2XS2fwSkqWFmNXqrKxovOTKGyAIuuSmW37z0ssnsbgaDvcIpuUQBl2EQ2/HNe3ANG3HNG5F121rqd+Gqt+KadiGqtuGqt/SUrcV1XCAiHuzuPgwgbCxrOwwHr2ponhT2cl/HCvaUnHszeP7PkCVv35wxzsf7j/cWLn11OED9eU7K09sKj5Yx6F09Tu1XYaKqqrfPfFbr80JChRYQ8EsC/wbySf2BABMT09v27Zt/fr1AIDx8XGk1FcikfD5fBdddNHOnTuj0ejY2JjL5eru7kbsELFJg8HQ1dXV0dGh0+laW1tVKlVra2t3d49O16bXteu0bRqNXqtp1Wj0+bZKpVWptDpdm77NoFTrVFq9RtcmV2raDF0UGlMokV91zfU7d+9disZv/T/fuvWOOxtbcK2dPWyeiC+Wq1sNQqlSJFOJ5CqRXCWQKgQShUB6jvgSOSyS8sVygUTBl8hhoQQWy3kKFVcqZ4kkVJhPhfl0vpAhEK0VXSiiCoU0vpAqFCINMk9A4QsYYglVICTx+HSRmCIU4Xg8PI+Hh2EszMVyuVgOB8PlYDmcfAPF4aD5MF4kbOaw6+g0NA8miIVNbFYdnYrmwWgeFyvgESWSFhg+Q6FWksh1dHoLzGtic+oZzHoms57JrGew6pmsGgb9DJ12hkY7Q6OdodM/2qii08votFMMymk65TSdUsKgltApZSx6GZtexqIXU8nHSbiTZOKHOFQVjVhJwZ9saWhk0bE8Tj2Vsv65Z3/+619Dl13xX3ffc6a+ITQyghwG8URyenZuKZZYisZjyVQ6u+KTMo3m2Inin/781xB0yc13fO/3L7+x9UjxaRy5nMo4jiN+0ILej0IVoTE78ZjNZPRmEnoTsWUjsXkjHvUeHrWR0PzeamMjHrUdj97W2LQfT9hSX7ejoa5CwFF6XHSDmt9lEPToOR1Kcbde3KWH9co2l/2dI3u3lR/bWnasgo7r9rtVPYbyM1VP/Xa911aYsyxwDgWzLPDvJb+2EgDg8/muu+66srIyAMDy8nI+Q8q+ffsgCLLb7SMjIy6Xq6enp729Xa/XazQaiUQilUrlcrlQKFQoFMgArEar0Wp0ep1BrzPoNO0adZtW3aZRt+m07Rp1m1bTplLq1Cq9WKzgi6QKjV6iUKt0bUptq1ytc3j6r77+ph279pLojP+87ZsPPfwoVyjVtHVKVTqFtk0gVVBZMJsv5golHIFEKFNJVTqRXMVf65cShVCm4onlPLGML1FwBRJYJBUoNUyxhC4QcWUKukAk1uolulYaX8gQivKiCUQUoZAiEFKEwtWGiCmTM6UyAgxj2RwMi43hcnF8Ho7Pw8IwhsvFwFw0h3OOuJxmNhsFc7ACfg2VUkUiVlPI1RRyDZWCgjkUuayKTCzFYqrI1FM4QhWd1cDl17LZVXRWDZNTw+LUMDn5RhWDVc5gfrpK6YxiBv3Uqorp9DIO9wSNehCLPU6hlHHYxXT6KRK+kkasJBOaOKwyPPbn638LXX45BEGbd+6RqLSz8wsAgOWlxNJS4qw3rjKXyb6+efOd370Lugi6+pt3/u6v/yiqrDvejDvYgDrSjDmOIxU1t7xfU7+vBX2IRNqHw23Ho9+lYDaSMe8QW94mtrxNQJ2ndwgt76JbduJIm5ua9xLw71aW0w2G4Uwqkk6kAPBPjy6D9Hh0BgAQnpsOL809+uen/7z97ePY+moOucvvUvUYSs9UPflEwSwLnE/BLAv8G0ECeZLJZL4WRH9/PwRBiF8iiQiQ+3/yk59861vf8ng8Lpert7dXp9NpNBqbzYaE8/T39zudTr1er1arOzo6tFqtTKZYMUttm0bdqtW0atStOm27Rt2KmKVKodO3drh9AbPdxeYJxXKVobtXb+h6+NePf+979xSXVkDQxQQyzd7nFSn0HJFCpGxlC+UCubbT7DK7BnSdJrZQzpdpJep2WKI+T3yZhitWckQKvkxD44oEcp2irVug0ikNXa0mq7y9i8QVEDl8ulB6VgIpVSglCSR5kYUSAk+EYcNNNCZVLGu1OdW9FopEhuYLsAIhmi9o4fHRPD4K5p0rGMsXNNCZTUwORSrv8PQLDV1lGFwdlY6B+c0sTjkWz9JoFXYXXqWtgQVNIlklCy6h0CuZnCo2XMXmVbF5SKOcxT3NZJcyOaVMTuknNEoYrGI6s5jBKmawiunMUwzWMRLlNItdJ5GVsrmH8YRiOrOcSTuFQW354MBtP/wBBEE//NWvSqpr8kmEkvFsdDGeW+OSobEps8e788iRi2+9GYKgK759++82vXUI23SIgDtMpB3Ekw7gSCUc/nEaaxcKvReLP0xjHKLQ9mBwWxuatmIw24n47QT8FhxmKw67GYvZ8hFtbMFuwZNer6w5xoLfLi0na7SRZNo6NHjgw6M+v89qMgZ8bgmfD3O4LXjsc2/89W+7tu6uKq5iEgwBt7LHcPpM1Yb16z32glkWOIeCWRb4N5KvQZg3RQBAX19f3i9zuRyyttLlckEQdPTo0Z6eHrfb3dbWZjab8xkM4vF4Op0OBAJarVajUbe3G1r1Bp0WMcuV3uS5PUu9Qq5xuLwAgKHwuELb2tFj5gokz77wMgRBv3ps/V1330thckRylbqtky/XitXtrT02WKqR6TpHpuYTALgDYViq5krUIlUrR6yEpZo1UvNkWpZAzuDL+HIthSMSqdpCU7M5AGYS6dGF5YUs8IYn+epWCl9CFcryIgtlJKGUeI4kJJGMJJKJO7r9MwuBuUVhRxcK5mMEIjRf2AILWngCFJePgs8RBhbWkqh4vqjV5kgAEJiaaWJwcLCwgcasxBF5uvbRWHIegI6R0Qo2XMGCy5icChZ8BhZUsuFKNg9RFZtXyuYUszinPiom5xSTc4rFKWFxTjHZp+isU3TWKQbrFINVTGeeEYqPEsm7GprOCESNCtU7pRV/evOtK2+/9brbbv2/720U6VtzAKQByAGwvJTIZrKppdTKlGQGKJW6Y8eLf/mbx6ErrvzG3d//xfPPvF189CSLfIJN/oCK+YBBPsBgHqAxdhNI29HYrSj0Tix+H5Gyl0DegcJsa27ZRyDvxRN3Ywh7MISdLdhdLbj3Udi12onCvt+C3dSC24gl/qOuqYjMeOd0BUPfNpHOcKXyH977QzIGa9LpzBrtrx/4acnR43gM7vfPP/vkKy8cqCltENANfpeyx1BSXbXht+s9joJZFjiHglkW+PeysLCAxMci+QqQXNhWqxWCID6fj2yDRPocOnQIgiCXyxUMBhUKRXd3N1ILwmQy6fX6ubm5RCLh8XjUarVKpdJqW9WqVoVcq9W0q1WtUolKKlHJZRqpRKWQaZQKnVymEYjlSm2rVKWTqfXdZvvLr72BpBv9x7ub8BR6e7cJFkkFMjVTIGcJ5XSelAZL9N3WyPR8DgCbN4ijcSlsoUzXAcs0HJkWlmq4ci1XroWlGliupfIkNFjKk+vJsFiu747MLsQBkLd3YxlwcHIuDkC304NjwlgGF8/ikbhCPItH4okJAjGazUMxuSgWF8XkophcqkSBhQU1RCpFIicKxCgmF8MTNLA4tTRGDZVRTaXXUOlNbC6Ky2vmwDVUeg2VXkWgnKhtIgllnU5XDoD+ianTTVg0i4dicAk8cWg+mgRgFoD2wNApEq0aFtTyReVMTgUbrmTzKji8SjavnMMr5/JKWdxiNruYySlmcorZrBWPZLOL2ZxiNqeYwy5mcU4yWcUM1ikmq5jOLKYzS5mcowRSvViG0+j/fvTEVd//AQRB33/wZ+Xolv6xcWS0PQ1ALHVODoH4cmLH1t3f+c73IWjdTbd/6w9/eXnbsQ+LzlSVs2ilbNpOVN0hBm4bpn4nGbeVgN9OIBSx2Vvx+K143D4qbTeZshNP2Ikn7CIQd2HxezD4/WjCfjRhTzN2Lwq7uwmzuwmzB1EzZk8zZjcK+x4KuxFH3IojbW5seePkKVGPcQkAk9OFQ2PWQVB0NHL/t7595vAxv8nBJFN//LOfbjtyYG9VcTWT0Ol3I8OwG3673l0wywLnUjDLAl80s7OzAAC5XA5BkNlsBgAg6X4WFxd//OMf33vvvS6XS6lU9vX1IUFARqPR4XAgIbVGo3FmZgYAEImMOhxOAIBcrmhvNyCvvFpWc1at1ng9PuTO0cnJbpPpH2+/A0HQT37+c75Ygtyp1umpTKbZ4UwDMLO4UunC4RkIjU4gfaM0AOGJaZ5YyhbLOAodrGxlSdU0sZKr1LNlGqZMQxXIGBIVli3gKnTh6XkAAIlMZ3EEYxOzAACHq89sdQEAZmaXeozWxaW4rqObLhBG5hbSACDp2tyDQ81Esq67B8kgvpQFIpWaxGCHxyezACSyOQDA7HIMFstxFDqeylxOpaPpLDLTq+mxdTr7FwFYSmcXsmB0MY5mwA1ERgORYR0YAgDY+kfq8Uw0Q4iDpfUMfi0TPsPmVbF45VxeKYdXyuWVMdkVDEYVm3OGza1isytY7AoOp4zNOsVgnKDTTtBppzns03zWQRqmiIQqEzBrRdxTFPzhhppHnvkjdNlll1x77VMvvNg/vBK5A7IAJDOZ5Mo89GIs1uuwnzpTCf3HFRAEXXzLLY/+5eVTBFKjQFhCJpfRaMVkylEs9igWcwyPO4zHHsHj9xKwO8jYnUTs+0TMThJ2Jwm7g4DeQUTvIGIQ7SRgthPQW/EtW/EtWwkrt9sILVtwqC141GZs8yZM03uYpvewTZuxzVvQDVuaa7Y3VlI7tZHcsi3U1+UyjEz2Q5dAGFzVhKcv2GMnYnBPvfjsn7e+taempJlHN3lchg7DmYqqDevXO10FsyxwDgWzLPBFg9QhyeVypaWll1122cDAQP4hsVgMQdDx48ftdrter0fubG1tVSqVSJ48m802PT2dSCQWFxej0WgsFjMYDMPDw7lczul0trW1TUyMA5Dz+Xz61lb/YCCZTS/FYm+89SYEQc8892yPxWS0mCZnZ+LppC8woGnVzy9HcwAoNHpDd29bZ09rR/fM/CIAwOsPGrqM2rYOgUQuVulZUhVDrGBJVSypiiqQUvgSjlxDE8oEmjaWVMVVakcmZgAAVAqTxYKHRsYAAFabs93QAwBIp3MTU7MgB9o6evqHRzIA2Lz9VC7P5HRnAOixORh8YbfNsZBITi/HhAqVxeVJA2BxujlCid3tW4glw5MzPLHM4w9mAWjrMrIkCqmhB82EezwDKQCCUzMMqYopU2GYMFkgwXH45v5BAICjf6QJz2qhwSg6/wyZWUPnnmHDVWy4gguXcuHTMFwBc8+w2ZUsZjmDXkajldJpZ7icMibjQwLuBIVUyqSXMGgldFKVgNkk5ZeQcS9t33zXTx+45Jqrf/TTB8vrGnyBleypsYV4JpnJRlcKNctVqsMffvjgw7+AIOjm79zx+zde3l1aUkImlrBYp+iMExTqETzhMB5/BEc4jMcfxhEO4whH8PjDeEIRAbeHgN27Rrvx2D14zBphd+DR2/Et23Et23Etqw30NhxqGxa1FdO8BdO4Bd28Bd28FdO0vaVhe1PN+3UVzA7tLEj3DtjUHfLvfO+bjU0lD/70+woafbpvEIPGPPqn379+cOfWig9rmUSrx20wGM5UVm1Yv97uLphlgXMomGWBL5q5ubn8/OWxY8cgCLJYLIlEAkkeu23bNgiCyGSyy+UCACwvLy8uLiKVRoaHhxUKxfj4OABgfn7e6XSazebW1lbEfbu6umQymd/vBwBMTk7KZDKL3ZrMpEdGRyEIOnjsCDIyGBwZnp6fAwCMTU0auruQj8HmCeVqHSyUiOSq+cVlAIDF4RbJlCKZkisQC2Qqhkgq1rXb/UMTy4npeGpoas7iCzDFcoZIxhDJRNrWyPQ8AMAbGBqfnssAEIpMCKXKtk5jKgcWorFOo6XbZCPQmJNz83EALH1eGsyHpTIAgGcwRGCwVO0d88nUTDTOV6giM7NZAEZn5sKzc5GZlVypODojNDkNAFAZOlB0OlEoLkXjery+NADOyHgZGtfMZKNYnAYaswpPMvb7AQCOwVEUFUazBCiWoJbBrWHDlWy4gg2XwXAZFz7N41bCnEo2s4xBO02jlNKpFUz6cQKumICv43EbBLwqBqOCRm1is2rJpN+98jJ0xeUQBP3fv7/JlyoWlqMf/VmXEpnte4u+/Z3/gv7jqlvvvvtPb7y+t6r8BK7lJAFzHNdynEI+QCDsRrUcIJA+ZDAPkchFeOIBwjnajyfsx+GLsPgiLL5otbEfi9uPwe3H4PZjcUUY3B4MdhcWsxuD2Y3B5Bs7MeidaPTOlpYdLagdKNSOZtT7Laj3UU07G+r31FRxDa0LIFONqn3k0YdKThydnwhJWJSX1z9VfvDD2oa6h55e/+qhnR+0VDdyab1eV3unoaqq6vEN620FsyxwLgWzLPCFghjb1MyNMEQAACAASURBVNTU0tISck9NTc1ll12GZGdFksd+85vfvO+++9rb25ENQqFQX19fIBAwGAw8Hg8xy1AoRKfTVSpVe3s78pomk0kul3u9XgDA3OycTC6z2Kw5AGYW5jWt+jTIxRJJfyjoGegfm5r0+gd07W0qnTadAwAArkCs0Og5fBEslEzNLQAAbC4PmyfkiaQcnlCsUIvUOomutdPmcA0OWbw+s8dn9vjoAiGNL6DAfIFKMzg2kQHA5OpzDwZdgUE6X9hCptr7/QCA8PQ0nsFiCEQNOML47FwsC5wDAbZIwhCIAAD9oREcnalsM0TT6Wg6zZHLR2amEwB4ImHnUFDW3i5pa3MODdXgcMMzMzkAFF1djTQahg+XE3DGgYEUAK7J8QoiHi8WovlwHZ1Wx6DbwyNRALp9gQYKs5HJqWdyatncWi5cyWaXc9mlMLuExy7lcUpYtGIq8RSNWMqklLOoZ1i0Bi6rkc2sY9DqqNST9fWbioq+d++PIAi65+57S0srz/6KOZCIpQAAkdCoEJa89veN0EWXQBB0yz33/XXX7jNsdjWPe4pOPULEHqEQqqXCkzDzAIV0gM48yGDtp9B3EUi7CaQ9RPJeEiWvfSTKfiz5AwzpIJp0EE1CGh+gSQfQxA9aiB+0EJHG3hbCnhb83hb83hZ8vrG7Bbe7Gbe7GbuzGbOzEbMDhXkfhdnV3LK7rmFfVQ2vrS0GgNPtOVhU5LNYw66+ucHgiV37YAaLyGU+9Nzvntu7aWv1iRoO2eR1tXYays9U/eap9b2eglkWOIeCWRb4QslkMplMBkmejsT15HK5F154YcOGDcvLy6lUKh6P43A4CIIqKiqQp8jlcq1Wq9frdTqdTqebmZnJZDLhcFihUJjN5p6entnZ2Ww2a7FY5HI50rMcHxuXyqQWm3VhaWlyZsZksy7FYuPTU129RgaHrdCo2TyYK+C3d3UiMSlCqVwsVwmlColCMzo5DQCwu70sWCCSKYUSOV+qYIkkLJEElikESjVHImMIRGyxlMYT8BUqtljKkciHJqcAAGSYh2OxmBIJrFSS+Xy9xZIGIDI3S+TCQo2GzIWHxicAAGa3pwaFVhs6AQC+0AiezuTLlQuJZDSdFul0/dOTcQCUPT1VBFwNgVBLIjYzmVSJeGh+LgWAoFVfTSZixIIaJq2j37sEgGtmoopGauCyztDI1Qxqi5BnHhlaBsAYCDYyOfUMViWVVkmnV3M4VWxWOZddBrNPw+xSHruYST5BJ5SzqRUcejmDXErC19CpKDZrb3Hxfz/xxGXXXP8f19/0wp9fkktXKsNk0yvjAYl4Ekcgbtq07c7/+j4EQT/4+UOP/+2NXTX1GLXuFINRhMEcoVIO0ygHadQiKmkfjVhEp+xn0PfR2Xsp9G1YwjY86RAb3k9j7SJRd5Nou0m0XWTabhJtL55ahCUX4ShFOEoRllKEo+zHkPZjyPux5P1YMtLYjSbtQhN2oYlrtbMFv7OF8D4Kv6MZu70ZtxWF2daC3YFCv9/QvLu6jtvWsQRAW5dpeTFm7TIP2vqm/KHIQHAgEKjANP/wD4+9cHDb5jMnatgkk8+l6zKUVVc9+vv1xoJZFjiXglkW+KJJJBLZbHZqaiqXyyHVuNLp9I033vjCCy/kt3nwwQfvuOMO5FGxWIxkv9NqtSqVCikuPTk5KZfLDQaDSqUaGxsDAITDYZfLNT4+nk6n+/r6ZDKZx+cFAAxFRkQy6VB4ZDEWnVmYN9ms3aZet89rsllFMun49AwAwGh1WBxum8vT3mX0+oOxVHZwONLRYzLbXUKpgs0XCeRKoVLDkym4EplIpRUo1AKFii2S8mQKKpcnVmvHl5YAACQBnyIUsuRyqkhE5PFardY4ANPxOFMmY0qlWAajzWgGAATHJgQKVXh6diGZbu81k1gcRWv7cjq9lExxFUqFyRgFwDUyLDV2a2wWg8fN1qoF7a2tLsciAO1et8xkbPd7W0Q8sbknnEuFEnGx1Sizmxt47EY+h9vVPrA0lwKgf2aGIJFihaJaJrOawaiFuZUcViWbWc5lVnBZZTDzNJtazqXWibj1IrgWZtbSqds+PPqNu+6CIOiue+4TSRSjo2Pn/XYmm/OFl16+6bZvQhB01Tdu2VJUVNrUeAyDKeMJTnN5hyiUA2TSYQb9CJOxl0wsolM+YDO2YFC7qKTdVOoOAnUfg3OQzT/A4u2iMHaS6DvJ9N1k+m7ySmMXkbYbT12rXTjKedqBI2/HktZqB5a0HUPcjiFuQxO2tOA3t+A2Y3DvYTGbWzBbm1u21TWwu3pGUhlRayeBzu7qsQi4QjFX2qptVeq15XjUL//67J/2b9rTVN7Ep/f6XLouw+kzVY/+/rc93kK6uwLnUDDLAl8KYrHYlVde+cwzz0xOTgIAhoeHr7322o0bNwIAzGazSqVC0t2pVKpwOJxKpTwez9rsd6FQCEl9EI/HfT6fTqeTy+VOtwsAEEslRTKpSqedWZhfWF5eisViyeTc0uJAcFDX3qZtaw1FJmLJ1HIiMbOw1Gt1iOUqk80VS6WiyZRnYFCu1vElMp5EzJOIeRIJTyKBxWKBTCaQydgCAZPHE8rlytZWp3/APzEh0GqxbDaBx2PKZHSJRG00jkWjzuFhWK0m8/kMsZgjlhodrrG5heV0ej4eb+3ppXBgNJnKlyuXkqnFZBJWqVActs5hCyzMTiWTE7HYRCwWmJtBc9n1NGqHzzOTTI5Go6HYIr+rtYZB4hq0weXZ8Vi8b2q0kUuvphF6h/1j0Wj/7HRkebnbP1BDp9azGfVcVgWFWM2k1cPsOh67jEaq4bHrhRyMUnSSiNpTdfqx55+GLoKu/8Z/vvy31+Op1NqfZnJ+Qa5v3bRzFwRB0EXrvvXA/X/e+HYDh4mVi0oouNM0QgmLcZTBOMZgHGMwjrIYR5jMD2jUIhp5P5Wyj0bez6Dso1P30+j76YwiKn0/hb6fRi+iMvaQKLsIpF140i48aReRtAtPep9E3kE+R9tJpG1E4lptJRDeI+A35UXEv4PFvI1Bv7Oqd7GYl2oqN5IxO+ikv5SXvFV7htDTVcmHN5488dKWra9te39z0cG3tu18v+jAX99767V92+750+NP7924p7mijk229Pe1dRjKqiof/cMGY3/fBflHKPClpWCWBS48mUymt7c3lUrdeeedb775JnJnTU0NBEFFRUU6na6jo8NgMHR0dKjVao1Gg2TCQzLHKhQKoVCoUqnUarVYLFapVFKpVCaTmc3myempVDbr9nnZPJgnEio0ap5IyOHzeCIhXywSSiViuUwolQmlCoFEzuTy+WKZVKnhi2UCiVyiUMNCCYPDE0mVUqVaKJOdKyksEnEEfI6AzxOLpColLJcTYZjI4bKkMr5GwxCJKHweQyphSSRkHp/A5bKlUqZITGZzGXwhSyimwQIik80Sihl8ISyV+0LDc7GEzdvPU6kIAj5FJCIK+C0cVi2ZeIaAb2TScVwuhsMmCPgoJqMCj6mjEVq49EYWBcWl11Dx5XgUikvH8Fn1dBKGz6qm4KoI2BoapYZMrKNTq8mkRjYTzYdr6dR6FgMj5NXQKSgetwTf8sqOTXfc913oqkse2fB4NbplPh7P/yipRFIsEL/9znv/9YN7oUsuvvcXv3h503tFZyoauMx6HusMl36aSTpGxhwmoI4QcYdJxMNE0iES6TCJeJhEOkQiHSQTD5JJB8mkD8jED8ikA0TifgKxCE8swhOLVhqE/XjCfhxhP46wH0/YjyfsJOB3EM/RdgLuPG3GYzfhMXltxmM2YlvexaDOCt28i0V5E1P3Wl3lXjZ5NwX35K6tv3n3rcff/tvjb7z29MZ3Xty65bl33n7p7Tefef3lF3a888cdb71+Yt/7NafqaHiL29nd1VVVU/3Ik781OMy5TzhcC/zvpGCWBS48CwsLwWBwYWFhYGAAgiAqlYrcf9ddd919991Go1EmkyEZ1bu7uzUaDdKbRExUr9crFAqFQqFSqVQqlVarVSqVer2+3+cbHR+1uZxSpUKmUmpa9QqNWqnVqHRaiULOF4v4YpFIJhXLFVKlRqJQC6UKiUItVWpkKq1CoxfJlAKJXChVSBQqgUTK4fM5fN5asfkwmwdz+Dw2D2bzYK5YzJHIaDwBjSdg8IV4BpPChZlCMZHFoXBhlkhC4fKITDaBwcLTmUQmm8KBGXwhhQPXtmA0HV3ziZRrYLCJSGoik9FMBobBwDCZODabzOcTYZgiEBA4nBocthqLIXA4VCGfIuCgaKQ6AgbNIFMEHBybRoRZODa9vLmuBociwkwCzD6Dx9USiXSZFMflljQ2VmDQRAG/mU6vJ5PRbPbjzzyNpGg4UnLS5R+YSZwNcLVYLH956cUbrrsOgqC77rn379u3HTlTVY7D1NIoWBG/RcQ7RcYeJ2IqOLRaEbeUSzlFI5+mU8+KQfuQgD+MaTmMRR/BoI9g0UfQLcdJxGIq9SSFepJCPUmlFlOpx0mkD4nEvI4TSR8Q8PuJuP0E3H4CbqWBx+zDY/fhsPtw2H0E7D4cdg8BvQuP3o1H78ajd+HRuwmYnbiWHVjUTixqJxaFNN5rqtrSUvNeU9X/LTn0WsmR/cTm3S21u5tqDmKaDuOaDjTXFjXUHKurPlFXeaC+7DCubnP5sa3Fh+qIGIvZ0t1uqK2u+e3vnzIV5iwLnEvBLAtcYJDMA36/P5lMjoyMtLa2QhBUWVkJAHA6nRAEvfXWW6Ojo0hlrs7Ozq6uLiSdulqt1mq1SOxPZ2cnYpzt7e0ajUYqlSoUitb2Nm1bq0KjbuvskKtVIplUopALpRKpUqHUatR6nVKrUWp1crVOodGr9e1ytU4oVYjlKqlSo9DoNa0Gtb4dFophoUij1ao16rxUGrVKgxSy1Ko0aqlCLlOqJErNqr+q5WqdTKWVKDUylVam1gllSq5ADIulAoVKoFTx5UpYKqfzBLBULlCoKByYzObSYD5PpuBK5SyxhCuV8+RKrlTGkUgZAiEF5rHFUrFGy1eoGAIBic0msulMER+Wi5kiHonNIDBpVJjNkQp5ColQJWdLBHgmjSUSMgX8egwaR6dJNGqWQEBkMnbs23vdN26GIOhn//1LkVyG/ARZAKZmZmEB/7nnn0cc9Fe/+tX27dvbDW1ckYgrV2AYTDSDiedwPqw+U9LcWE8hN7MYjSxGHZ1aSyXXUEi1FFItmVRHItWRSXUkUjOdjmax0CwWZvW2gUo5QyZWU86qikSoJOKrSGdVjsOU4tBlWHQZFl328Q1MCbalGIsqxqCKMaiVBrb5JBZ1EoM6iUGdxKJOoJsr6YQyMuo0qbmBQ2vg0o5j6o+01J4gNBfjUIeaa/fXVx5F1Z+oqypDNXyIqvmQ0HAUU1uBb+ZLJcMDfou+o7qkfP2TGxzeQj3LAudQMMsCF5hUKpVIJDo6OtLp9MjISCgUamxsXLduXUsLCgBQXV2NJMabmpoaGRnx+/3BYNDv93s8nqGhUCAQ8Pv9g4ODQ0NDgYB/YGAgFAqFQqHBwUG/3+8b6O/zeQeCg/7QkH8oGAgN+YeCA8HBweEh/1DQF/C7vH2eAb/XH3T0+Tz+YF//4OBwZHhsciA47PUPef3BgeBwMDwaHBkOBANr5R/09wf6BwIDiPr9/QOBQDAUiUQmwqMTwaGI1+f39QcHh0YG+oMeb8A3MDQyMhYcGesLhHzDYX94zB8eGxgZ9Q4N9w+HfcPhvsEhf3h0YCTiDQ77gsOBUDgwEvEPRwaCw8HIuGcw5PD0+4cj/lAkMDw6PDbmDwV9gwP+4aB3cMA/HAxPjg2GQ+4BL/Jn/1DAHwp5g0HfYHB2aWkhGqOxOZu3bLv5lltvueXW3bv3tBs6kC8/l86IBYKN77z77W/dcfVVVz3//HNHjhxpN7TPzM4MBgf7+32+QGAoPOYJDAXDY8MTU0NjE5Gp2ZHxqWBk3DcY8gyFIlOzw5NT/rHI4GgkMBoJjEaCkUhgJDwwPBwIDQdCw4HhYf/Q8MDoSP94uH/srAYmIoHJMf/kmH9yLDA55p8aC45GRsLhvIbD4XBkdK1GIqOhcCQYCX+KBiMj4clwaHTIPxzwhwcHx0L9keDAZLh/KuydjHimwn2zY4OL0/7pUe/ocN/sqHE84F+eMfn79G2tU8FhV1t33cnSJ37zWGGdZYHzKJhlgQsMUvDS6XRmMpn+/n6PxxOJjJpMFgiCSCQKAOChXzz85JO/Q9IYxOMxADIA5NKZJMhl1r5OJnN2jimXzeUyuRxYyVCayq5ErCTTqRwAGQBSuVwagAzIZQFIpnOpDADI/VkAwEre7ywAydTKS+RWXnFFZ98InE2CmsuBXA5kMiB7TmLUNZ8wBzIAZAFIAZACIAdAFoB4DiRW3y4NQP6l01mQ36FMbjUVeQ6kMjkAQDIVz2TTAIBMNp1MJbK5TDaXASC3qrNo9fr77/8xBEHf//7dYqEomVj5KgY8vpf//MLtN98IQdCjD/1cIRGNhIfy759Mx3IgDUAunkzkciCTzgEA0plsLJY8b6dyGZDLZc9914+Z7MuBbApkMiCbAdn0ym0mBTJpkEEaGeS7yX2WwOdQLg3SSZBNIt9oDqQAyGZBLgWyaQCSACyDdALkZhLRJADj2WgaAFmbhkQgDtr77PrOprKq369/0u0pBPgUOIeCWRa48ORyOY/Hs7CwEA6HTabeUCgMACDgGbff+r3JsWW7xQdB0KGDx30+n6vPauhQhkacbXqRy9TmMhmcxm5nT6/daHX02G29dpvRbjOareZem6nXZu6wW1otFr3VYrCYuswmo9Vmc7m9Fkdfp9HSabQYbQ6TxWo39a7KbDeZ7Earw+SydLpMHX1uU9BnHXOYfRaz0WLutph7VmTqdjutUolgwOdua9WMhAI6rcpi6bVYezs62trb9V1dhq4uQ09PZ2eXoaOjrbOzvaen09DRZnNY2g36rm6D2WLU6TVGU7fVbu7obOvsMvSaejq72gMBX09Xh8nY1eey9/Z0Omxmm6XXbjXZLCZzb4/F1ONyWJ12i9XcY7MYbRajubfLZjE67WZzb5fDZrJbewMDHoupi04lPvunpyEIuvzSi/7+xuvI9zw1Md6m0775+msQBF160bpf/uInpac+nBwLxZfnvG6b3dzttBqt5m6Luctq7raau5CGxdxlM3VbTd02c5fd3G0zddnMnTZTt83UjTSQLc+TbY2s5i6rqcti6bKau6zm1QZyj2lNw9xlN32GbObPlt3Uichm7rCZO6zmTgvydud8wk6Hvdtm7+k1d/l8Tiad0tLU6HM6TYaumvKK9Y894XYWzLLAORTMssCFBzHLxcXFkZERk8k0PDy8ML84Njr14IP/fc/dDywtRI8dLV4HXSIUwiMRv9VusNi1Q8Fej03vtbd7bV0eu9FjtfRZbX02m9tmdjuMbmeX29nhcnT22bvcjh63vdftMDntZpvdbLH1Wl3mvgFX/5DX5rGY7Z0ue7fb3rOqXqfF6LbZQ/2Dg56gx9rv7PW6zG633eq2md02C6I+h7WjVcukEJdmpwY8Lp/bUV935lTJ8dq6qvKKU6VlxRWVp8vKT5WVnyotKz5deqK0rLisvLiyqvRUyfHKqtKy8uJTJcerzpQVFx+rrasqLz91svhYaVkxFoca6HcH+z1um3nA47T2drtsZpfV1Ge3+Fx2j9Pmtpltph6Xzex12T0Om91stBi73HaL227pc1inxsLmns7ykhO/eugXl62DHvjhvSw6BQAQHg5WV5X/4aknr778km/ccP3f/voKjYS3mroHB/pCg54Br91u6bL0Grxui9dtcdmNbse/R/bPbrg+S5/njVwOo8vR63L0ule05l3OqsfjMnpcZqe1Z8jv4TJpmOZGj8vV09l1pqJy/WNP9BXMssC5FMyywIXnXLM0Dw8HU+lFi7Vnanr8iSceu/32b0YikVtuufXpZ56KJ6c7jYrIhKujg+dxa/sc+j6Hwe3s7EMMz9Htdhjczla3S+12KVzO9j6r2WW3uu1mt8PscPT2ec1ev8Xi7rD72mzeVqtP5+7v8Hq6fJ7uVRl9HqPHbexz9XhcZre9d8Dj9PtcLpvZbTcjtuS2W7wuu5jPbaw9A0BmeHCgp9NAIeM1GoXDaekxdvSaunqMHWZLj7vP7nRZHU6L02V199l7jB2hoUBXd7vV1hsaDqi1cpfbZrX19nkcdoe519RltfXGogujw0G33eJzO6y93X0Oa/5NPU6bx2lzWHrtZqPN1GPu6ezvc06OjoQC/dGF2a523ca33rj5xhsgCDp0YH8suggAqKkse+zRR6667BIIgt75xxv11ZXGzna/1+1x2oJ+r6/PbuntcDuMgX5n0O+29Bqspg73WY/5Osu1apYOa08wsGKWXpfL2NlVXTDLAh9HwSwLXHjOM8vQSH88OWayqR2urum50Tff+tv999/f2FgPQdDmLW8tLIx1dqsCQzbH/2PvuuOjKrb/KF2KFAOEjjQREQs8ioKIqCiI5flUFBEQRHogJICISA0khA6hd5JAgAAJCQECpJfNtru9b7Ipu9lsyWb77r3n98ew960BAX1K+L13v5/5JJObe2fmlpnvnDPnnBFkCwUFQiJfICgU8IsEgkKBMJ8QZBGim4Q4nZCkCokcMVco5AlEPJ6IYAsEhVwiu4idwZXcJpR38jiX8okrQlk2n5tD8HIJXg5OElEhn3unqCBdKskVi7I4Jdf4nJxgphTy2HKxIPXShbjdOwBALiJYhbnX0lMUConH67BYjbY6c53dUmPSW6xGs6W6xqQ3W6rNlmq7w1pRVVpnt1isRr2h3O22G6orPF6HtbbG7rA6nLV6Q7nf7y4vVfNKiiQCnoBbopSKlFKRVMjHAqVSKtIopDIRoZKJtUqZRMC7feNaxJJFPbp0egqhEcOGJpw6RlHeWzczenULfRqhNs80n/Ht1Atn4yvLNNYag0YhlQr5UiFfLhawCnMEPJZSJhDwioJpUsgvbnAmY8iSwRMIhiwZNDzqkaWmVGJ3lIplBaySOzK5gM/njhv37vx5i+bOXdC69bNXr16VSERcPodPCPl8IZ8vwYngiwiCIIgSQpAvEGYRokwBkS/m8oU8gYjHERElBMGSyjgSGVukYJcblTItnyctUWuVOk2ZTlOu05TpNDqdRlem0UpEAqVCaKhSKZUciaRQKecJeb8hS4VEeC318oG9u4DySYV8dnHBlcsXhEKu02Urr9Aaa6rMlurKqrJqY6XeUF5ZVaY3lFcbK3XlGr2+HJuIWqxGiURgtlRba2u0pcrSMpWhusJkNgD4S5UyTnGBVMiXCHhYxysmuLySIjHBlYsFWAdbpdOePHLwrTdGdXi29bgxb6xeueLEkQPJSYlffP5PhNBLLwyYPWPa4f17uaxCa42+Rl9RnJ+DFbZSIV/IYyslIoVUJOCxhPwimZgrE3PFghIBr+h/hCkZsmTwJ8CQJYOGRz2yVGslbm+1UFJACFhyhUwu02TeKOgU0vfbr+f16Dpw+rT5CnmFTGYUimuFglqhsE4orBMJbRKBVSoySoRlUolKIhYTfK6QYIt5bCGfg9WwAoLD4bIuXb68cvXadRtiozbv37TlSGz06ai1R7esOxq17njU2qOb1x6N3XwidsvRrVH7Nm+M/WnFz0nnEjglRWKsyw2QpUxEZFy9snfnNtLj1CikRfk58WdOEAKOw1mrUsuq9DpjTZWhuqLWZrLW1mD50lpbYzIbdOWa6ppKTJ+G6gqNVqE3lNfZLTVmfWVVWWmZiiI9pSp5SWGeTEQIeWwhj80rKeKzi8UEt0ytqCzTyETEtuhN/Xr3QAh98dknRXk5cbt3vPv2W80aN2ryFJr61RdHD+4vzs9WyyUahVQhEZYU5vFKikpVcomAp5KJJQIeuyhfTHDlEoFcQoiIEnZxjoBXpJQRMjFXxEiWDFky+B0wZMmg4VHPwEenK3U4a4UiPp8r5POUAm45v6Qy85oUoY4IdUYIJZ7JvnZNvmtvXtIF9dmzylOnlBfPK8+cViSckly/qjpzvOBqMk8psbGLCDGRLxTkiYgiEcESEHytxvDyS28hFIJQd4SGIDQcoYEIDUboRYReDvz5EkJ9EOqBUChCbZ55pqehyibgceqRZdqVZKyGVcslrPycK5cvGKrLtaVKu8MqlhB+0p1fkH0zM+NKSnLi2dPFrILrN9I0WkW1sbJKr6sx6bWlSqfLJpOL6uwWTamiqkrHJ9gej4MkPQqpSCYiBNwSuVgg4JaoZOIqnVbEZ6dcujD1q38hhJ5p2mTx/DkXzyWOHvmPRgg9167N1K++TLmYZKwqN1aVYy0rlkFpgRjn6SN38/wSmhqF/GKcGpzGGLJk8GSCIUsGDY97yFLndDiFAimfKyd4ZWKi+loK0b/XeIR6NG80oFXzFxFqi9AAhIYj9DJCbyL0NkJDERqF0CsIDUKo3ztvzBeWOLUKvYifIxRkiQR5In4xwefrK+vefusrhF5s+tTbzz7zRctG01o3/7JRo7GtG3/UvvkXbRr985mnPm7d5OPmT73b8dmPm6ChLZu+Ftp5lL7CJeD/HllSarmEVZCbmHBKIOAaqisqq8owU/44d1ajxk89F9K+S9dOTzd6qmevLmvXrTZbqqv0OkN1hd5QXlFZWm2sNNZUWaxGqUxotdZweSyP2y4V8sUEVyLglakVWqWMVZD7y0/LXx/yct/ne73+8qBRw14b++aIzs+169qp48xvp+7evpXPLq4s06jlEpmIwM3DKtxg1fF9Eo8jItgi4n+FHRmyZPAfgiFLBg2P3yFLWYAsjVcvcZ/vNhqhbo1QL4TaIdTpKdQXoVcQehFLgY2avodQH4R6I9QToUEfvhPGKawtKRSJiVyhIFskyBPxCwg+p1JnfWPUPxF6sdnT7yA0BqEPEXofoeGtm3yE0AiExiM0HKGxCL3d8i4CRQAAIABJREFUCI1GaAhCXTt1/Ed5WZ3wgWRZnJ+TmpJcplPryjVOl81sqX5z9MhZs6dLpAQh4OTk3i4tU2beutZ/wPOXLp8HAGttDQBZazMBgJ90V1SWAvhlchEACeAXE1ytUmaoKGMV5H42eWLv7l06PNuqY/u2L/bvhxB6GqHpU6fEbtnEKc7XKqVapUwmIrCVLKsgF0uieGHyQUzJkCVDlgz+IBiyZNDwuFcN63RZhUIBn0cQfJlYUJaWkh/aadAvP20/fCDpp+WbQ9r3Cu39clIWDwBwRBlHUGm7dpwf8vJ4dpFSpzWIuCVCfrGIXygiCgSC4lKt9rXXRk2btlwiBDHfV5gDeVmunduvGiqhINsu5Pj4LCjOhYJsz430cqHQsW1bYqfOAy0W5++rYSm1XFJSkHf8+GGZXGSxGr0+54AX+rZq3bxps8Y4zip66u7vlq1aBjJNUQCTPvrA7bELhFyf35WXfwcARAR3e8zmnl1D6XNaNG36fI9uX/7zs+xbN1x1VpmIsBj1Kpn49o1rarlEKRVxigvkYoFSKsLaVz67WMAtYciSIUsGfyEYsmTQ8Khn4KPTqZxug1DM4vNZfIInEUmvpt5o1rx11KbY2bN+tNnqZsyYjhDqPerFCT9+PW/jz6Ue68yIldl8gZ3yUQA7du95fdhrJewiIV8g5oqEPL6IXywSFAgEOWot8Y+RryyJWL419nBIyMvduo7u0Ws4QuhyavakSbNaNB/YutXrrVq+2r790K5dX/v5l5itO/e0DXlWV6EVPpAsi/NzUq5crNKXlVdoAeCVV1+eNfu7o8cO7ovbdejwvpOnjh4+sv/IsQOHDu87cfLI0WMH9u7buXnLhqQLCceOH1y0eN63074BAFudmcUunPHdt/1698Qc2bQReu/tt+bPmX30YJxcLKgoVQl5bC6rUKuUEZwSpVRUqpJj8x8Rn8NnswgOq6Qwj1NcoJSKFBLhv4VLHuc+GYYsGbJk8EfAkCWDhkd9sixXONyVInEBj8gnBMViMS89/WpISIf58+ZEx2zg8vLdbsv2w1sQQpvOrM8tyzX4jQWKIqPD5KRcALBrX+zQES8RomyxiC9mS0U8kYjHFhL5hDC7oooY8vrABUtn3cnJHPv2Owih0G7dN2/beD0rM7Rbr517DpTqjDxCrVTrJ38y5b0P39+6e/Ozz7XS6MTCIJnsvmuWZ8+eJgi2x+MwWar7939+zo+zlEqZTC7Oy8vKyb3D45fcvn2zmFWgVMluZmYQAm5xcV5BYa5AwN28ZUO37l0Sz55+cVD/Jk2bYJp8oW/vVcuX3bqeJia4Oq2yTKPgFBcoJIJStZzPZkkFPB67kOCwFFKhXEJIBHwxnyvgsSQETy4mZGK+kFdCcEtEBPvfpHjfDFHCkCVDlgweEQxZMmh43KuGdTlrJQKOgM8W8tkyEf9a2uXWLZ9Zs2rFml9WKqTCyjJNISt70pSJbUPaAsAd1p0rmanlNeUucAPAzr27hgwdTMh4IjFfJhazCvIEvBKFVMhnF2pVsokTx48aMaxli2YIoZnfTVOpVFKpIjX12rh33v/ss6+mTPl+WfjP4UtXvfLqsO+mfb9t2662bdvpKyuCI/j8joHPaa1GbTKZAaBv335hYUu4XE7a1asF+QUsFisvL4/N5ty8eSMr6w6LxcrNzWGzS27evJGcfHHEiOGYIBs3bjJy5KidO7by2HnOOrNKLhARLK1KzOcUCPksEVEi5N/168B/iu6asLKE/Luh3e7m+cGR3h6c/keZkiFLBn8CDFkyaHjcS5Zue91de04eRyYibl1PD2nXdlnYwvBF80UEj/K5jcaqsqqyYl4RBZRGp9ab9V7K68KS5d5dQ4YO4UsJqVzEKsjVKKQqmbikMK+6UsctLhgx9DWEUGhI+7jd27VKmUqlKshjFeSXnD519vChE5eSU48eOXns6OlTJxOzswo2bYxp2zZEX6kXPVANyyrIjT9zWi6TV1ZW+ny+Pn36LFmyRCKR3Lx5Mycnp7CwMC0tLT8/Pzc3l8PhiESiCxcuhIcvGzx4MKbJvn37rl+/PiMjgyQpn89tqtYppHxuSS67OEcu4Ql4RQFi+8tTw5MWQ5YM/r+AIUsGDY8HkSWfIxMRGVcvt36mRdSGX2OiNogILqekMDp645ZtW46dPlpYUrD858jFyxZxBGw/+ABg995dQ15/mZDwVWppzp2b2F60XKu6feNai6ZNEELjx4759uuvunQK6dOjW+fOob179c24ljljxuwO7Tt169arU6eunTt36969d2TETytXrG7btkNleYXowa4j+TkXzp+rqqqqqakBgH79+oWHhxMEkZmZmZ+fX1RUVFRUxGKxOBxOQkLC2LFjO3bsiBDq3LlzVFTUzJkzX3zxRQBQqVQWixnALxPz8rJvSIRsIb84ENm84dnlvywxZMngj4IhSwYNj4eS5c301HZtWq+MCF8ZsVQi4BmrykvYhWVVWm25BgBu5d46c+60yVrjATdgyfL1lwVSgs0uMlTqytSKm9dSP//kI4RQI4Tatm457esvbqSlrFm14sfZMzZv2rRw/pKbN7O6de0VFRV9/tyljGs3r1xOGzZ05L8+n3L0yMnQzt3LdbqHkGVB7tn4M3K5vKyszOv19uvXb9GiRYWFhQUFBSwWKzU1lcVinTlzplOnTgihgQMHfvLJJwUFBTqdLisrKzo6umvXrgDgdDr1+iqzpaa8TC4RsstL5QS3UMgvFgtKGL5kyJJBg4MhSwYNjweTpVwsSE9JbtWixU+R4WtWrRALeBU6bca1q5m3r19Ju3w7OzMnP8tmtwJQbr8TAHbv3fXK6y8LJHylSiYV8X6KDG/bsgVCqFunkN07Yt96Y+T8ObMkAl5+1i25RFhUUMDnCXJzC3r17DP9uxm/rP51/foN69dveuWVoZM/+nT9uk09e/autVgeYc3yjEKhrKysBIBBgwZFRESwWKzc3Fw2m52dnS2VSm/fvh0eHh4VFSWTySQSyZ07dwoLC3k83ooVK3r06FFXVyeVSmtMJtLv0aol7OIcvG2WWiFkhEuGLBk8CWDIkkHD46GS5Y301A7Ptt607pf1a35WSoSlKvmVKxcuX7lwKv7Epcvnz55P8JNuXBIAxO3f9/qwVyuqSotZBW+9MQKvCzZv2jjx9Ik6S81rr7yyeN4cIY/NKcpnFeTm5GQrZIorKVdXrFg5cuQb48a9M3LkG2+++ebIkW9s37EzNnbbc891rCwvE90TG/YeNexZvV5vNBoBoF+/ft9//31+fv6FCxcuX76clpaWlJSUkZFx/fr19PT01NTUK1eupKSkXLp06c6dO1OnTh00aBAAGI3GyspKivRUlCl57Hwhv1gm5vI5BUX5txucWv77EkOWDP4oGLJk0PB4uBr22tV2zz47+cMJc2fNTE5KLCnMExBcgYBbWJjL45bw+ey83DvZ2beys29z2MWrV/80cGDfn1ctp536P3h3HJdVaK0xyMWCUf94ffTI4YmnT54+fnTXtpiDB/bGxe09dOjgyZMnEhLiE+LjExLijxw5nJx86dy5s5999mmnTh11pZp6W3TdI1nmnE86d/36dY/HU1FR8eGHH06YMGHatGnffvvtN998M2vWLJyZNm3anDlzvv766+nTp8+cOXPKlCkzZ8585513unTpYrFYnE5nSQkLAORSQipkiwiWUkYIeEV48bLB2eW/LDFkyeCPgiFLBg2PB5OlVMi/dT19zBsjX39lcJeOz3UP7dS+Tevn2j4b0qFdj26dO4U817tnty6dnuvQ7tnQjiHP9+zRoe2z3bqEIoS6dApp2bTJ7BnTlFJRmVpRUphXUaqePnVK99DO3UM7dXi2TaeQ9n2e79G1W5dugdS1W2iv3j07dw5p1+7Zjh07dO/e5e1xY3SlahHvQWRZnJ+TlpZiMVvKysrsdjtJkhEREc8999zAgQMHDhzYq1evF1544YUXXujfv3+fPn1wvmfPnkOGDOnZs+eAAQO+//57AOByuR6PB4CSSwlJgCwJbiGzZsmQJYMnAQxZMmh4PJgsMT/l3L55KyONVZCLE8FhZd3MKM7Pycu6dT0tpSgvm1dSpJKKFs//ESHUpWPIB+PfbtG0yca1v/jdDomAxykuKFXJ1XJJ7p3MksI8dlG+XCzIzbpVWJCTlZ2ZlRNI2Zn5BVnZOZkSqaCYlVfCLrh+M02rUQgfSJYlBbnHjx5RKBQajcZqtdpstpKSEolEIpPJRCKRyWSSSCRisVitVtfU1AiFQpVKpdfrORyOQCCQy+UKhUKlUgGAVCoB8CtkAoYsGbJk8KSBIUsGDY+HkiXBYZVrVQJuiUYh5bIKi/KyBdwSqZBfplbw2cVquaRMrUi5mNSyefPn2rX79ecVX/7zk57dupqrq/TlpUV52SI+B4d/4xQXCLgl2CRHIuAJuCViMaFUSYOTRCrg8UvEEqKwKFcmFxECDptVIHpgBJ/i/Oz0tFS93qBWq00mk1qtttvtVqvVZDJZrVapVGqxWCwWi16vl0qlNptNr9erVCqXy2WxWOx2u1Ao9Hg8OTk5AGCzWZRyhiwZsmTwxIEhSwYNjwcGJWALeWwxwZWJCF5JEbe4gOCwlFKRUioS8dgEu1guIiq0qh9nzUAIfTzxgwU/znrrjRGTJrwrFfJ4JUUiPkci4EmFfJmIoH+qZGKZiOCzi2UiAY9XwuOzfptKxBI+l8cSirhyhVgk4YuFvLtqWB5HxLu/NWzCmdNKhbK6utpoNBqNxoqKCq1WazAYqqqqHA6HXq+vqqoyGo12u72ystJoNNpstrKyMo1GU15eDgAajaa2tlYsFlHg+x3JslhEFIv4f0ksAiYxZMngD4MhSwYNj3u36HI5bVIBIeCxhXyOkMeRiglWYZ5GIRPw2Uq5RMBhs4vyFWKhzWy8mX61e2hnhNC2LZu3x2xujNCWDetUUrGIxxHzOQqpUKuUs4sLeByWXCyQSYTFBTnsovxKnZZVlFeqlBF8tlDMEwm5QhFPKOKKhFw+wVKqpUXFuaVlCh6/JDfnllwmJPh4t2S2kM8W8tgyMZGWcilu13YAUEjFrPycM2dO6sp0ZWVlNputsrLSYDCYTKaqqiqDwVBWVqbX6zFxlpaWGgyGyspKnU5nNBqrq6urqqqEQqHRaNRqtbW1NgCQSvkSEUfIZylkBMEtEgnZQiIojh2fJQrk7x5nMn8iwy+WiNhiAVvAY2mUkgtn448ciJMIBEV5eTu2bhs/9m2xkCFLBr8BQ5YMGh73kGW5w2Hn8XgEn08QBIfNEQkFJSUsHoenkMsKCvIVMrmx2lCYn//mm28ihL6e8hWXzZny1VfPP987LzdXoZAXFxcRfIFELBCIuEIBVyjmC8U8oZAnFHLxET7BFgi5BMEWCnhCgi/i80UEX0TwRHyOiOAK+RyRgCPkl4gEHLGQLSDYhJArEHAJIZcQcgUCjlQmvJh8dt++nXa7pcakz8q6WVtn9Xg8brfb5XL5fD6fz+f1et1ut9vtxsdxBh+nT8B5v9+PM16vx+NzlVeUFhbkCIVciZQg+GxCwCGEHIEAN4AjEHCFfK5YwBHzuWIm82czEiGXw8rXaZUFOXeqdNqkhNNxu7er5ZKSwrzoTevff2ecREg0dLdg8GSBIUsGDY97JUuHw0EQhEgsViqVQqGwuLhYrlCo1OrCwkKDwUAIBMsiInr27BkSEpKefq24uPi1116bPHnyrVu3sP5ToVDKZDKC4AnFfKGIRyeRhJBIBcFJKhHKxeJAEsnFgrtJQtz9KeFL77lKoZQUFuVm3sqw1tZotIpiVl51tb4mALPZbLFYzGaz6R4Yjcaa34fRWG0y1ZSWqggBRyoXSWVCsYSQyoT1apdJBP9uJ5P+VJIK+HghnMsqLNeqLpyN379np1wsKM7P2bp54/vvjBUJOA3dLRg8WWDIkkHDI5gssY1oXl7elStXrly5kp6enpKScvXq1Zs3byYnJxcWFt66devjjz9u3rz5P/7xD4/Hk5SUhBB65513UlJScnNz09PTk5KSUlNT09LSkpMvpKWnXE27HJxSr14KTldTL6enXAlKl36TUpPTU5OvpibXuyot/QouKvNWRkpq8qXL569dS7t8GTf5Ssrv4MqVK5ceguTU1Lslp6VfuXzlQurVS/e2OS31Uv12MumPp9RLF+7czLhyMSn71o1DcXsOxe0RE9yCnDvbYza/N+4tIcGQJYPfgCFLBg2PYLLk8/lpaWkbNmzYvXt3dHT0pk2bYmNjd+zYsW3btpiYmE8//RQh1Lx589OnTwPAd999hxBat25dUlJSTEzMli1boqKioqKiYmNj9+zZs3177NbYLbHbNsdu24LT1tjNMVujgtPWmKht0Q9JW2Oi6l0VHbMpOmZTzNao9RvWxG7bsmNnzKaoDTExW2NiYqJ/HzExMbGxsVt/F7GxsVujojZu3rxh2/boLdEbt0Rv3LY9+t42xz5Cm5n04LQzNjp2y6ao9b9uXPvLnh2x0ZvWJyWclomIgpw7O2Oj3317jFjAbehuweDJAkOWDBoe90qWMplMp9PJ5XK5XC6VSsvKyjIzMydPntykSZPPP//cbDYrlcqRI0cOHjyYxWJhVa1Go5HL5VqtVqVSSaVSiUQil0lkcrFMLqKTQimp5yiiUkk1CpwkGqUkkJdqFLJAkquU0npXKZQSsYRQqWViCaHWyMt0apFYIJfJZTKZVCoVi8USiQT7WUqDIJPJ5A+BTCaTqDRytUYukQo0WkVpmape1UqVVK2UBrWTSX8mqeUSlUws5LHlYoFSKtIqZVxWoUomzs++fZcshQxZMvgNGLJk0PCgKEosFttstvLycg6HI5PJysrKFAqFTCarqKgoLS3dvHkzQqhPnz6pqakAIJFInnrqqenTp2MeLSsrk8lkCoVCp9OpVCq1Wq1UKtVqtVarVqnlGq1CpZapNXKcVGoZnZRqmUol1irFWpVYo5JqlBKtQqZVyrRKqVap0CoVWqVSq1SqlApl0FUqtUypkgpFPEN1BebL0jKVUiHTarUajQbXrlAoFAqF+rdQqVTKB0KhkKtUijKdRq4QiyWErlyjK9colJJ6bdaoZIF23k0ahZTO4BT83yck0Q27b+bxt6dKp9UopMaqcuyVJOSxdRolJst33npTLOQ1dLdg8GSBIUsGTwQkEonValWpVDweLykpadWqVQsWLIiMjFy4cGGzZs0QQgsXLgQAn883ffp0hNDEiRN//fXXsLCwhQsXLliwYOHChcEZnA8PXxK5PHzad1+v/Clizo/fRy5fOm/+DwsXzaXTgoU/RkYuWrJoVnjYj+Fhc8PDflyyaG7YgrlhC+aFLVgYtmBR2LzFYfPCFi1YGHxV8OVBmfkLFvymAX8KCxYunB9cLJ3/d6WL5i5eiBv577Rk4bywBXMXzv1hycJ5EUsWLQtbWO+EBk9zZ89cFrYwcunisAVzVyxbEr54wbwfvo9cujhiyaLF839cGbF00bw5C36c/djas2jenEXz5qxYtuTHWTMily4uysv2OuuwGnbPjti3R4+SivkN3ScYPFlgyJJBw8PlcvF4PL/fX1payuFwCgoK5syZ8+WXXw4fPhwh9Morr5SUlACATqcbNmzYsGHDwsPDIyMjIyMjI34fkZGRixYtWB65dPUvK5eGL4qIXLJw0dyI5UsiIn+TVq5Y8svPi98dN3zR/Jnr16xcunje8mVhK5aFr1gWsSJ8xYrwlSvCf4pcFhkRubTehfek8Ac05pGxLCIi/GEVLVkesWTFst+kyKWLf4pY+stPy1csW4L5cmXE0nrnNGyKWLJo1fJla1atWB4etnj+j5FLF69avix88YKwBXNXRixds2rFimVLloeHPbb2LF+6OGzB3J9XRPz688pDcXvUSpnbYQsmSwlDlgx+C4YsGTwRkMvlFotFrVYrFAoejzd58uRGjRohhL799luHwwEAWq22WbNm3333nclkqqmpMRgMD/DBwLBazWZztdlSrdLIrNYak9lQV2epMenpZDIbamp0AIAQSk87C+A1myqtNQaL0WipNluqrZZqm7XaZjKaakyG4Avvl6of2p5HgLGmpvphFenNNXqrUW8JSnVWU53VZDZVm03VtVaT1Ww0GSrrndOwyVFrrixVV5aqay01VrOx1mqqs1mslhqrpabWVF2qkpsMlXWWmsfWHpulprpSZ7OarDUGtVxi1Fc466wMWTJ4ABiyZNDAoCgKAIRCoc1mA4DMzMwPP/wQITRo0CCpVAoAVqs1JiYGIXTy5El8idfrfcSyPR6nXl/u9TkBwOtz+ik3AAngDyQQi4oRQnZb2UsvPr8jNiroUgAKgAQg8S6ZwVfdN1F/1fN4WEX3TSSAn/J7gPIB/vnwBj/edLdJAKSX8ntIj9PvcVJeF+X34BcBlO/xNomiPE6cqdJpS5Uyu9XEkCWDB4AhSwYNDJ/PR5KkwWCwWq3nzp3r3bt3o0aNNmzYgP+rVqtnzJjRqlWrwsJCAHA6nTabjSRJHA3nAfB6fQBwJSV5woR3cFEuZy1FuX0+ZyC5APwiUXHzZk8Nefn51JTTc2ZPOXZ4LwD4vR6/2+/3kH4X+F3gc5Nenyvowvsmt8/74BY9Cjw+r+fBFXl9Tr/X6fc4/d5AxuOkSC/pc3tddvqpUn7Pb85p4IzL47ID6fW5HXaryet20O102iwOq4nyuf0+t8/t8Htdj6M9HieQXre91ud2+Fz2cq3KUKlz1lkYsmTwADBkyeCJgEKhiIiIQAi9+OKLGo0GH1SpVM2bNw8JCfH7/fXOv1e4JEmSoij8EwMATsWfRE+hgYMGtO3ciT7TA+ADPwU+oLx+l6W6Qo4Q6v98N4TQr6tXAgDlp4AEqn6dd0FRXgp8JOWlSC8FXgAfRfooyk+SZHAb8J9BV1HB/6JPoBuMT6YokoJ/3xpJ3q2ForxA+f5dGukFvxf8Xpzxuu0ApKWm+puv/tW2TetrqZfv33DKB34vkD6K9AIZuBwXBX7we4G8WyCQvqAL/UD6wO+lqECl1N1zKMoLpO/uVaQPyKCXQvmADNRF347HCeCvq7N8/cUXz7Vrd+LYIQCgvG7K56JIHxW4Hfj7M36Py2WvxXoDnVZVplHZay0ysSA/586endveHjNKKhLc//Uz+F8FQ5YM/kZgJnC73XV1dSRJ+v3+2tpar9fr9/vr6ursdjsAOByOy5cvP/fccwihgwcP0tdu3769RYsWsbGxAOD1eq9evRofH3/48OFjx46dO3fu2LFjp06dOnv2bEJCwvHjxz0eDwBYrVYA8Hg8VqsVk+XRxATUqsXMqJiZu/b1nza779fTz0pkdgA7gI8iwe+BWicAXD12/sVOvSLnhZXKNADg9frtDhcAEIRg9Bujv/zii/feG//RRx+NGjVKKBQCQF1dnd/v8/l8fr/PZDL6fF6324Pv1+12A0BtbS1ugEQiGTRo0PDhwwHA5XKRJGm32ymKwntE+/1+iqI8Ho/T6SRJ0mQy4RvZu3fv+PHvnDhxHACwxImP//TTikmTJp2/cB4AKJKkSJKkSCBJr8cDAGNGj0EIbdkcVVVVdSHp/L8+//zDCR9MnDjxs88+nfX999XV1T6vl/STToeDJP1ut5v0kyRFup1OkiSNRgPpJz1ul9/vpUjK7/Pfup05YMCAefPmOhx23Dyn00mRFOn3e7xuv8/ntDtIv6/WWuvxuIEirRYLAHz44QeTP/ooPy/f6/N6PG5brQ0AcnJypn4zddw7b+M36/G4b93K7NevX2jnTvv27AUAk8lI+kmf10dRJH1ff2sGAFxuFwUURZKlWm1lRXldXZ1ELM7Jydm1c+eYMaPFIiaQOoPfgCFLBn8jcLhwnPd4PB6PhyRJl8uFqQIAqqurP/nkE4TQv/71r+zsbHxmdXX1rFmznnrqqevXr/t8PoqiysrKtm7dmpKScufOnbS0tPT09KtXr168eDEjI+PKlStr16612WyYnPx+v8/nAwDMHycunGsU0n7SorC3wleMXL56/E/r3luyYuneuB+XLUtOTvLZzLWllbvWbNq3btveX6NlbDEAAAV+ksQrkOfPn0cIdevSJSwsLCwsrH379h9++CFWCGNgegYAbIVEA4uMTqfTarVGRETMnDkTtw3/t66uDmdwsHX6Kjo/btw4hNDHH38MABQFbrfb6XQePHiwS5cuCKFNmzYBAElRWCYlqbvLpQghhJBOVw4As2fPRgj16dt33fr1S5eGI4SioqLuFdDxfAUA6ursAEAFtSEzM3P58uXnzp3z+Xwul+veqzyBNxtcbKNGjRFCiYmJbrfbbrfbbLaCgoKPPvoItw0AsK4aAD7/178QQl9+9RW+0OVyUYHbIf/uDCbLQI1arbaioqKurk4sFufm5u7cuXPMmDEikQgYMAgCQ5YM/l74fD6bzeb3+/EI5fV6q6ur8b8yMjKaN2+OEDpz5gwECMZms3Xq1AkhNHbsWAAwm81+v99sNu/cubOqqgqwMtH3byWhXq9ftWqVzWbDYx/mFQDAP0+fi0ftn53www+vTvtuwpr1b69eM2b+gpYvDu7Up/fbb78Bntr47dte7tCxGUIbloaDG4unFp/f56dIALh06RJCaPBLg41GIwBgV5Z9+/bJ5fKYmBgcci8+Pl6n07lcruvXrx84cCAmJmbv3r3YNIkgiMTExJSUlPPnz2PzpZSUlJMnT168ePHUqVPJycn4Fux2+759+86fP3/kyJGVK1cCwFdffYUQGjhw4L59+5KTk10ul16v//rrrxs3bowQio6OhoBeF08RKisrExISmjRpMmbMmLKyMgBYtWoVQuj999/HVSCEXnjhBafTuWfPnkOHDgHAuXPn8vPzAaC8vDwuLu7SpUvHjh2Li4vzer1VVVVcLjcxMfHw4cM8Hg8Aqqur4+PjT5w4ceTIke23T2PkAAAgAElEQVTbtwOA0Wh0u916vT4uLi4+Pv7IkSOJiYkAgN/dtGnTLl26pFQqASA2NjYkJAQh1KZNG/yWMblu3bp1wIABI0eOLCgowN8JlrMfAxiyZPAnwJAlg78Rfr/f7XbjAZ2iKLvdjtWJMpkMm7wuXbq0trYWAEwmEwDcvHkTITR58uT169ePHz8eArayKpUqKioqWAijYTabN2zYgMdZfASreQEAgDx7Pr5th7YA4AMY/M/Pu7366kcRy46mXvnXtK8njX8rM+1yC4QmD3u5R+vmCKFDu2I9Xpvf76TAR1I+ALh8+QpC6PVXX3fY7RAQ+BISEvbt24cQCg0NPXr0KBaYDh8+jBdchwwZghBasmSJw+FITU199tlnaaGqqqpq4MCBLVq0GDhw4DPPPNOvX7/q6mqn07ljxw6EUOfOnV988cXu3bsLBIJJkyYhhFq1atWzZ8+pU6eWlpbiW3vllVewjAi/JcuioiKEUPv27dVqNT4zLCwMIfT223c1nwih0aNHQ0D6TEhIeO2119asWeNwODZs2IAQ6t69e+fOnRFCqampXq935cqV+MzRo0eLRCI6gtLzzz+PEDp//rzL5aqoqJgyZQpCqGfPnp06dfrwww91Ol1oaChCqF27dj179rx+/TrWK6SmpiKEnnnmGQiQJaar6OhohNAbb7yBtfRer5chSwZPLBiyZPA3wu/3Y95yOBxYHLTZbAcOHOjYsWPnzp1PnToVrN9btmxZaGjo2rVrORzOwoULx4wZAwD4BL1ev27dOq/XKxAIbt++XVxczGKxioqKcnNz7Xb7+vXr/X6/RqPBer+ysjKv14vZ9+L5M63atwYAMwCWZxdGRz33fNeQ0HYIobcGD5g0fGDXZujtoYNeer7DpHdH3Lmd6nCaHV4bBSQAXM+4gRDq83z/9LT0/Pz8559/PjQ0NDs7+9ChQwihxo0bv/nmm23btqUo6qWXXsKMCABjxoxBCM2dOxcAlEolTZa9evVCCG3fvt1gMOzatQshtH79eqzpxWI0jS+//BIh9P333wMAXuPEgvLAgQMRQhs3boTfkmV2dnazZs1CQ0P5/Ls2nEuWLEEIjRw5UiaTFRQUIIRmzJjhcDhwYwYPHtyjR4+MjAzM05999hl+NUOHDkUInTp1CgCwu87kyZN/+eUXhNDw4cMrKipycnL69OmDEEpPT//888/p26TRvn17hFBaWhr9AXi9XrwzTOvWrQHA7XbbbDb8MYSHhyOEpk+fjgX3x8OUDFky+HNgyJLB3wgqYPOJBUqlUjl+/HiE0IQJE6qqqmgqJUlyyJAhLVq0uHHjhlQqzczMnDlz5rvvvosLsdvtZrM5NjbWYDC8++67KAgdOnQgSXLLli1lZWUJCQlisTg9PT0+Pl6v1x87dhwA0i+f69ixHS6nFsAJoLWZzM7azZvXvD92qCj3Gi6ntpLvrlOOHvVqdOzPAC4P5SLBBwCXkq+g3wL7em7duhXLkW6322g0ms3mUaNG0WQ5bNgwhFBkZCQAiEQimixfe+21eqVFRkampaUhhF599VW9Xk8/t2nTpiGEZs+eDQDYvAeP74MHD0YI7dy5E35Llrm5uU2aNAkJCWGz2biExYsX16vr9u3bEJAsi4uLjUYjSZKY9UeNGuXxeEpLSzERXr58GQD27NmDEPrwww83bdqEEHr66aeDS0tLS5s7dy7698IqhV8xJssDBw4AQF1dHeb4c+fO0WSJgSXO9evX44+BoigsbjJkyeCJBUOWDP4y4BVHPORhURIP5Var1ePxYJ1br169FAoFALjdbqyAPX36dOPGjd966y0AMBgMSqXy5s2bs2fPpkdhALDZbCtWrMDDcT2YTKbVq1dTFBXcDDp//cqFpo0QaoR27N1urDVrKnVOnxsADh/YFdLq6bgtq47sXH3hRPTPEdPXrpkbGtph36EYAJ+XctudNgA4n3QBIfTaK6/XCzmwbds2rJYEAJ/PV1NT88Ybb9yXLIVCIU2Wo0ePpqmIxpkzZxBCr7/+usFgoA9+/PHHCKFp06bh2/F6vVgUw2S5ZcsWCEjt+Ga5XG7z5s07duwoEAjwmYsWLUIITZo0qd7jwo1RKpV4mnLw4MFgsuzfvz9CCEerx6rmKVOmYMly3Lhx9Yr69ttvEUKffvopbgx+O61ataJlU/yW3W732bNnEULNmzeH39p8rV69GvMxADidzsfDlP9/yRK74gav7AIANiwnSdLhcNATDnxrXq8XW9XhTwIrafB793q9tGsTVozXA64xuCvh90tXgWukKMrtdmP9Af1BYrM1+qP9rwFDlgz+Mni9XqfT6XK5sJUNPZRrNJqXX34ZBYKh0yagDofj0KFDzZo127hxY1lZmcvlkslkGo0mOTn5hx9+mDx5MgTI0mg0rl69GndXj8fjcDjohUmLxbJ+/Xo8BAf3c5/fT3q9tYaqovzs6d99069v7y49QkNC2x8+FgcA+/fEvDqwh8NadiXxgL6cYBdeHTq095i3h8RfOAZAukm3y+MAgPMJ5xBCg18cUlFZiYvFBI+Jf8CAAfhgPbLEatiwsDAIrCYihOx2+6uvvooQSklJCX5oeLGznhr2n//8J0Jo3rx59IMNLhmrYfHYhw1Tb9y4gRDq3r07tqkBgGXLliGEsCobD5e4ENyYyspKbL6LpUZaDfuPf/wDIXTixAkAwOuUX3zxBfZ/xaQYDCz+fv3118EHmzRpcu89XrhwAQvi+E+73Y4bv3v3boTQiBEj8GI2HnwZsvw9uFwul8uFeY4mS8yI+Hl6PB7c9SwWi9/vdzgc2PIcdzev14vNsOtZbt8XdP/C5uUkSWLmC0T88Pp8PvzWLBYLTbfYQMHn87ndbnwaRf1Vka0aHgxZMvjLgDuqz+fT6XT0+H7gwIEmTZp07tz5xo0b+AjmGwD45JNPBg8enJmZCQASicTj8ajV6ry8vKKiolmzZgWTpcFg2Lhx432j3BkMhrVr12LHStrS0uv1utxuoAD85MkjRzp3eO7nlStKSoovnIsf8Y9hfXv37B4a8urgfrySbACbsUrer0+nce8My7iVYnNY7X67h/LiNcuTR08ghPr37qvWaHBjcOM3btyIEOrduzcEZt8HDhxACL3wwgtY17pkyRJslRMsWYpEov79+zdp0qRHjx6hoaEhISFbtmzx+/20gc/AgQO7du3K5XLNZvOECRMQQl27dp0yZYrRaJRIJPPmzcNFtWnTRiAQ4PELk6XZbFar1Qih5557TqvVAsAPP/yAEBo2bBgEZFP8uHAJ2MbVZrPp9fp6Bj4HDhzAY+uvv/6KEBo/fnxNTc2aNWtwY3r16tWjR49OnTqdPHnSaDRiHh08eHDnzp2HDRumUCikUmn//v1btmz5yiuvXLt2zefzxcXFtWnTBtc7adIksViMy4+MjGzatOnkyZPLy8vx8I1VEQxZ/h4cDofT6aSFNkyTWKrDTPaHmCknJ+fAgQPx8fEJCQknf4tDhw7Vcxaica/3EQ2SJOvq6txuNx1q44/e4BMOhiwZ/JWwWq10N8vMzMRD5Jw5c+j/YrIpKSl55plnhgwZAoH5skqlwhHSi4uLs7Oz65FlTU3Nnj17kpKSTp06lZiYePz48ZMnT54+ffrcuXMnTpxYu3Yt7S+IgccOk9n6y09rO7fvfHB3nL5Up5FJSbfjwN6dURvWRG1ak3r1gtdvz8q68d03X40bNybtWqqmUusHMLlsbtLv9vsAoKq84vTBw6mXrtTZbLSuCQAUCsXu3buvXr0KgXm6y+W6du3a/v37t23btnv3bhy7AADkcjlNlgCQnJy8f/9+7B564MAB7DXhcDji4uIuXLhw8ODBzZs3m81miqJkMllaWlpcXFxSUpLX6/V6vfHx8cePH8/MzNy0aRO2iMGLwfi/ECBCrM7FQ2FGRgYENJ9YoD969Ojx48d1Oh39rIJdR3BQCFx4fHw8QmjQoEHY22f37t0nTpw4fvz44cOHT58+jWvRaDT79u3btGnTmTNnMjMzsdcpi8XavXt3dHQ0dmLJz8/fsWPHxYsXDx8+HB8fbzab8RcydepUhNA333wDAGazGV/LkOUD8GAG0ul0ZrNZJBJlZmYWFhamp6e/9957H3zwAfZ3uhdt2rTp0aNH1/uhZ8+e972ka9eun3322bhx47788svU1NSsrCwul1tVVWUymeqRq8PhwFFH/psokyFLBn8ZsCkKALjdbmz98cknn3C5XHzEbDbj0xITE5s0aYJD80BgWYvD4VitVr1eX1hYmJWVVY8sa2trb9++fePGjbS0tBs3bly7di09PT0tLe369es3b97MyMjAHEyvpgCAwWCI3bpj1MixPy//lXT7fQ6PUiC2VdcARbrraknKqynTaMs1Y8e93bd3fxaLVWUwekiorq3zAvgA6pwOn9cHFIAnMJWm7qpD/f5/L+Q4HE53APUeBQDk5+dPnTq1ZcuW33//vc/nczgctLMpfVrwKEPnaRNi+ni9QQeb+9Irhbi6hQsXNmrU6IsvvqBtYl0uFzY9xZo0upDa2tpgwRSC4iTgJ3nhwoWXXnqpT58+8fHxtbW1tAouuA11dXX0KjKdCb6dYEGfXv3CKvSTJ0927tx5+PDhCQkJEHCyZPwsH4wgn6i7wGsW27ZtW7BgwYABA7C59cCBAzt16hQSEjJv3rzly5cvW7Zs586dxcXFfD4/Ly8vKysrKyuLxWJh26vfA5vNLikp4XA4RUVF+fn5BQUF+fn527ZtW7p0aXh4+Lvvvos5tVmzZi1btuzSpcubb765dOnSkydPFhUV/Z5U+v8dDFky+IuhVqtbtmyJENq5cyemB4qi6P4zb968pk2bYpnM5/PhpU2KouRyucPhKC0t5XK5mZmZ9cjyUYAtROj1mxMnjnfu1LXP8y/u3B53cO/hnTE7Du3au3Nz9P7du7ZGb94SHXXo+OH5SxcPfuX1Hdv2AQAJYHF47B6vg/Tb3V4f5QdctZ8E0ufxOknS63I7KMpPUl6gSJvN4ie9LrcdgHK66ijqrlkvJkKLxQIAmZmZw4cPj4iIwAfxzfr9fkxRODgDbRBBkmRNTQ2+F2wZixnO7/dbLBaKovx+Px7gcBQkrI7DC0W0Bcfy5cs/+OCDkpISbEBrt9vx8Gq32zEhYVLERhm4fJfL5ff7sXGs3++nVxPHjx+/fPly3B6Xy1VbW4sbj0Pf4cUzXAg9XcDtx2tjJEnW1tZiQsLaQiw74pf+008/jRs3Dts6ud1u/NYeD1P+/yVLDKVSGRcXN3HixN69e2OBr3379l9//fXp06fv3LkjFov1en11dXWwvRgG3ZXoiR1+49gyqN4jenAbzGazXq+3Wq0SiYTFYmVkZCxatAh7TmNLrqFDh0ZERARHr/wvAEOWDB4JVGBFEI+5eIg3GAzYeAR3P4vFgo0+hg8fjt0cMbCwolQqhw8f/uabb2IdINZqQmClSiwW22w2nU5HEMSNGzdmz55djyzpYS44FnkwaHsijA0bNrRr1/6ZZ1o+/XQjhJ56Cj2Fe3Kjp59u1qw53iyzb7++N27ctNnuSlcul8fr9ZNAUkA5HU6v1+vzemuttX7SQVFWkrTa7VUAztraKopyUpQDwAmU3eez+EgzSToBKCw24dLqyWH3Ha/vHaFo+S/4Bu898774verqPav7emjUu+Tech6lDfcWct8/7/20HjManCzpp4G7D1an41kLRVF4FkJHUvR6vUqlMjExcezYsfgb7tSp08SJE48dO1YZsDt7ckCSZHFx8c8//zxkyBAcualZs2ZLly4tLi6mN0iAwEo/fe/0aPAkr3cyZMngkYA7Ns0EXq/XZrPV1NRgOQMATpw40apVq6effvrIkSNYfDGbzb5AINBr16516dIFW8NiYNEEAPAAIZFIHkyWD3XCw+VggQZLYHa7PS8vr7i4qLi4qLi4GIcyyM7OPnr0aEJCQnZ2tlajgQCr4Sk2FshwXVi16PV57fZagN96rZCk1+0GiqL8JOn1AeUngwxxITBn/7sGewb/GRqcLLHZKpbvsV0MRVEWiwX3JvpDysrKWr58+ahRo5o2bdqqVavFixcfO3asvLycLifYx8Pj8VANzTHBs1WMO3fuxMbGjh8/vnHjxm3atPn0008PHjxIczxWY9TV1dH+1k+yDS1Dlgz+AKiASg3/iZWNHo8HuzqMHj0aW6xAwB8Ls+by5csRQniLSoqi8EJasGkr9VeQJa0CxbIvHVrvXqhUKoIgcJ5mStqDDQILeD6fD6+zkiToSg3pKXc4LEleNr+kUKqWVwCAuw58TgAfkG5w2Smfz19vsHhsXvYM/hAanCwpisKfHN2k4Jmo3+9fs2ZNjx49EEKhoaHR0dEFBQU0R9LWNHQ3xJIo9QQQDL4L2r2EXhMhSVKn0yUlJWFThhYtWvTt2zcpKQkCAapw78OFPAk3cl8wZMngkUA7R1IBPyrMBImJiQihpk2b4qjcEIhshzuJTqcbMWIEdrHAqCd+0eFA/3OypAJ7XVEURftcu4OA/+vz+Uwmk0gkwt4muEvj24GAthkXQlu15OfdOXpoz/69O/fv2bl72/YTh48nn71UqTXdjVTgBQjcEx4s6BH5LxnZGfzlaHCypGVK3AC6U0ilUuwg1KZNm+PHj9OaWAx60Rf/tFgs2KSOFsUaXIGJ1aoQtGpDNzX4tLy8PBw0o3HjxufOnaO3DPJ6vdjXtkEa/1AwZMngD4AM7NcIACqVCocwXbRoEd5Sg6IozDpYC5qUlNSzZ88vv/xSpVJBoCNhWxVMvfSqHvVXkCXtbeb3+/EmJBDwoaaB6TkrK+vOnTu4TGyCRK+D0nat9OSAxWJdvnyUy0sAqDGZC0hKRoGKVXwh5cqBqgqhvkKhlBIVWk1leVlFRSW97vI4bTsZ/FE0OFni7zCY5NLS0qZMmdKsWbMRI0Zgz2MMp9OJP1F8Mk2x95ZJBVYi/r5mPxT0Z0+vwgaLy7SpPD6CI420bNmya9euERERtLKHUcMy+P8NbCdJ01tcXBxC6Omnn7516xZ9DhmIAQsAGRkZCKFLly7hdQgMvI0l3ZcAwOfz4fnyf06WWJNDu69QQRss33s79y6uYBMDKigqCgBk3ck6d+6cpux2zM4JlTUnd+7/qNx4/EzSrOuZv5SWn1u/6Z8rVny0bdvcX9dMX7hg2v79cTU1JghEzPm9J0k3mL47zNbwQOuY4IH+oUcYPBgNTpZOp5P23Lh+/Tp2hXz//ffv3LkTrI0kAzu00IpWPCulp3T0hCxYjdmAwGRJy5cQ2HeIZlDcSCpImDaZTLdu3cJBiadOnVpPBn2iwJAlg/uADES3wpngMHKFhYXYZ3nGjBnBl+CoVwBQV1eHw51zOJxHrI76i9SwwaNh8LBYWlq6evXq6Ojo8PDwdevWrV27dt26dZGRkb/88suaNWvmzJkTPHriiTz2gpDJ5Bs3bgCoBLi2cs0ggXTd/iMTbuUsKub8cu7C9wD5ABqvhwVgrawktm6Nxk2lY8vh0DzByMrKAgAsf9NbdeKramtrcZux3wX2j8QuHy6XC4+Y9FyEXunBAvR/zh//U3j8ZIm3AcdeQBBwS7VarTgY70svvUQ9giyFPyoqwDQ0ZWLTHjpY4J9rIUVR2LqNoii8mIqtjehJrd1ux/Es8clYkYP1Q/QaBy3+1ptbPwqOHDmCd7fdtWsXANjtdp1Oh+eRT8I8ABiyZPB7oCM94gg7AFBXVxcVFYUQ6tWrFx706eiRdMfg8/l9+vSZMGEC9hR8xK+c+qvJEoPm+Orq6p07d0qlUr1er9frhUKhSqUym821tbWFhYUbN27EoyftQU87gMpk8piYGIOBe+FiOCHYe/7igsKiTdcyIlNSlxUVbc+8GVOqvpZwaqPbrrl47lhkZCSOV0APMWfOnGnTpo1Go8nLy8vLyysuLjaZTPVGkOCJCABg0eFeYFmknkCMeZ1+UwweEY+ZLLF0iHcOoCgKm4+xWKwOHTr0798/PT39EbtJPaEzuHCMP20QGywL0kcgMAmr94nSix2YHfGnXldXRy+m4tGAoigci+qhtdMfdk1NDd5abubMmWQgfAcVIO8/cV9/LRiyZHAf4NkiFdhGEQC0Wi3e7HDNmjX0QdyXaM1JcnIyCmwsBQBVVVWPWB3195AlFVByGo3GX3/9FQfEwT/r6upwprq6Oioqiu72mKsqKioAgCCItWvXxW6LPXFs+3ffjExKWLv6p4/j9v6wfu0nW6K+3BYzPXLpp8f3b/gpfM6NyxfjTxz7Zc0auql4enHmzJmhQ4cG3ykedLZv3962bdv27dvv2bMHADgczueffw4AXbp00el033zzTbdu3Tp16rRmzRqBQNCqVasWLVrQJSxbtiwkJKRXr14HDx6k9caPLarqfwceM1nS5tkQCHyfkpKCEFqxYgV2Qca6hEcpinYmxkFi6TgVuFh8O3+ihTQX4o7v9/uxnzRmX7ysQAUCI9OL+riu6upqfDmOXEFRFF6ODV6wfCiwKxoAOBwOu93eoUOHfv364XCJVVVVT4JXDDBkyeD3QHdvg8Ewffp0hNDYsWPz8vLoEyiKqqqqwtPJ2tpavKMTjomKA6Q9OJ5WMKi/jSyx9tJsNq9bt46ui67X4/GUl5evXbv2vkNVSkrKgQMHbty4qVFxRZyr7ILTcvFFAe+4gH9UJUsguMeV0is3r8adP729Z8ize3fEbNm8GQLWwniY2L9/f6NGjd58882xY8e+995748ePl8lkcXFxGzZsOHPmTEpKysKFC7dt28bj8RBCQ4cOvXr1qtfrHTRo0OLFi+Pi4lauXBkWFpacnBwfH7948WKdTrd69eqtW7cmJCTs3bsXm015PB6r1cqQ5R/C41fDYoLBMZvwhjDYxIz2WXqUQrCx6H1PxlGTqP+AUfBjubcxwWXisAkQINfq6urgPl5PZeJ0OnFYqIdWTZ+D1bk4j58S3hWAUcMyeHJBW9ydP3++f//+jRo1Wr58OR3qGs8ZfT4f7vxisfitt9566aWXSkpKIDBJxMt+j8iX1N8pWfr9/urq6sjISKfTeeTIkfnz50dGRi5dujQsLCwqKspgMGzYsMHn8/F4vIqKCi6XW1NTk5ubW1dXl5eXd/r0aQCoLGX73ByT/kqtJbXOluxwJhsMxyzWBJczXcg/KOYdRQjNn/MZ3sASBzjCbd65c2e3bt2WL18eGRkZERHx/fffOxyOCRMmLF26FN9RRETExIkT5XJ5mzZtvvvuO3xV165d8SZZR44ceeGFF/BBhJBUKu3bt+/IkSPFYjE+SEezI0mSIqk/nCjqj19zv/SodT20useEx0yW+NPF4em3bt3arl07etJpMpnoIPIPBWYjm82G47Wy2WwWi8VmszMyMvCqNvUfkGW97SfZbHZhYSFtqmYymbCNLq4I/wQAvLVOeno6FjrVanVkZGRYWFhlZSW959pDq6YN14MjKdbV1a1du7Z79+5YvnwSwJAlg/vD7/fjzQ5HjBiBt2smSdJgMGCrUTrgQE1NDULoyy+/xFoUvLyB1Sa0fuahoP4essTyltfrramp2bRpk8vlWrZs2VtvvTVp0qSJEydOmjTpk08+cTgcMTExPp8vNTW1tLRUKBTabLb09HQWi1VaWpqSksLhsJXyG0rpPpl4s0oZRRDhGu1PSvUytXaFUvlzqSba60rs1xtN+2b44kXzA3dDAlAAcPTIkWAfU4zZP8ya9cMsnF+6dOm3306TSCQDBw6kKArLH127dT12/BgAHDh4oG+/vrjIxo2bKBTK1avXvP/+hMjIyLNJ57SlWp/fj5+Oz+8jgSIpkqRImsFIyv+QFLjgP0vwKHVRZHDbfo8qHxNfPmaypKeMMpmsRYsWiYmJEFgmxFGuaIntwcDqiuvXr+PdYYOBe+h/4jqCQw1DQLzr3Lnz66+/jtcjACAjI6Njx44QmJ/5fD68+ymWj1u2bJmeng4AQ4YMQQh1794d0+Qjqk/pmH/0NrckSWL2HTNmzL0bmDcUGLL8XwRFUbRVDhYEvV6v3W6nt564du1a69atEUKHDx/GR+jQdBBEYDNmzEAIHT9+HP/5iOsu923P3yRZulwuj8djMpl+/vnn+1ZtMpkiIiLqNYYO+y6XK379dQ2AokIdpZGv1KrClYrZavUMvX6+WjNTo5yrK43QKn7au334kIFoWdgPHqcZwAPgJikvABw8HNe1W1cAcHrcDofdT/kAYOKnExcvDcPlR65Y9u774+UKRWhol3Ld3RhgXXr2OnEmHgAOHj3Su28ffBAhVFJy1xFtX9x+hNDO/ftcfp8XoLLG6AEqKJEeID3g9YDLA+4HJtID8Fck38PqcvkpH/jh34kE8NVPpB8eD1/+hWRJO+kCAI41T1EUHvrxKgaWzPAC+auvvvp73+GjABd1584dhNDChQuTkpISExMPHTq0e/fuevs54+ksbSz2UCamDcTwl3/y5EnMwbt378aPKyUlpWXLlhC0q8zly5cRQngPuIsXL9bV1eGFWHo0CHak/qPA9IkVV126dDlw4AAEVklra2tpXn/MYMjyfxFUwPIl2OUZ9zeFQoFDDbzzzjs4hCP28cIbQjkcDnp5f+zYsaGhoVglSAuUf7o9f9+aJQBYrdbVq1fjqSsZBACorq5etWoVBFaV8EiHO7nH4+FyuYmJiTVVeVbDMX3pNqV0lUYZWaoJVyoWCAWzlbLwytKN1uo92TfCFs55I3bzar+3liLtJGkH8ALAmYQTPXp2BwC/z++w20nKR4F/7YZfI1dEsDjFJbySiOURyyLDCaGg/4ABtro6rL8N7dol6dIlAIg/m9ird098+wghoVCs0+kK84rkau37H38Un3QBAKrMJj+AzePxABWgLpzxe8D3sPQoREg9QiIfUIsbfF7wkRQJfgCSupv89yNL8v8lWQbbauI5KM0TWKlI/R971yXfqkEAACAASURBVB0W1fG1h957kd5BioqKPfbeEAUUG/auWGOLRsUYY43RGEsSjd1oLDFqbCgqAgL2GlRsIL1uL/fO+f442fk2aPwRVKLmvs8+PMvdu3PLzp13zplz3kMpx3Fr1qwhhIBWWu0/BUbSnTp1ysDA4NixY6BlswJAQUHBypUrZ8+evW/fPqSZzMzM1atXx8fHx8fHJyYmrlmz5sCBA3PmzFm1alVmZubKlSvnz5+fmprKwotYkkafPn0IIW3atOnbty82fuDAAWtra3wfHx8/c+bMuLg4QkhkZOTjx4/XrFlz5cqVyZMnGxsb9+jRAyvEvYnKKzI9EvM333xja2uL26km2uhfWcUUyPK/CHSisie2uLgY32/ZssXIyIgQsmfPHtYp2QPJnqW8vDwnJ6cWLVrgMoxCoag0sf2noO+MLHFkzMrKWrhw4Stno4WFhfHx8VSTu8ai5NEs4Hl66/atIwc3qEQXxMVHH97/Lv/FDwV5G148X1uQtyE/Z/PzrB9ePN55+8rmX3/5+smjmwBqABnHS3i1DIBu/HaNpZkpAFA1l531BHiO45QlJYXjx4/DmfukuEkAcOLUSYdajknJl/CUjEyMVq5eCQBLlsZbWZsBgEIpJTrk6LEj9eqF4BePHT+FO5eLpCWlFTwARyu96EtbXnoBX4WXmgPVa1/qqhwLKA+cSuvFv/QCyuP65zvHWyRLNHTkcjk+ArxGgr+4uJgJH6JHsUOHDjNmzACN1l01HhPswCdPniSEYHUzbXTp0oV5ZQcOHAgAx48fx3+9vb3Xrl1LCMFiO4SQ2rVr4xtPT09cQGXZI48fP65Tp07//v2nTp2K7C6RSI4fP46WZf/+/Qkh9evXNzMzs7S0JIQcP37cyMho8eLFNjY22OaGDRvgVUVYqw6ZTMaWS3Nzc01MTBITE99wRv7mEMjyvwhUQ6WUikQiliwRFBSEU0W2W1FREY4sWA8BhwOcIH/33Xe4D4aJK5XKioqKavtG6DvLs8Tnv7S09Ntvv/32229nzZo1Z86c2VqIj49ftmwZltbSFqTGPFEAEInEsz6NWxY/bfmSuNnT+y1bMmL5V7HxC6OXLI5Z+sWwLxYMX/bFxHWrP9u/94ei4hwAhVop5pQSAA54NQAADwCgVqiAgkIio2qecn8ZQeRa84xyUUWF6M88HKXiz8JhvFoG9C+VpRGSCjmnppyCpxxVydXAw1/8nPhCo+3v3vAcUBlQ6etevBx4xeteVI5U9z+OxamByoEqtF5yoFKgMs05yIGqambR8u2uWfIaUSrmg315n4KCAkJIZmZmFWN5XoPU1FQTE5OmTZsOGDBg8ODBnTt3Tk9PRwbFdP7vv/+eEJKWlnb69GlCyJgxY7BSOiFk69atAGBtbW1tbX3//n0AIIRs2rQJW8bnd+fOnYSQgoKCK1euEEIw7uy3336zsbE5ePAgIQQD2TIyMvT19W/fvg0A/v7+ly9fvn79uqmpKWpEo5+m2usyLPkKb2arVq0wJg40d1twwwqoCbDEBlYo54cffrC3t3dxcWHTVZy+YZdFGws3jhw50tnZGRcqeE3VYrFYjNT7vpEly2vmOO7p06dPnz599OhRbm7uCw1yc3OfPn2KwRGUUpbdj0f8M6yX4x5nPc59np2f+zz7WWZ+XmZ+/p3c3BvPnl/Lybn3/On9J1kPCvIKcvOey+QVPC9TKcRUJQO1msoVoFQry6WgBlmphFfxKrkS1CCtkBTmFqjkKuCBchTonwtaUpmMoxzlFABKlVzEqWRKuRhADVRZXJzLcRKprLhMlMPx5RJRiVou55RKlUymEInVCjlVq4HjtF48qOn/ezhfR2AS4F//Qr587UvN/e9j8UiW+NIQJC8BKta8JMArPjiy5DW1biptTEhIuHPnzokTJ+bPnz979mys85qRkQFaCRj/FHjaqamphoaGzs7O9erV8/Hx8fT0PHz48Pr16x0dHR89egQAjx8/NjIymjt37rlz5wghyDpInMhkpqamXbt2xR6uHZeADPf1118TQi5evPj77797eXm5u7vj142NjXV1dZs0aYINHjlyRF9fH73BVlZWCQkJp0+f1tXVxbruOPWs9polz/P4UGC6Z5MmTZo1a4YfMTHL6rX8JhDI8r8IpDcAePz4cfPmzTGcFZ80ACgsLEQ1EFbxCgCKior8/f0dHBzQ5GIfoU9J21tbDdB3RpZU4199/SQXw9yZWalUKjXThf/PA/nzNIDyIAfglfyfcwgKABTUHE9BzfNyXikFTgkqtaqsgso5tUQpK5dRFQ8U1AqOV/G8iq8oFYnKpACgVvKUAireKRRKtVqhUIhUshIAFVA1AFXK5QqFnOMURcV5AEo1SNS0XK4olYlLAHigCgBOLinTkJIKgAOqBFADpYAxuXj6nNb7//9LMRwJQAVUAaAGwL9KAJXmIzUA1XyZAs8BUKAYoqN54W/0ygNRrX//bAopVAWgAlAAyABkAFI8DUr/vzByVX5cBtaR6Euls1/+FiNL/BaSpUgkun///qVLl9atW9eqVSuWn/M/kZ6evmvXrh9//LFHjx6enp7u7u5YXQvh7Ozco0eP6Ojo1q1bZ2dno05h9cZ6PO2zZ88aGhp+//33Uqm0sLAQVfQ2btxYv3593C0nJ6devXqxsbFJSUkBAQH4YCYmJuro6OAORkZGXbp0AQ1ZbtmyBTQlTZRKpaOjIyHE0NCQXUJWVtaFCxfYv9jI77//rqOjc/nyZQCwtrY+e/bs+fPndXR0Ll26xM622pYlaGo24Ey9TZs2lcjyTXy81YZAlh85qMYvhJ5G0MwfxWLx0KFDCSEODg4ohs4GKfwiI1QAOHjwoIGBwYIFC1izbKB5Wyf57gJ8Xh5Yq/IVbag4kPOg5EEFoKK8WCEtl5WrgVdpoklVFFSUqkFFQQm8GlQcKCmoQS1WAIBSzcs4TqqmCgpKHiRKUKgox4OaBwrw53jCc0A5oJxSXgFUIhEVV5QWi8vFEqm6sLBczUN2XqGcp3nFRaUyUUFpvlRWUVj4orSsUCarKC7OUygl+fnZarUsN+85AF9aWiiTiaRSWWF+gVqtfvEiV6VSFxUUUo578SJXLpPn5eXL5QpRuaispJznaElRKQDk5xeplHxeboFCoS4rE0klcrWaz31RJKqQPH+aJxHLC/JKACAvt0QqkRcVVJSViUQiaWmJWC5VFBQUqpTK3Nw8ACgpKZXJ5IUFhVKprKiwqLy0rKJCXFJWLpHwhUUlUpm6uLRcLJWVlJWVVlTIFfLSihI1r8h58UylksvlCtRRwkw7FoqFlgqqobK+JxaLUc5UrVaLxWLNnEOBgTD4RfSjaBcrxXEWMwVxVvTkyZPs7GwAuH//flpa2sqVKyMjIzMzM1UqVW5ublFR0YsXLxISEhITE5OTk/v27dupU6du3box8jA1NXVzc3NxcWnatOmSJUs2bdp09uzZVz4g7BFjvkScyZWXl1fRKyOVSpOTkwkhmInLjrJgwYKmTZtipkd2draHh8fkyZOTkpJCQ0Nxn5SUFF1dXdzZzs4OyRIAmG8WTyA/P58QMn369L179+7YsePLL78khCxduvTChQtWVlYZGRm1atWyt7cHgGPHjunp6f3+++8A4OjoePTo0YSEBELIb7/9BgDaRe6qAWRZFvUaFha2YsUKdpKot1W9lt8EAll+/JDJZBUVFaWlpZgfAgApKSkYDjBz5kwmBINOSBx9MJkS7cVp06bZ2tpu27YNmQPdI2++9KKNd0eWbwUqjlNSDr2JIoX4yMkjF1LPA4ASVKr/p0xeDWpKVcBzf5LlXz1t5QD5Kq5IBaU8FMvVZQpepubKZEo18iXFeBoVgLJCnAcAn302b3H8ytT0B517DCuXgHdgq4y72T0HjNxz7NTSVWsybtyeOO3T777/cef+g6PGTrh5/0GdsMZ5JeXdekelXLk+dvLUzT/t3rb70OiJM5Izbjdq3u5FkXjhklUFpZKQBs3/yHrRK3rwr8fPLfji6yXLNx4+dj4iesTj7OK6DdvmFom694g5e/HGzM+WLVyy7lLqrRGjZn3x1Y+TpnxxOeNpo8ZdS0XwScs+9x8UDBs5d9vOE+u+2z99xlepGZmNW7R/mlvUvkvva7cfxo6c+Muvp3r3GXD8TNKncxYtW/3doSOne0aMEMmhySdR2flcx+6DE5JujB7/6cat+/cdOTVkdNwfT7Kbte30x8PHoCmORinFJQCWsyTTApv5sXBTLAilVqtZoA0uorNa5TKZDPVLX2nuiESikydPnj59eseOHR07dnR2dh4zZkzjxo0DAwOdnZ0JIU5OTsHBwfb29lFRUZ9++um0adN27dp19erVpKQktpyBYCvlrN/iGyY7zmmAVF118wsvGY283bt3AwDTZD5w4AAhZN++fQCwYMECQsiZM2eOHDkSGhqKliWuWWI7RkZG3bp1w1NlyR44M46KijI3N9d2QRNC2rZte/DgQVNTUwAYMGAAIeTcuXPo40W9Rltb219//fX8+fN6eno488YInSpe1yvBcVxxcbFarb5z5w4hJD09HTRV2d/EwfsmEMjyPwGmXQcAixcvJoQYGxtjhLdEIpHJZGw5vVImJRYPwrUW3BkJldXKeCt4r8mSpxzl1cAXVxSL5BVqUBdXFBVVFKpBrQKlElRKUKlApQaOp2pK1cDzoKKgBuBh1659rTt386kfWqtJo4egFgMoAdQAFQDPZepSjoo4Tg4YLMqBGslSDgAjRw0jOsaBdVo2/iTa3qVF197TiVlIl76f6tmFBLeO9G/S/ZPOg+y9GtUO6xL6SW9Hr8atewzVsfDu2neClVv9LtHjHH2b1m7Uzb9BF1Mr/wato4mxR+sew538WjTtOIjoOnXpO9HAwrdO8whn/1a1w3p26DXB2L5+j5jpJg4NGjSJcPBoFtiot4NXS7/63cNaDfQI6mbj2sanTu9m7ceY2DZp3S3OwaN9+56THTzahzYfUq/ZIM/AHi27jdS3rt05aryFc2j3mDgb97B6n/Rx8Gz8SZdYr5B2vqEdm7QbYGrXqFP4NKIX3LLjeKLjXT+sd0D9nkGNwn1D2umZe3XoNZwQcyNT28dZWQCQk5NDKdU2IqkmpYcxDW5nKU+MBdkWxCtXB65du/bNN9/8/PPP8+bNa9iwoZOTE/oeEdbW1rGxsX369Jk6dWpiYmJGRkZaWlpubm5ubu5r1GSoJsYHcxwrffQaSwhz/KvymCBVYDojKhuwrP/S0lJbW1tCSHBwMCHE1dUVALZv3x4UFIR34+effzY2NsZ2CCGtWrXCbxFC1q5dC5oHjRASFBRUUFDAVEeweBaKzwHA1atXCSHt2rU7c+YMFgm5fPkyISQhIeHYsWOEEBS9esPsDqlUyhSnv//++7CwMDxDjEYUyFLAu0JFRQXO8o4cOVK/fn1CyFdffQWakBamlYwB7lhLCADQ29O/f394abmeJSy+rTN8r8mSUo5TcVSp5uU8cDzAxeSLaVfTAIADjgM1B0r00VKeB44CT/9c7wPYffhXoqc/ZOni2NXLvAb1aTZxXJMR4+r1H7LswGFcYMTFOsxZAbUa1CqgcgD+6OlTw8bOMLIMtHVt5xHYj5i1Dmo5lZi3dAodbO7d1dy5s4Fbb1OvKFOvKHPffpZ+McSynVvYGGLQzDJgALHpaObT18Szj6V/jGPdoabekQEt44hNB+f6I4hth4DWU4l1+1p1h1oH9Dfz7m3k2cPEq6e5b29i+Ylrw6GW/tE6zl1N3bv7thhr4tnTxDPcwLln7ZbTdGv1tPCKcawznBi2tAkcQhx7GLpGGrj0NvXqa+IeRSzauTYcSQyb2QQOJJZtLf1jTN0jzH2iDd16GXv20XPuYejWyzVktIPXUEe/YQ6+g9yCh7sGDTJ26kYMGrjV6xv8yVBiUrdtn6kzP1+lUiqUyj/LTrHMV+Z2o5Ripq9YLH5l4cPS0tL8/HypVPr48eOLFy9mZGTs379/2LBh3bp1CwsLY4kThoaGfn5+bm5uzs7Oo0ePPn78+O7du1+zskC1lscKCgqQgNHwraiowAI1bIlOW6eX/QsaysRUE8wjxC/+04clPz9/165dT548YTeHndigQYN8fX0HDRqENQzy8vIOHjyIj21+fj56bgFg//79iYmJ+H7t2rVPnz7FMxSJRNu3b8dFR8buz54927x5c0JCwoEDB3DLunXrfvnlF5VKNXr06Fq1aiUkJGzfvr2goKC4uHjPnj2YTkYpZUb/P71A0NxwsVj86NEjQsiaNWu0b2y1I6TeEAJZfuRgnX7gwIGEkGbNmqFDAwAKCwtxto4VDAAAizgCwJdffunu7j537lz8F3dAEQPW4BvmVmqDvt9kqVKrOF4pl0vlcplKrcYKXwCgUZVT81TFUzVPeeApqHlQAagBAH7Yt5+YGg9e8nnHqaObzJ/ccd7MTnM+azE+rt2M2RPXrR89d96BhLMY7gIcD2olqFQqtUQN6vXbfvqkU7SzX1srl+7EuLVXg8mEtDXxHWbqEmkTMtTUb6Sx5yT7uvNMfacaOI+1DJxlFTSLWA8JaPc1sRlqFzLH2CvO1CfO0Gucsdso23qziG53x4afGXiO9WweT0z6ODSYS6z7G/tOMPEbZRIwxK7uaD33aPdPZug49CLO0fM2/tq8Uzwx72jfYAIxbW8RNFbHZaCh5zBDr+F2fqNt600x9Rlh5j/GseF004AxBh5DbetNtg6ZoucQ69f2K2Ld36HuTCPPsVa1p1gFT9d3G2UZONUhdLaJzwQTtzGmtUZae080cx9l4zuaWPUeNmNH5Jgf7XxiiEXrWkED7P0jogZOojxfXl6GUTByuRzFQv9uWvbgwYMLFy5cv3594cKFs2bNmjVrVnR0tK+vr7+/v5OTk5WVlaurq5eXV+/evWfNmjVx4sRNmzalp6efP3/+lcE7WDac1xRrww7PFjvR+8IkrnCRAoM2kY3Q5YsdBr/OIqtxB1Z+ErSizbHBKsrUae/Ga2qqo7ElEonYR3i4goIC0FSLw8Nh3ifzMBUXF+P8gGn9sKvjNcpzLIGKXTUz96nGXMZvaV8du3tVuahXghVqbdCgwahRo9jRQRN+XO2W3wQCWX78uH79uo+PD67kYyfDJR98kFgpLuydZWVlERERFhYWGGWOi0ZY9BXfUM1M/y32V/p+kyXHqbGon0qllkmVDzIf52TnAQDl/zx5StUoPfOnZYk5jgAHzyQQQrzDO/n07dFp5YJuq78KX7Gq39erQ4cPr9W+vZ6HZ1z8IgBQAlCeB04JnIpSOQAsWrnS0bueX4OecfMODI7bM3bumRGfnuo/9Zh/izk6rjHEZaRbk9XEaZql/wKbkMXEbpJlUDxxiDMLWGDoPtMqKF7X9VNj7znmtT/TdY0zDZhj6jndps5CI+8Zet4zXBou6RB7zKPJSn3PaVZ1Zup4DDMLmmhRZ5KeZ6xl8Nh2w7Z9feBhywEbGvZaOWDOid6T9g2ckzDos0ttB+/U9x5nX2+Gkc84XY/RLs0WEZdh1sHTzIOm6jkPMw+aQ5zijP3mGnnNsAxeoOMSZxE4n9iMtK0Xb+g2xdB7pmPoYjOvSfq1ho2ec96s1uCgVguNXAfGb7wav/Fao24Lbfz62dTu5xgU7Rvc+u96SEFBwb59+7Zu3Tp9+vSAgABkQaKFqKioPn36DBs27Pr160lJSdevX8/JySkvL3/8+PFrTEa2rlaTASO3b98+cOAAUguTxKvK04SPAMbOIGcglzP9ENyCcezI4ix1GB9z3A0/wkEAo6jwU/YXBwest4XJG2zegCuvoFUCRaFQYEAWWzZmj+obltbq1q1b/fr12cIQpyk3CzX7ezEIZPkBA3skADCFNkopdnRcUywvL+/bty8hJCIiAscFTlNjHe3CSpyXlpbm4+PTrl27N8kDqd6FvM9kifNcjSALnDx5KiHhHAAolAqc0eOMW6VSAaUSkVghl6s5DgC2bP3J1t6+SCK6/iDTxtXJwc/L2dfFoXG91v2jNh3ZP3jqxLjPZgOADHgFUCVwHKgpVQAvffb04dixcaPj5gHAtUdPMh49S31Y+EKhCG45xta7v5nnQGIfbeU7Ws820sJ7uH3QeCOnAe5h04l+Z9ug8Ubug/Uc+5t7DzXxGuIYMMrQIcrEe4iBS3+74LGGpl3jvkjMEkH9LgvMvYYauo0y9ZlhFzTL2GuMecCo2m1mPZJAnQ4TiHWLjQcvigDSs16cv1t0Pbfo651X9e2jLHxHGLsNMXSN1XcZbOU7zsxzpLX/eB2HWEvvScQ21ilkppXjQEufkVZ+I3VrRRq697fwHlorZDyxjbb0Ge0cHNN/9OJ8BTTuOs7Kt2OtehFE1+fg+YfHkm44+bbUN/dr3rrXoV9PXL165fDhwyNGjAgPD4+IiGBeU0KIj4+Pr69vUFDQmjVrjh8/vnfvXmbK/E+gUVhSUlJUVFRQUFBeXp6Xl1deXl5UVFReXl5aWlpaWvrkyZP09PTLly9nZGSkp6envoTr16+PHz++b9++3bt3b9GiRURERHh4ePfu3XtoAYXiqoIdO3aw00OGw47ElmDpv2E81QzQfKeU8pqC1fiUMTHb58+f161bNzQ0FP5at+vfhUCWHzCY/pxcLkc/Pv7FQWTv3r3u7u5mZmZr167VrkInkUhQD7asrAwng9jUjh07TExM5syZU/MPKn2/yZJqZiT40JaXl4vFYo7jWLgB2gcYAUiBikQilUoJANu3b/f09MTzv5Ke8aQw94Gk8EZu1vx1K63dHYmp/rylXwCAVCNpowYqE5cBqMeNHGZqZhn36YL0+08IsTRxaW3i2onohdn7RVu592nYaU67mJXNey8Jaj3VIXiQXfDguq2m2PnHtB+wyj54UMvIpS37LG0TvdK32WRLv8HtYtY17Bxv7B7tGDLcs3Fc0h8AAD5NR+k7RVr5TTD1mmHmGWfgMow49R00Y/+p6yUBnwwjpvV/Onp52Q/niF5IrTqDCalv6t3P0K2PhU//5r2+atdvTYPOC+q2n0vMO/g3n9o8/CuHoLGRo/fq2Ec16v5lxwHftOm7LLB1XKuoRd0Gr3Ks3d+pznDrgEHRo1fezBIfu3TLtW5XG782dh4tdM0Co8Ysihj0KSE2Vnb+hJj7+oXUq1uvRYvmcXFxS5cuXb169W+//bZly5a1a9euXr06Ozv70aNHd+/evXv37r17927fvp2Wlnb9+vXk5ORvvvlm2rRpM2bMWLBgweTJk6dMmTJDCzNnzoyNja1fv769vb2Hh0dQUJCzs7OTk5O3t7erqysuXnp5eVlaWpqamrq4uJiYmBBCXFxcfH193bXg6urarl27sWPHzp07d9q0abNnz54xY8b06dO1jzVlypQ9e/YkJSVdvnw5JSUlOTk5LS0tPT09TQtXrlw5cOCAp6fnkCFDsG9gfC8G7lYSm/34wOxgvFiqSaTBWYJSqTx//nxAQEB0dDSlFF1fb1iq821BIMsPGwqFgpWZZOagWq1u2bIlIaRx48YYByGTyXAdCDQUi11WoVBgXM+IESMwsxhbqOGpHH3vyRKfWDyTvXv3Hjp0CP5aX76wsJCZ6Sx5YPfu3RiXCAB5eXkcQI5SVM5xd3Oe7jp6aOpnsyZ/Og0AlEBVmGUJPKeSAVBeIZs3P374hJnp958S4kEM6xESqmff2do3ipA6c1cfRyfU+EUbCXHvMmT+ieu5dsFRxQA+TYefufGwHEACMH/dhYBW4wBAAUD0Whu6RRCbjq2jV1x/AaGdplv6DbD0G29T+zNz7ynWtSeb+w+9/BQ6DFxB7D5xDIrcefLymh1JhPgQ4mXjFU6MGlv79/FoPALjkq6+gD7j1hKjemv2XJn/XULtllOvPoeQtrOPpOaKAJQAvccujJn67U+nHwc0G2bo0UXfKEzHMNDeu5WFQ2Oi70fswgjxIvqBhLgS4kB0XAhxIMTKxsalbt06FhYW/v7+zZs3r1OnToMGDfT19f+nlWZjY9OrV6/evXu3atWqR48e4eHhXbt27aZB165dIyMjv//++ytXrqAIXHJycnJycmpqalJSUlpa2vHjx8+cOXPw4MHExMSLFy/OnDmzXbt2Z8+eLSsrK9JCYWEhLgT+z878yveVkJWVFRISoqOjk5aWxjYyQfPXfPFDB7qLKaXo6cWFW3y4ZDJZ27ZtMfgWAFBvQVtE7N+FQJYfMKiWFglSplQq3bp1KyHEy8sLdafgr5XqcDfshbjkIJPJCCGNGjXC+SzHcQUFBTX8rNL3myxZgIn2HIJSWlJSQiktLCyklOJjj+9LS0uRR3ft2uXk5AQah7mcck8Kc2UcV6aQAkDalSvj4ybBn4FCWNSRB+DLCrN7du1KCBkzeREAiDSCOiqAtr0XJt5Uz1y+jTiEEWLzxZYD+5IyW8ZMAIAsORDz2sTY93phWZsBc4hO4OzViSl3HxISQoxaKgBaRn5JrNsGtp52p5DWaT/R0i/GxHOkiddUfadR5t7j9Nz7lgEEtIyzrt2LmDT8av3PHEAJgArgmRJ+PpcW1vPTbBUQYkus6ht4fHL2ftGIz7/pP30ZAPxy4YFL/UG16vXLVgExDSBmtX+7cs+5fgdC9H2bRzi4Nde3DDV2balnGFS3zShjm6b6xg0MzJoQy2bEuH7voUsWrThgaB5iZRtibGy7cuWK3bt3b9u2be3atbt27dq4cSPm7b1T5Obm4pwyKyvr3Llzy5YtGzBgAEqnvhLodQeN7D72EAaqMZW091f+FRhVBwC7d+8mhERGRl67dg37jEgk+ldCPWsMLNyJaTIAgFgs/umnn3AgQlkDfNZQxOftSqBUGwJZfsBgGVrY5/744w9MixwxYgQ+irjYhg+nRCLBQZ/ligDA0aNHTUxMZs+ejYnVLF4fzc0aA33vyZKNjwBw7Nixs2fP3rt375dffsnNzd22PbV+0QAAIABJREFUbduzZ8+ysrJycnK2bt2ak5Nz+PBhDDnesWOHs7MzXoVCoSirqCiqKOPgzyu6cOHChAkTAIDymtocPM+r5QDqnOzn/QeNmr90c/KdouCWY9pEL2nYZX6byOXEuNX5O6q5X2/RcW2k79H0672nNv+WFtJ5QKYYeoxeaB3cgRh63S0sHDzrW2LRcPbXp07ffExs2+u5dslRQ6voL4w9uzuFDrldoAxuN9o2aIB1wBi7oNnmPpPMfcfqufXNo9AsfIGJZ1di3viHw4n7ErKb95jTqNvsniO+tgvuFzF2bREAsWpgV6erdUiHw5f/GDLni3kb9py+9TCk0xgrnx6+zYb+UQHeDXsSx3oHkq84h7YnVrWP33yw/tc0C7/2xk6f1G48sJiDum0n2wb2cwkd5hDYj1i0mDh3042HMmOLBm3aD9u0aTe8ZI0VFxdjXpNCoUBFAuQk9NrhjcXurVQqMR5NO3kDwUq3Mu1DqqVXlZWVVVxcXFhYeO3atYyMjBUrVrRo0eLGjRugoUMG7AbYPqZG4MNVCXgO7CiVGsGAGnzWVCrV2bNnu3btSggZPnz4nTt32BNBP1LjEn84iUSCY1deXt6ECROsra3d3d0XLVrEbHfU0SwrK2MRGP86BLL8sMGmZnv37sWKOTgTV6vVaOuw0YE5CZmdNGPGDD09PSajXFpaKpVKMTXqLeZQVgX0vSdLHOCQLwsKCgoKCkQiUWZmJsdxt27dkkgkmZmZEonk5s2bHMc9fPgQLZX9+/ejDjVCJpOpVWpOzUkkEl7NXbx4cdKkSVp3AYDngVcCwJjRYy1s3IeMj7+TnUtMm1n4RJp5Rus7h1v7D9xx4uHizT8Tp6b67i1X7vz1+6NXwnoOS3lSZBPSzdSvrY5Ls8tPxWPjtxKz0DlrTp24+ojYttF37lQIENRqopFH18C2cU9k4N0w2sSrp4lXrIXfNCv/OIuAMcbeAx9LIazbZ3pOHSy8uv9wOGPB2pNWnj0MXbrpO/cktbp1GLAylwdi1dzUp6NOrUYXs4pHzF8+beXWw5fSiK6/hW9kvU7T7xYqg9sPJSYBB1JuBHYYSGxCDyZlfLUtUde1rVNQlK1X12wJ37jr5/rOPYxcw029Iu0CBk6atzn9boWlQ2sPr47mFu5isQg0Km6UUix9RTXZ6CwKRjsnHZeKVRpgn69ETridpVtoUxoA3Lt3Ly8vT6lUpqenX7x48ZtvvmnVqhXy1ss9gTXIIj8rgXVp9oa+ZHqi+cgyVeRy+R9//IEh63369NF2zH6UYAtGU6ZM0dfXt7OzO3HiRGZmJmisdu2iJS+LPPxbEMjygwF9yb2D1uGtW7dQSmPMmDGv/CIOJThS4FfKysoCAwODg4MxeflfkcPQBn2/ybISqn5dWHE+Ojq6fv36L3/xzImTndt1OHX89wN7f048kyApr+A5qpSLAfhdO/f0j500c9EPh84+tfCKNPXsZxc4wtijv5Fb1G+XS2av3qPj1J2Quit+Orbl+IOGXcbeyONsA/ubevci1m1v5lf0HrtRx6nD5+sTf0t7TKxbmvv2KgFo0mueuVf3WrX73i0Gr2axei6dLf2HGXmMM/EeTRz61qo/Np+CT/OJ9sH99Bza7/79/Jodl01du5u4RFn7jbL0GRY5Zm8+B4SEGrr3IdZtTt8oHjZn1Zxvfv0t7QZx6GrtOyKgxaxHFeDbYhSxanU45a5X01hi2Xrv2bQF3yXqOHY1dQ83d+78XARejSaauEXaBsYau0caOfUaOnH5+at5gfUG1w7pM2v2MtCMpNqMSF8lra7NPdUDPhEA8OzZs+fPn1dUVDx48ODSpUurVq3q0KFD1YXU3yJevHgxfPhwXIidPXt2amoq4wm8IRjKV1JSgu95nkeTGjSKlfiMM4cTSnexUPmqRw9pYr//f8xhmSp422UymfYPxCbluMTDa3RL8JTYDmKxuKCg4PDhw1FRUYSQ0NDQw4cPv5Nb+Q4gkOUHA2YmMmFMkUg0d+5cQkiTJk2YJEclYDfFalPoiU1OTg4ODg4PDweNYYp11f9F0A+KLKsIALh///7UqVMnT54849MZ/fr1Wzh/wexp06dOmvzzzt0AcOfW7Yah9RcvXPTFovhrV6+plCq1SqVUiJXKil9/PeYV0HTE5DW3nhUTs07mPoPNvGIN3GPMfAb0n/LTwm9/nffNri82H128Ka1TzJqeI5ZfeU69mkzWc+pFHHo/lar6TdxDLFp/tjbh7O3HOk5dzXzCiwHaxHypY9/2h6PX/yil6/ZfadFnkb5rPz2nYTZBE50axJk5RSzdeu3LLaetXdtbeobv/u3srhOPdazbOQWNMXQaZuQ8tF67pQvWXV21PXXxhv3z1yat+/mhd9PR89edO5r+B7GPMvcc27jrmmdSCGk7g5i0PXY5M+CTCcSw1f5zt77ecV+vVmTjzvO/2XbphRy2HntQKzDW2CvGKmBQyx7zN+5LGjFlg2Wtdn61e/XtO1oul2FHVSqVYrGYDdnvAowsnz59imSZmZl56dKl1atXt2/fvobJkmnYAsCzZ8/WrFlTv359AwODZs2aTZs27dKlSyzIhVEUqwvEjGlcCsXtqDIPGvlc5DakWFq1CR8SHiNXdDvh+itbd2RJL5ymlievJYMAWsv8iYmJy5cvb9eunY2NjbOz8+DBg1NTUz+s1VmBLD8YYI9kCuZ37twJCQkhhMTFxeGD9Epxc6olOAAAGP7z+eefA/xZGQqjVGroGv4G9GMky0q+o+bNm7do3Kxvr949OnUeENl347r1n06dFhIUvHr16lu3bgMAB1ShUnGcHAA+X7Ckdmj7fsOXzF99ltj0NHAdZF9nol2dsWZ+A4lB0wETfjieLk24AX1GbycW3dr3//aLTded6ox3DZ1IbHuv2fVHm6i1xLFH1Pjvl/yQYugWbujWc/eZ/NqtpxCLVqdvqrce+2PX6dw2fZfqu/WzCZls5DncKnAkMW5dp+OcIgD/JgPd68f2n/DtxAUHLDz62PiOMHUb6RQ8Q9dhkK5l9OlrcCkTdvxe0bDzYmLaYfRnR2auOEts+9r5T3MLnb12V7ZraJxurYhZK896N5lk6tl/xrJz0eN+NnUf3LLXku8P3tt95vHRyxK7OsN1XHoTx+6LN6UeTLxJTD7xqdfP2bNjcN1WHK8GAHS6Us0Q/O5+oPeHLLF7a4sEFRcX37lzZ9WqVeieNTc379ev3/79+7XjCbT7GK+pc45NoY+X+aX/aToKkjf7Ck64cdGXZXUzuYDi4mIU/3qlj2ru3LkNGjRAc3natGmY8INDFv+qaqDvLQSy/JCAfTE7O3vYsGGEkJCQkJycHADgOO41a+A418vLy2vSpAnRVB5A+sQu+4+eoncB+jGSpUKhwBGEUqr66yDy4+bvvT29nJ2dR40elZSaAgBKyouVChnwKl4GAGcvXh4yZp6lc2uXkBEGroOsa08w8RpFnPtZ1h7uFjbWwncQMelAzDqbuMc4howieq31rLoR2x616o4xdogwcetn6NLX2L2vlX+MuWekvku4gWsvm4CBhq69LP1ijNx6E4MWes49rfxiDD0GOtabpuc60NxviEvj8e4Nhv9y4XGX2Pm1fKOcQgaZuPay9+pr4xtr7hlr5DrIMXistf9IotuW6LUndr0cgka51JtAjNqZeAw0dBrsHjqX2PZ1qhNn5jnQtnasgUuEoWtvm4BBZp79jd0GGLr2s/CMJhYtDN3CiXkbUqubXb3hXi3G/XQy54uNh/StPjGwadauy4RvN+7lODVGFGOF0Xf6o79XZMloBtkI41y0Da9Tp06FhYU5OTlhaEJERMSKFStSU1OfPHlSXl7+crwo1UzXWP0vpsNVlfPRjgAXiURI4XjfcDsG4GizdXl5eVlZ2c2bN8+fPz9z5kycyiPNz5kzh5XLZcCfuKo36D2AQJYfGE6cOGFmZmZgYLBu3Trm4sByza+R3bl27Vrjxo379u2LZRNUKhWGmRUXF2N+fQ2d/d+AfoxkCZoKShzHicViSnmlXCmXynh15butAF7EKeUAYl5VJi8DgAlTZtu7NTKt1cbUrZ+R21ATr3FWQZOtAseZ+g0x9e1n6tXXse5Q+8BYA+dwPaeeTqGjnOuPtvSLsfCNca4/ysi9t7lvjHXAYJvaQ/VsutsGDvdqPIlYdjXz6u8eNlHfOdImYKixRz8D5ygLv5GWgXFmfiPNfIdYBsYa1+pCLNqcuZEbOeo7E9dwS68oy1rhTiEjHEKGWwUMMnDt41J/jL5tN4+GE43coi39Yt0aTtRz6GXuM8jUY5hT3anGbrFmXoOsAwZZBcTouXSzqt3Xyr+voVtv++Dh9kHDrXz76ti28mw80twzwilsFLHvsnJ32uRlJ4h5C8+6MZ51InWMAvVNnNBswqEZY3De3Q/0XpElKwCJfiD0bZaXl1NKOY5DzTnc7fTp01999dX06dMbNWpkZGRECGnfvv3nn3+OVcNSUlIePHjwmgOxzvl6oD36+j3Pnj178+bNs2fPrly5csKECR07dnRzczM0NHR1dQ0PD583b9727dvPnz+P9FxeXo6zdsxYQ/O0iqK47wkEsvyQMHr0aFyhZGLoACAWi5EmX1mHAQBOnjxpZGQ0c+ZMtgiPkffaSo//LujHSJboUlOr1fi7iMRinqPi8grA6AmelykVCo6rkEuL5WIZpRWcskwtU1OlmpeJFPykT5cSw9ouIYMMa/U29RhMjNqb+QwgNh2MPLrrO7czcGpt5tHZyKWtrkNLS++uxLqZkUtbM4/OBk5tdOxaWPt0I5afWHr20XPooufQ2cKjt4lruK1vX2LRRs+hi5l7hLl7BLFub+kTQ6y6GLj2JvadSa321rUjiG1zW79wK88uxk7tjZ06OPhFEoumRi5tzdw7GTq3JZZNnYOjiXFjK+9eNj69iVUrO/9oPYdOpq4RenbdzVx7GdTqZOTSzqBWayufzsSmkYVXF0PnNsSskaVXD4NabWoFhRO9QNug3sSqGXFsZ18nRtemqa1/d2Jax9K5eUC9bmfOp4MmwIcJlL+7H+jvyPJfCfDhtOqWgEYuCrsQe7orOTllMtnNmzdv3Lixc+fOiIgILCiEcHFxcXV19fX1nTlz5u7du7/77rtt27Y9fvy4eueG+S3bt2//6aef5s6dW79+fUdHRyzdhdDV1Q0PD8dy07du3WIHQppE81EqlbJ1U5zZs1zV6t6zmoZAlu8FKKXIWzihwwQsXEsHAKlUeuTIEUKInZ3d/v378StMDJ15/1EHGbegW4bjuJiYGH19fSyvwzSU/70LfTXox0iWVCuTT3sTT///QnigFCgFylPKAeWBUsoDQPv2HRYu+uKn7XuatWh3+cpdKwvHCin4+oSkZdyKHTpm9epvGzdvfejIidnz4oeMHHvhUnqjZq1KRDJbG8dHz3LrNWy2bdf+6dPnTpk65+Tpi6H1m5VUKGo5un+1cp2zk1dxhcLLq/aN2w+iY4asX//jF1+t6dGr35Ub92s5uuUXifwDQ+/dz+oRHvXdxi3rN/zYs1fUhUvpMz9bePxUYtNP2pVUyGu5eN1/8Mw/sN7vpxLHTJg29dP5h46cbNmm69PsYldXn9zCct/adX89fnrgkJF/PHrWqVuvrdv3Llu5Lmbg8BOnEz3dfbPzSxwd3bOe5nbt2mvv3kOTps4eOmJsUnKGl6ff42c5xsamL168oJSyos3vyLJkCRv40zx9+vTFixdisfjevXuXLl1au3Zt69attQsgf1h4+vTpnj17fvnll6+++qpBgwbOzs5eXl6enp4GBgZV1K19pUaSh4eHk5NTaGjo559/vn///u+//x6rcf13IJDlewEW6VpUVEQ19IAWSWZm5rRp0wghgwcPRgcLlmsGgOLiYhYOh1FwaDKi0+bq1astW7Zs3rw5TvSwfh5ooifeK9CPlCz/N/i/vijFqczdu3cfP84qLyu9cCFRJpMkJV0EgNTUZJVKee/unZyc7JSU5PLyskePHt65fUsqFaddTgWgZ88m8Jz6UtLFsrKSRw8fPHr4QCoRp6enAUBKSnJBfl5KSjIApCRf4jj1rVs3cnNf5ObmXMlIVyjk584lANBLl5LUatXVKxm5uTl5uS+uXs0QVZQ/ffokPz/v1q2bAHD2bAKnVl28cF4sqrh/7+6DB3+UlZZcv3aV59QXL54HyicmnquoKL9z5zanVmVkpBcW5GdnP7t587pUIr58ORUofynpIgC9fv1aSXHRk8dZt27dlEol588n8hyXkHCGago/MRHHd3LXNWSJ/35MZMlyN19GUVHRzZs3U1NTL1++rK1Ve/Xq1c2bN69fv/7QoUMXL15MS0u7fft2ZmZmcnLypUuXkpOTb9y48UqvFTMKeY0e+ju8sPcAAlm+F6CUVlRUoO9FLBaz5fqvv/4aZ3abN28GALVajTEjWBYHNGWZWTusnMj58+cNDAywFBzHcfgtuVz+HjIl/JfJ8m8AAJXc49rxhywKkWVts93YQIm3C/fU9iXg+0rRjNrDKzoztIvYgGaChX+1k/YqHV3bz89qKIKWWC6nVWUJ26mUOkw1BRcxuucdRcN+xGSprYpQiTXRsfQ/Y2pYsKt2m7hqw9phPzqGs35YS4/VhkCW7xdYEdcHDx4EBwcTQvr166ddfBy0UpfKyspQ7pVqNEHw03Xr1hFCdu/erd0yI+BXZpj8u6ACWVJKtUa3wsJC9EMic2BsJBNXQzZi4m0sf18kErGgCV5T+xDdCdiFMKFWIpGw6oZUI+bHYmoYm7JcckopALCmcAs7OlOiwWx0diGsHSYdheeA2ZO8RgqHHR1PmOUngKae8Lu7zx8lWeKAgKMB/nxMPYBd+8tatUqlstJuTACBVcjCEAf81dhflusJVS5h/eFCIMv3Amq1Gvs3PsZbtmzR0dGpU6fO3r17QeNawbIhTKEDc41xxoePBADcu3cvPDw8KCgIVdRRTpN9Cwep9yGipxKoQJYaYAfQVsgEzfwGl7TVmvq9AIC8wn59DCVl9YTxI22xX2wHlV8YHWIPwR3QntP+CJvieR6ncehtY9WU0MhARTpsHL+CPMRkWnGipr0Do3zcE4/OrExGY+/oR/+IyVIikbBJM/5MnFZRaBwQuJeg1qrYjPMb/JfNvVB/gNNUEMN2tI9LNXOvf+eyawQCWb4XwG4KAEqlsmHDhlikBpcec3NzKaUsjZLXFPHBaaD2EkV5ebmurm6PHj3y8/NxS15eHq8pgwB/VQl5r0AFstQAxybMH0BDEJmmuLgYxztGVKApZ4H3B5ULy8vLmaIK6pxhDi6bbJWWllJNFiMLVkR+ZUJOODKyo2i7Q7WPjtMvSilo2B3LrTBVRUzFA43gJ8/zZWVllFIcavEQuACvvVKA58BpyoW+i5v8EZMlzp+0DXf2L9WSq+W1QDVzIO0dtHsjvkErH7TYV60RrH9vB5a3C4Esawgs9A7HCG2xVhyzZDLZsmXLCCENGzZMSkp6ZSM4rOBcHkNecTQEgHXr1unp6S1evLgGr+mtgQpk+SqA1rCl/Z5NgLT/Zfeq6u28crdKzb5821+5/eWjV2qnikenmnH873Z7K/iIyVLAu4NAlu8clFLGiFQTMSGVSkUiEdt+5syZkJAQQ0PDiRMn/l2lUxYxi0YGaMW1du7c2crKqtIi5QcEKpClgBqEQJYCqgGBLN85qNbcn4kAaOu1btiwgRDSoEGD27dv4wISaERMtPHK5cbCwkJvb+/GjRujn5Z+mGsGVCBLATUIgSwFVAMCWdYQKKWVpBQ5jsvIyNDT0yOEbNq0SXvnvzMuAQAr3OL7Q4cOEUIWLFiA/7548eIdnHhNgApkKaAGIZClgGpAIMt3Dkrpy8JyOTk5/fv319fXb9euHSszCxpdnteQJbptxWLxV199ZWpq+vPPP4OmbnNRUdEHusxOBbIUUIMQyFJANSCQZU2AamWeAcC1a9d0dHQIIdu2bWO6dEilyIWvzO7ABxt3DgoKMjQ0ZCGyLF7/5eIDHwSoQJYCahACWQqoBgSyfMvgOE4ul2O6Ltp5GLOKn+bk5IwcORK167QZ8ZXsiLV1FApFWVkZCwVCkdi4uDh4rbf2wwIVyFJADUIgSwHVgECW7wQSiQTzuzERGFlz165dBgYGJiYmx44dY1pfTGujUgsotMFyRTDeZ/369YSQb775BgDKyspeU8PywwIVyFJADUIgSwHVgECWbxmoxYPvWThPUVFRhw4dCCGRkZFY+kelUrHMS5YT8srWmJxj48aNbW1tf/31V/yovLz8PdTiqR6oQJYCahACWQqoBgSyfCdQqVRImRKJZMWKFbhCefToUQCgGvUvVlGLf1WVACwDi3R44cIFU1PTzp07455FRUVMyKomL+rdgQpkKaAGIZClgGpAIMu3DPYoAsCtW7eioqIIIQsXLszNzWWfaquUUY1w6981uHTpUgMDg+HDh4NWqiW6ZwXLUoCAakAgSwHVgECW7wqbN28mhJiamt6/fx+3YFEIAJBIJOxx1S6WVAk8zy9evJgQcvr0aQCQSqWoBIu6mlSLlT90UIEsBdQgBLIUUA0IZPkPQDV2oUgkwrFbIpFggRtWTUkulyclJTVp0oQQEh8f//qmeK3ic0xsGonzzp07jRo18vX1ZUbnRxP7+jKoQJYCahACWQqoBgSy/AfgNSVtQVPwATX+sVAfACgUiri4OEKIn58fiqFr13ur1E6lwrZY5w8AioqKEhISCCGTJk1CgsQy5ZUqsn5MoAJZCqhBCGQpoBoQyPKfAZM9WGUi0Co9eP/+fS8vL0LI+vXrWdG+V1ZaploeVFbvhjHx0qVLCSH79+8HAFYRCct1faygAlkKqEEIZCmgGhDI8h+AUoqFc/G9TCZDy+/p06cLFy4khHTv3h0DedCnWlxcTCllbPpya5XqzHEc17hxY09PTzQisaYuHgIF82rmMmseVCBLATUIgSwFVAMCWf4DUE2BLZlMhlYgpXTPnj1BQUG6urpff/01FrBFAQGxWKydJVkJLE6HbTl9+rSlpeW4ceNwQZTjOLRKkXcribB/ZKACWQqoQQhkKaAaEMjyH4BqonIwUVIsFsfGxhJCvLy8srKyQBODQymtqKiglAJAaWnpy2uWuI924kdKSoq+vv6qVasAADV9MPYVCRWjZysqKmrmMmseVCBLATUIgSwFVAPvO1liHA0u7EkkEo7j0G+pVqsxfQKrebDtlFI07LQjazAMBwAwiIZSyr5SCVKplFl7CoVCoVBgtgZu0Tbvdu7cSQjx8PDYsmULbmGS6C9fBUqc8zxfXl5OKcWilXig3Nzc8PBwQ0PDkydPgtYi5bu6oe8lqECWAmoQAlkKqAbed7LEnq1QKNAbiezFeBE/Kisrw7x+Bqqpt8yqLqOyObb5j/yZ9KU6lM+ePevZsychJCIigm3E0lrwKp6jlMpkMqlUKpPJxGIx0iEya1ZWVtOmTbt06YJyPxzHIdO/MizoIwYVyFJADUIgSwHVwPtOluXl5TKZDDu3Wq1mJiBokdA/arCkpGT//v0bNmzYuXPnDi3s3Llz9+7du3fv3rlz5/bt23fu3HnixImXv37o0CF/f39CSFpaGmg8rtom7MuqOlTD2Wq1Gu1aTAXZsmULIWTEiBFlZWWoul5RUYEVS3Dt878DKpClgBqEQJYCqoH3miwppaCpv4H9u5KTUywWFxUVPXjwIDExMSUlJTk5ecmSJQ0aNBg9enRAQAD5K3R1dfGNo6Ojh4eH60twc3NzdnZ2dXX18PBwdna2tLQkr0KLFi3w6Mh5oKk0+XexPABQWlqan58PmsKTarV64sSJhBC0I+GvGZz4/iMO53kZVCBLATUIgSwFVAPvO1lWKl8llUoTExN/+umnzz77bODAgcHBwa6urvb29g4ODv7+/s7Ozk2aNJk3b9706dMXLVr0888/X7169caNG0lJScnJyenp6efPn3/06FEVjy4Wi1NSUjIyMq5cuZKWlpaYmPjLL7/s3buX7SCXy7HkJD51bGOldpDsQeOhff78ecOGDRs2bJiamkopxaxN5oZlqSlIq/8RUIEsBdQgBLIUUA2812SJuHXr1ooVKzp27Ojj42Nra4vmXdOmTT/77LM9e/YgmWVlZYnF4uLiYmSdVwbIUM2wSylFd2il50dbaoC+VnmV4zgkM6lUio+cUqkUi8WU0pcDfFAJD92z169fNzQ0HDZsGJ4hx3FIlkqlEp3MPM8z5dj/DqhAlgJqEAJZCqgGaogsKaUYmMOKHiNDYJkq7XRDiUSSk5OTkJAwbtw4AwMDQoihoaGrq2tUVNQ333xz7Nixmjnhtwi1Wo1ZH97e3oSQBQsWsI+QRJEjtQOXMPr33zvlmgYVyFJADUIgSwHVQM2RJRIGpVSlUiEToG447sDzfHJy8ooVK/r06WNqamplZRUVFbVw4cKUlJTnz5/XzEm+UyiVykaNGllaWtarVy86Ojo+Pv7UqVP4kbZRK5fLMbD2I5ZNfxlUIEsBNQiBLAVUAzXqhq2oqGBJESzg8+bNm+Hh4SyaZtq0aRkZGY8ePdJmC0ymrEbs6/sAjuNKS0sBID8/Pzc3NzU1ddSoUdbW1oSQwMDApUuXau/M8zza2cKapUCWAt4RBLIUUA3UnGVZUlLC3K2U0vz8/H379llZWRFCwsPD9+/fz9iRasZHZEfMFWHCAh8c2MNZVFRE/xqstHbtWktLS2NjY1NT0/j4eAw+UqlU/ymmBIEsBdQsBLIUUA3UHFmyRIvffvstJiZGR0enTp06U6dOvXHjBttHpgHTFlAoFHK5HNP5Xw40/SCAMa74HquLYFUvNnW4f//+uHHj6tSpY2NjM3To0GvXrv17J/vvgApkKaAGIZClgGqgRt2wt27datq0KYqpnjlzhlVLZlKrKg2QUdCaZKSC+nY1ecJvERhACFeWAAAV40lEQVQNy0Z8vC6Mb8IdKioqbty40bhxY0JIjx49MC/zPwIqkKWAGoRAlgKqgbdGlqgnh51PrVZj6QzQlCy+ceMGCt8MGDDgNY2gdDh7j+yIDVJKAUClUqHYjVwuxyyR6kWNUkqRkimlCoWCSdAhpUkkEu1rYXkdVVShY42rVCqsPVKVb7Frz87O7ty5MyGkU6dO6enp+KlYLNZWKvig5w0vgwpkKaAGIZClgGrg7ZDly2O3Uqlky42rV6/W19cfO3bsrVu3AIDjOIVC8UoK0c7Hx36M7KWdc4JMiRp41c6v4HleLBYrFApMjgSN5YeJHHgCKMWOC6WVrMDXg2ooFv9FUn89mHQtc1ZfuHAhIiLCxMRkxYoVWB0a5X7YFORjyi2hAlkKqEEIZCmgGng7ZMlCb1iREEwUKS4ubt26tYWFxaVLl3AHVjD5lXn3yAdoxrG0ffwIMxFRLgcAKioqpFJpVXjo9aeNLFhaWqpNh9quYKop0SwSiWjVyBIF30FjDlblW1SjHyuXy7VnHidPnkT9WAweVigUrFDXx2RcUoEsBdQgBLIUUA28NTcs1aTSMxb8/fffdXV1Z8+ejf8iITEN9Fe2oFarmSAOUyQvLy+Xy+Xa0bDaNbNe2VRVoH2q2CYjOdDYtWi9/aNCkpRSNHzZlqq4YalGZh1PDI+IAusA0Lt3b0IIyzfFc4O/uY0fIqhAlgJqEAJZCqgG3g5ZUkoraX/v3LnT1dUV1Wp4nscCVZgUgcGuf9eUWCxmZuW5c+eePXuG2zFt/9mzZxcvXszJycnNzcUw2jcp/fjs2bPly5fPmjXr0KFDZWVl6NdVKBSXLl1CYkZbU6FQZGZmpqSkVKVNVhQlPz+fUiqTyaqS8UI1CkesMCc6ivFhlsvlP/74IyHk4cOHoGHWal/1ewgqkKWAGoRAlgKqgbdmWWJtKQBQKpUSiURb1w3FTpHtmD1XUlJSqQVKKTpaeZ5Hy8zGxqZp06aFhYWoSAAAP/zwg5OTU1ZW1ooVK9q2bQtVs9teiWfPngUGBrJaImFhYbj94cOHAQEBd+7cwcax/W+//bZHjx5VzF0pLCyMiYnBy6+6/JD2w4w2Ot4KnGcAwMCBA318fDDICG/1B5pL8zKoQJYCahACWQqoBt4OWUqlUrVazeJiCCHbt28HzWheqXjya0A1S4YAoFAodu/era+vf/HiRdDUQyaENGvWTKVS3b9/H+tNatttzMpkQTrs9PANrj4CQHZ2NnLkuXPnAGDnzp2EkODg4JKSkpycHHt7+9zcXNCKu9m7d++QIUNePlvmHEb/LR7o5s2bhJDNmzdjC28xEmfmzJmEENCECn+gKg0vgwpkKaAGIZClgGrgrQX4lJWV4dg9ceJEV1dX0NKDRc9qVdrBKFkm+fb06VNCyNKlS/HraWlpurq6qA+XlJS0c+dOACgtLZ0/f/6CBQsSEhLQg/rdd98hSf/4448bN25EIp82bRrG4iKrbd26lTE64vPPPyeEXL9+PTs7297efvr06YsXLz5z5kxBQQEebt++ffjdHTt2zJo1a926dRUVFWh6KpXKxYsXT5ky5dixYzk5Od99952xsXHHjh3PnDkDb2D7vgy1Wm1gYMBOu4qpLO8/qECWAmoQAlkKqAbeAllSSqVSKaUUAK5du2ZoaIixr2KxWCKRUEpLS0urSJbM7ckCbczMzDp06IDmXVxcHCHk5s2bADB9+vR27doBgLYrdfbs2Rg+ikYnIcTHx6e0tLSwsJAQsnHjRnagli1b+vn55efnY6oGx3F5eXmEkNGjR5eVlWmXep4+fToALFmypHPnzgDwxRdfsI8MDQ3x8iMjI1l96W7dunXo0AH/jYmJAQAUhn0r9xkANmzY4ObmBhrn9ltp+V8HFchSQA1CIEsB1cDbIUuZTIbG3OHDh4OCgjB4lX1adVlX5vbETgwAgwcPNjExweCXmJgYc3Nz3HPUqFGxsbELFy4khGDozahRo+zs7J48eUIIiY+Pz87ONjAwsLS0TElJWbFiRUBAQGZmJmg8pTo6OoMGDcJnhmrKfXTr1q1z587l5eWEkN27dwPAunXrCCEymeynn35q1aqVWCy2tLRs3749ABQUFOjo6MyfP//UqVOEkOXLlwNAly5drKysrl27Zmdnd+jQIXireuhYFxMACCGXL19+k8im9w1UIEsBNQiBLAVUA29NlADZcfr06XXq1MExHTVRkSaryBmoV0C1Ci9fvHiREJKUlHT//n1zc/OtW7fi9lWrVkVFReEa3rfffrtkyZLo6GhCSGpqalBQUL9+/S5dumRsbKynp3fixIlJkyaFhYVhEielFAAIIcOGDQNNmTBKqUKhaNasWc+ePUtKSgghp0+fBoDz58+bmZkdOHDg+++/79mz5/Pnzwkh48ePX7Zs2YIFC6ytrbt37757925cR5RIJJmZmYcPH75w4YKtrS2uWSoUirfFalRDG4SQTZs2Vf2uvv+gAlkKqEEIZCmgGng7ZIkDGQBMnz49LCwMva/oUMXqjP+oHUopUxu4e/eujY1NfHx8amoqISQ/Px+5Z/bs2bGxsTNmzCB/xaFDh2bMmBEWFtarVy+sZ7J8+XJTU9PevXtjg0jeGP6ak5MDmrCgoqIi3L+wsNDBwQGXKu/du2dra7t169YVK1Z07NixoKCg0uEcHByOHDmCZMku848//rC0tFy5ciW8lM35hkCzmBCyYcMG+Gtw0wcNKpClgBqEQJYCqoG3ZlkCAM/zZ86c8fDwQNrAOsagyQmpRrOUUgCYOHEiISQiIsLBwYER0rx58/r16zdhwgQkKsSLFy84jjt16pSlpWVgYOCUKVPmzp1rYGBgYWFx/vx50PiEAWDNmjWEkKNHj4ImZJeZsAUFBQYGBrdv3waA27dvGxkZbdq06YcffujcuTMuZ2JWCWiSZDZs2MDO4dGjRxEREQcPHrS3t8cl0jcMhWVZm6DRFQIAPE/QIpIPHVQgSwE1CIEsBVQDb40s0SV47do1Qkh6ejpjR5RyfRPr6tixYxhN8+mnn4JGvmfRokV9+vTBcBsMc42Pj2cJG7q6uoSQHTt2HD9+nBCio6NTVFSEX0S+uXr1KiGkSZMmuN55/vx5ExMTd3f3hw8fook5evRoAIiNjSWEKBSK5cuXd+/evaKighCCp3H37l1HR0dnZ+fff/8dFxEBYOrUqYSQX375xdzcfMyYMeyg1QMq/OHzzChz586dZmZmRUVF2jz6oYMKZCmgBiGQpYBq4K2JErB8j0GDBjVo0AAApFIpxpqWlZVVO30CFz4NDQ0JISdPngSN73HGjBnh4eE3btwwNjbW0dEJDQ0lhAQGBubn5xcXFzdo0IAQUlpampKSQggxMzMDjQYQVsoETfCOiYlJWFiYsbExyyTJzc1FFyuWSYmOjgaAlStXduzYEQD69+9PCKlbt66DgwMh5OLFi9nZ2S4uLoSQOnXqEEI6deqUlZXl6OhICFm2bBm8wcoiy09VKpVMYN3Hx2fkyJEAgI7ijwNUIEsBNQiBLAVUA2+HLJF+UOy7sLDQzMzs1KlTACCXyzHD4Q3X7Q4dOrR///6ioiJ2rJs3bx48eBAAMjIyBg8eXLt27bi4OKlUKpFIVCrVyZMnV6xYAQASieTo0aPJycnYDmN0PJ+7d++GhIR4e3t36dJF27m6fv36VatWubi4LF68mFIKAMuXL2cSP19++WW9evVatGhx/Phx/LSoqGjKlClBQUFIqADw9ddfe3p6fv755/AGK4tUIwBLNYQxbtw4Dw8PACgvL+d5njHohw4qkKWAGoRAlgKqgbcmSoBjGVLRb7/9RgjZt28faJYz/5EWOQPVVOHAf5EhmMY6+4hqxlNKqUKh0BbSoxpJIDTvmPA6njBG7TJIpdJKOZHo6rx69WpkZGTLli1BKwEUgQWrtduppO2urQhfjctnR5TJZKtWrbKzs0tLS0MBPEopxvd+BKACWQqoQQhkKaAaeGtuWHRyUs3q2pQpU1gcCryB3DmKulFKseYzAGASp0gkYl5KHEbxECg+jqE3WEgEZWm1rVvcqFAo5HK5UqksKSnB+lzo2EQ11+zsbEopUqyOjg4hpHnz5gCAKvB4CEopNsXWZbGEJzKZQqHA41ai5CqCVevE00ZBvh07duDNlMvlHw1TgkCWAmoWAlkKqAbeGlm+jKSkJELI4cOHkS2wXDMCaaBSFej3LcsefbYqlWrIkCH9+/cvLCx8Wy2rVCqmh84mGZRStQZIvUwnfdSoUYQQ9HJ/lKACWQqoQQhkKaAaeCdkSTUZGgkJCaGhoWFhYahLjjrmHMehmYi5EJi2T9/LslNMNOddAF3KKE7EOBKtUrZPUlJSw4YNg4ODUeTvYwUVyFJADUIgSwHVwDu0LLFHymSy4cOHGxkZxcfHsxpeAKBWq7HXIn2iHPm7O5lqgOd5kUjESmVRjVf2raBSzRCqcV9rV90aMmQIyiy8rYO+t6ACWf5fe3cTEuW3B3D8AWmVLSroRYVciJugFg5FtAxazDWQgoggqJYtLL2LFkEYBbWzICjohURL0EVEkBS0qBQzjQKtaJG7yBFfakanHOP33MWPOTyY/e/ld8dz0r6fVU3Mi6F+Oc9zXuARsYTBUsVyampKrzTqlJmuri5da3HmzJlMJqODyJmZmR8/frgZMe4grT9EcgSsP13mqTr/8Bb5fD6bzeq76G3I0dHRpqamKIq2b9/+/v37OI71rupKukm5gBBLeEQsYbBUscxms3rmYpxozJUrV2pqaqIoOnjw4P379/VB3dCghIc+ltD8/Pz09HQ2m9WDw0q1CYAUx5G5XC65qKanp2fv3r1RFKVSKd1dSEQymcyfOfIuISGW8IhYwmCp7lnOzs7Ozc25SacuhzMzM3fu3Nm6dauOnDo7O5fiA5SEFCe7ikgul9NelvDF4+KV6jiOr1+/vnbt2iiKGhoanj17poNsDeTc3Fw+n18xR1cuSoglPCKWMFjCe5a/St6Qy2azTU1N69ati6Lo1KlTg4ODo6OjOgbVXdQLhYJbRqnf3/rrUtd7FAoFbbAuINGJQiKih3y51Y16ndMWOSmO/9zTpTgLSS8g61fkhptudYpm1T1dEvcj3SA7l8uNjo4+ffo0nU5HUVRZWXnp0qWxsTH3RoYPvHwJsYRHxBIG/mIpIjrW1L+665D37t3bs2fP+vXrV61atXPnztbW1kePHrmpNO6IY50v6pKpYz5tlduUR5dLunt7Wk13fJiNZtidfKk/YHFx3KnZ1q7rdVoRcWtDtd9xIreFQuHly5cnT57cvXt3WVlZeXn5kSNHHj9+nDz+M/m/9JcQYgmPiCUMvI4sRURXFibHanEc//z58/Pnz69fvz59+nRZWVkUReXl5SdOnOjo6FjwChoSt2GQlky3uJPi6DNOXORM7itk+LT6dlL8fa1F1JBrg5NbF42Njf1uo6L5+fne3t5UKqXXWjds2NDS0vLq1atMJuOWnC64cftn3sRdIkIs4RGxhIG/WCaPmtIBn84ClcUuOba2ttbV1VVWVuqe5qlU6vLlyy9evHjz5s3ExMSis1I1nNowHfPpVFvNs+0zu/TOzs5++/bNDSuVFPOcjHEmk9Hf+A8fPmxubk6lUvolrFmzZv/+/bplruP2G3JbEc3Ozuo2QLYPvEwJsYRHxBIG/mKpCyuTj2jMkoeB6GQW17bx8fGBgYG2trbm5uZ0Or158+Yoiqqrq3ft2tXY2Hjx4sUHDx6MjIwMDw/LL8XVt9M5MuZYuh31/sGTJ0+Gh4e7u7tbWlqOHTtWV1dXXl6+evXq2traffv2nT9/vq2trb+/P/maX79+zefz+Xxeb7smZw7HxSWYf+AWDUtHiCU8IpYw8HoZVmff6DeouwepN/zcasvJycmZmRn55dppPp//8uXLp0+f+vr6WlpaGhoadHKQqqioqKqqqqqqqq+vv3bt2o0bN+7evSslnSYzMTHR3d3d3t5+9erVHTt2bNy4ccuWLXoUl9q0adPhw4cvXLgwNDT04cMHHYkmX0Gzrcs39V6s9tLtYaT/GhfHrCX88H84IZbwiFjCwGssl8jU1NStW7du3rzZ3t5eX19fUVFRXV2dTOkCtbW1hw4dSqfT/0pIp9MHDhw4evTotm3bfvfEioqKysrKmpqa48eP3759u6urq6Oj46+q2hIRYgmPiCUMVkIsF73KWigURkZGnj9/3t/f//bt24GBgXfv3g0ODnZ2dp49e7a5ufnfi2lsbDx37lxPT8/Q0NDAwIC+Ql9fX29v78ePHxe9NJqc6fpXzcopISGW8IhYwmAlxFK5IztEZGpqSv6Pa7CLRtEdihkX1424t9BbjL+brIT/SoglPCKWMFj2sRSR6enpXC6Xy+X0xqdbjKGzh/SG6Pj4uDsMK05s4+5I4lBofWWdW6sHWLqDppOrU9xpITpTSZ/1t01kLQkhlvCIWMJg2cfSLXyM41jny7iA6THRyZ3QNZw6RnSpc3SXA51lo/8qxSLqD5h7cV0u8v379wUHeC1YRoL/kRBLeEQsYbDsY6nf+pOTk3o8ZHK3HW1echMDfYq7arqA/uTExd/L7hEdsLo/uDfVdSn6oL67cBnWRIglPCKWMFj2scQKIMQSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGBBLhCfEEh4RSxgQS4QnxBIeEUsYEEuEJ8QSHhFLGPwHS/ORm2sOEQwAAAAASUVORK5CYII=" width="400" /><br />
<br />
Merupakan jendela yang digunakan untuk mengatur properti sebuah objek. Objek yang diatur propertinya adalah objek yang namanya tercantum dalam kotak objek. <br />
<img alt="" height="329" 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" 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Code Editor adalah suatu jendela dimana merupakan tempat untuk menulis dan menyunting rutin yang menentukan mekanisme kerja program. </div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-76639884806883351532011-07-10T22:20:00.007-07:002011-07-12T20:12:42.916-07:00Pengenalan Action Research<div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Action Research (AR) adalah salah satu jenis riset sosial terapan yang pada hakekatnya merupakan suatu eksperimen sosial dengan mengintrodusir policy baru dengan memonitor efek-efeknya. AR berusaha mengidentifikasi masalah sosial yang dirancang untuk mewujudkan suatu test emperis sebagai vehicle (Greenwood, et. al., 2003) terhadap pengujian tingkat efektivitas atau aplikabilitas suatu teori tertentu pada pemecahan masalah-masalah sosial yang relevan. Selain itu, AR juga merupakan suatu inovasi untuk menghasilkan perubahan dalam prosedur kebijakan dengan dimonitor melalui metoda riset sosial (Payne & Payne, 2004).</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />
<b>II. Rasional dan Sekilas Perkembangannya</b><br />
1. Rasional<br />
Dialektika pergeseran pandangan paradigma positivistik versus naturalistik dalam penggunaan riset sosial, kerap menjadi kajian menarik di kalangan para ilmuwan atau para pakar penelitian ilmiah. Namun bagi para praktisi profesional, yang paling menjadi sorotan adalah kebermaknaan teori secara fungsional suatu teori atau temuan yang bersifat praxis yang dapat digunakan untuk memecahkan berbagai persoalan yang muncul dalam realitas kehidupan nyata.</span></div><div></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pada sisi yang lain, fungsi-fungsi ilmu, seperti : (1) memahami dan menjelaskan suatu objek atau masalah secara mendalam; (2) menjelaskan hubungan-hubungan, perbedaan-perbedaan atau kecenderungan-kecenderungan; (3) memprediksikan apa yang akan terjadi berdasarkan hubungan-hubungan; dan (4) mengendalikan sesuatu berdasarkan pola-pola yang diketahui, memberikan warna dalam memilih dan menentukan metode atau pendekatan apa yang cocok dalam memecahkan suatu masalah dalam konteks riset. Keampuhan suatu metode riset dalam menjelaskan fungsi-fungsi ilmu menjadi pertimbangan penting dalam menentukan metode tersebut. Metode korelasional atau studi eksperimen misalnya, cenderung hanya dapat menjelaskan dua fungsi ilmu, sementara AR dimungkinkan dapat menjelaskan semua fungsi keilmuan, jika si peneliti sungguh dapat mempertemukan antara teori di satu sisi dan praxis pada sisi yang lain yang selama ini terdapat jurang pemisah seolah berjarak. Kebermaknaan suatu teori akan diuji langsung aplikabilitasnya di lapangan pada suatu latar dan konteks tertentu. Peneliti akan memperoleh balikan dari apa yang dilakukannya melalui refleksi dan observasi partisipatif, apakah suatu teori efektif untuk memecahkan masalah atau merubah suatu keadaan sampai pada titik yang diestimasikan. Jadi, peneliti bukan hanya mengetes ada atau tidaknya konsistensi teori (hipotesis) dengan fakta, melainkan dapat mengembangkan teori secara generatif (temuan baru) pada latar dan konteks tertentu. Oleh karena itu, tidak berlebihan jika kehadiran AR pada khazanah metodologi penelitian memberikan daya pikat tersendiri karena daya tawarnya dalam memberikan solusi dalam berbagai masalah sosial termasuk di dalamnya dunia pendidikan.</span><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2. Sekilas perkembangan AR </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />
Elliot (1982 dalam Mc Niff, 1992) merumuskan AR sebagai “Situasi sosial dengan pandangan untuk meningkatkan kualitas tindakan di dalamnya …, seluruh proses, reviu, diagnosis, rancangan, implementasi, efek monitoring yang menghadirkan hubungan (link) antara pengembangan profesional dan evaluasi diri (refleksi)”. Oleh karena itu, pekerja atau pengembang profesional terutama dalam bidang pendidikan, tidak mungkin menjadi objek para peneliti kecuali bila ada ikatan riset kolaboratif. Nilai AR bagi para profesional adalah tidak melihat adanya split dari landasan teori dan pemahaman serta perlakuan praktis, sebagaimana juga ilmu pendidikan diperuntukkan bagi dan digali dari praktek pendidikan (Brezinka, 1985) sebagai suatu keutuhan. Dengan demikian terjadi alih fokus dalam riset sosial terutama ilmu pendidikan yang dicakup oleh ilmu sosial. Riset seperti ini memfokus pada cara pendidik secara kritis melihat ke dalam karyanya di kelas, dengan tujuan utama meningkatkan pembelajarannya dan kualitas pendidikan di sekolah melalul ana1isis, refleksi serta observasi, mengembangkan professional judgment menuju otonomi dan emansipasi. Gerakan untuk diperlakukan sebagai profesional dan bukan sebagai pegawai negeri, juga terjadi di negara Barat (Lawton, 1989: 89 dalam Hopkins 1991). Hal ini disertai pernyataan (Arthur Bolster, 1983: 295, Hopkins, 1991) bahwa riset ilmu sosial tentang belajar dan mengajar hampir tidak berdampak terhadap praktek pendidikan (Semiawan C, 2004). Hopkins (1993) dalam Lankshear & Knobel (2004) merefer ke pendapat Stenhouse sebagai berikut: “AR contributes to teacher‘s experience of dignity and self worth and supporting capacity to make informed professional judgment”.</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pada kala permulaan AR sedang berkembang, para peneliti sosial bersama para profesional praktisioner bekerja bersama mengupayakan cara-cara baru dalam menelaah masalah sosial. Tujuan AR adalah untuk mendukung intervensi, menyajikan informasi yang relevan terhadap perubahan yang perlu diadakan bagi para praktisi yang memerlukannya. Lama kelamaan para peneliti riset sosial memisahkan diri dan para praktisi. Para praktisi kini makin terlatih dalam ketrampilan riset sosial dan memiliki akses lebih baik terhadap laporan riset dan sumber-sumber yang dapat memberikan saran terhadap bagaimana caranya menerapkan riset (how to do research). Berbagai pelatihan yang diadakan lebih menekankan pada pentingnya menggunakan bukti (evidence) dari praktik riset berdasarkan bukti (evidence based practice).</span></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-14984529718324645322011-07-10T22:16:00.000-07:002011-07-12T20:14:55.100-07:00Tips Menjadi Guru Ideal<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18pt;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menurut saya guru ideal (profesional) itu adalah guru yang mamliki sifat sifat yang baik.yang tidak dibenci oleh semua elemen. Untuk menjadi seperti itu, maka harus melakukan perbuatan yang baik pula.menurut saya guru yang baik itu adalah :</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18pt;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> 1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Guru harus niat mengajar.</span></div><div></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Guru ngajarnya harus betul betul niat, bukan kadang niat kadang </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">juga engga. </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Contoh: guru yang pas masuk hanya nyuruh muridnya ngerjain LKS, dan guru itu sendiri lagi nyantai di ruang kantor.</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> 2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Ekspresi yang positive</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">T</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">ampilkan ekspresi yang semangat, bukan dipaksakan semangat</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> 3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Berkharisma </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Jadilah guru yang tidak bosen “diliat”. tampilkan kharisma </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">kita</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">, sejuk ketika dipandang</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">. </span></div><div style="text-align: justify;"></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pintar dan disiplin</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Guru harus pintar. Dalam artian guru harus menguasai materi.</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">jadi kalau ditanya murid dapat dalam menjawabnya. perbanyak wawasan, kalau perlu cari materi yang </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">lagi banyak diperbincangkan oleh khalayak ramai</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">, lebih bagus lagi kalo itu jadi bahan perbincangan murid murid</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">.</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Guru juga harus disiplin </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">agar</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> murid muridnya juga disiplin</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">.</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">5.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memakai metode yang baik</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">M</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">etode belajarnya, jangan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">hanya</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> disuruh baca buku </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">secara terusmenerus</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">, ganti metode bahwa “Nilai adalah segalanya” dengan “Pemahaman adalah segalanya”</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">.</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">6.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pendekatan dengan murid</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">P</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">endekatan dengan murid pun sangat dianjurkan, tanyakan masalah</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> - </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">masalah apa saja yang dihadapi murid murid </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">selama kegiatan blajar mengajar berlangsung.</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">7.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Terbuka kepada murid.</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">B</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">ersedia bila di kritik, banyak guru guru sekarang yang besar gengsinya, tidak mau di kritik (padahal jelas jelas dia itu salah) dan akuilah kesalahan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">kita</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> jika </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">kita</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> berbuat salah</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> <span lang="EN-US"></span></span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Ciri-ciri guru ideal :</span></div><div style="text-align: justify;"></div><ul><li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Ikhlas dalam mengemban tugas sebagai pengajar</span></li>
</ul><div style="text-align: justify;"></div><ul><li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memegang amanat dalam menyampaikan ilmu</span></li>
</ul><div style="text-align: justify;"></div><ul><li><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menjadi teladan yang baik bagi anak didiknya</span></li>
</ul><div style="text-align: justify;"></div><ul><li><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memiliki kompetensi dalam ilmunya</span></li>
</ul><div style="text-align: justify;"></div><ul><li><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Mempunyai wibawa dan otoritas</span></li>
</ul><div style="text-align: justify;"></div><ul><li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Mengamalkan ilmu</span></li>
</ul><div style="text-align: justify;"></div><ul><li><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Mengikuti perkembangan zaman</span></li>
</ul><div style="text-align: justify;"></div><ul><li><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Melakukan penelitian dan pengembangan</span></li>
</ul>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-5224435256000049372011-07-09T08:10:00.000-07:002011-07-09T08:11:27.053-07:00Contoh Data Statistik Berkelompok<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo2; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">1.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">B</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">erikut menunjukan distribusi NILAI dari 100 Peserta Dalam Ujian Statistika</span></b></div><div align="center"><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 36.0pt; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="height: 2.85pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">35</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">33</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">40</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">83</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">46</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">68</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">65</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">51</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">60</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" valign="bottom" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">45</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 1;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">42</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">40</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">51</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">56</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">68</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">67</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">52</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">52</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">60</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">50</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 2;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">50</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">53</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">60</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">59</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">63</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">42</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">53</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">50</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">63</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">65</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 3;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">53</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">58</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">70</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">61</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">78</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">65</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">61</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">50</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">61</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">66</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 4;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">50</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">52</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">73</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">68</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">99</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">30</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">64</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">55</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">65</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">69</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 5;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">69</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">55</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">60</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">60</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">62</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">52</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">75</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">55</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">60</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">60</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 6;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">67</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">35</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">62</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">77</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">69</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">59</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">72</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">51</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">75</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">70</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 7;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">61</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">80</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">57</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">85</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">63</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">78</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">63</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">52</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">77</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">75</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 8;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">65</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">70</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">55</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">50</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">53</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">70</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">75</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">50</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">80</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">77</span></div></td> </tr>
<tr style="height: 2.85pt; mso-yfti-irow: 9; mso-yfti-lastrow: yes;"> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">78</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">75</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">51</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">50</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">62</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">63</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">44</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">63</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">43</span></div></td> <td style="height: 2.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 34.0pt;" width="45"><div align="center" class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">70</span></div></td> </tr>
</tbody></table></div><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b><span lang="EN-US">Jawab :</span></b><b></b></div><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><br />
</div><ol start="1" style="margin-top: 0cm;" type="1"><li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">Tentukan nilai<span lang="NO-BOK"> dari <i style="mso-bidi-font-style: normal;">data terkecil</i></span>, <i style="mso-bidi-font-style: normal;"><span lang="NO-BOK">data terbesar</span></i>, dan <i style="mso-bidi-font-style: normal;">banyak data.</i><span lang="NO-BOK"></span></li>
</ol><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">D</b><b style="mso-bidi-font-weight: normal;"><span lang="NO-BOK">ata terkecil (DK) </span></b><b style="mso-bidi-font-weight: normal;"> </b><span lang="NO-BOK">=</span><span lang="NO-BOK"> </span><b style="mso-bidi-font-weight: normal;"><u>30</u></b></div><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">D</b><b style="mso-bidi-font-weight: normal;"><span lang="NO-BOK">ata terbesa</span></b><b style="mso-bidi-font-weight: normal;">r (DB)</b> <span lang="NO-BOK">=</span><span lang="NO-BOK"> </span><b style="mso-bidi-font-weight: normal;"><u>99</u></b></div><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Banyak data (N)</b> = <b style="mso-bidi-font-weight: normal;"><u>100</u></b></div><ol start="2" style="margin-top: 0cm;" type="1"><li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="NO-BOK">Tentukan rentang, yaitu nilai data terbesar dikurangi nilai data terkecil.</span></li>
</ol><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">R</b><b style="mso-bidi-font-weight: normal;"><span lang="NO-BOK">entang = </span></b><b style="mso-bidi-font-weight: normal;">DB – DK = </b>99 - 30 = <b style="mso-bidi-font-weight: normal;"><u>69</u></b></div><ol start="3" style="margin-top: 0cm;" type="1"><li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="SV">Tentukan banyak kelas interval yang diperlukan.</span></li>
</ol><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><span lang="SV">Dengan menggunakan aturan Sturges :</span></div><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b><span lang="SV">Banyak kelas = 1 + 3,3 log </span></b><b>100</b><b> </b><b>= <u>7.6</u></b></div><ol start="4" style="margin-top: 0cm;" type="1"><li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="SV">Tentukan panjang kelas interval (p).</span></li>
</ol><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="position: relative; top: 14pt;"><img height="45" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image002.gif" width="132" /></span></b>= <span lang="SV" style="position: relative; top: 22pt;"><img height="51" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image004.gif" style="cursor: move;" width="117" /></span></div><ol start="5" style="margin-top: 0cm;" type="1"><li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="SV">Tentukan ujung bawah kelas interval pertama.</span></li>
</ol><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b>UBK Pertama </b>= <b>30</b></div><ol start="6" style="margin-top: 0cm;" type="1"><li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="SV">Selanjutnya kelas interval pertama dihitung dengan cara menjumlahkan ujung bawah kelas dengan p dikurangi 1. </span></li>
</ol><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Kelas Interval = UBK + P – 1 </b></div><div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;">Kelas ke : </div><div class="MsoListParagraphCxSpFirst" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">1.<span style="font: 7pt "Times New Roman";"> </span><span style="height: 12px; left: 0px; margin-left: 190px; margin-top: 5px; position: absolute; width: 47px; z-index: 251666432;"><img height="12" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" width="47" /></span>30 + 10 – 1 = 39 30 - 39</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">2.<span style="font: 7pt "Times New Roman";"> </span><span style="height: 12px; left: 0px; margin-left: 190px; margin-top: 5px; position: absolute; width: 47px; z-index: 251668480;"><img height="12" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" width="47" /></span>40 + 10 – 1 = 49 40 - 49</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">3.<span style="font: 7pt "Times New Roman";"> </span><span style="height: 12px; left: 0px; margin-left: 190px; margin-top: 5px; position: absolute; width: 47px; z-index: 251670528;"><img height="12" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" width="47" /></span>50 + 10 – 1 = 59 50 - 59</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">4.<span style="font: 7pt "Times New Roman";"> </span><span style="height: 12px; left: 0px; margin-left: 190px; margin-top: 5px; position: absolute; width: 47px; z-index: 251672576;"><img height="12" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" width="47" /></span>60 + 10 – 1 = 69 60 - 69</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">5.<span style="font: 7pt "Times New Roman";"> </span><span style="height: 12px; left: 0px; margin-left: 190px; margin-top: 5px; position: absolute; width: 47px; z-index: 251674624;"><img height="12" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" width="47" /></span>70 + 10 – 1 = 79 70 - 79</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">6.<span style="font: 7pt "Times New Roman";"> </span><span style="height: 12px; left: 0px; margin-left: 190px; margin-top: 5px; position: absolute; width: 47px; z-index: 251676672;"><img height="12" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" width="47" /></span>80 + 10 – 1 = 89 80 - 89</div><div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">7.<span style="font: 7pt "Times New Roman";"> </span><span style="height: 12px; left: 0px; margin-left: 190px; margin-top: 5px; position: absolute; width: 47px; z-index: 251678720;"><img height="12" src="file:///C:/Users/Toshiba/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" width="47" /></span>90 + 10 – 1 = 99 90 - 99</div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-85155087997374797432011-07-09T08:00:00.001-07:002011-07-09T08:03:57.056-07:00Teknik Pengumpulan Data<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 75.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;">1.<span style="font: 7pt "Times New Roman";"> </span></span></b><b><u><span lang="SV" style="font-size: 12pt; line-height: 150%;">Pengamatan (Observation);</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-size: 12pt; line-height: 150%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;"></span></b></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 75.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;">Pengamatan dalam istilah sederhana adalah proses peneliti dalam melihat situasi penelitian. Teknik ini sangat relevan digunakan dalam penelitian kelas yang meliputi pengamatan kondisi interaksi pembelajaran, tingkah laku anak dan interaksi anak dalam kelompoknya</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 75.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-size: 12pt; line-height: 150%;">2.<span style="font: 7pt "Times New Roman";"> </span></span></b><b><u><span style="font-size: 12pt; line-height: 150%;">Pertanyaan (Interview);</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-size: 12pt; line-height: 150%;"></span></b></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 75.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;">Teknik pertanyaan lebih cocok digunakan dalam pendekatan survei. Pertanyaan yang efektif akan membantu pengumpulan data yang akurat</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 75.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;">3.<span style="font: 7pt "Times New Roman";"> </span></span></b><b><u><span style="font-size: 12pt; line-height: 150%;">Angket atau kuesioner (questionnaire)</span></u></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;"></span></b></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 75.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;">Angket atau kuesioner merupakan suatu teknik pengumpulan data secara tidak langsung (peneliti tidak langsung bertanya jawab dengan responden). Instrumen atau alat pengumpulan datanya juga disebut angket berisi sejumlah pertanyaan-pertanyaan yang harus dijawab atau direspon oleh responden</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 75.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;">4.<span style="font: 7pt "Times New Roman";"> </span></span></b><b><span style="font-size: 12pt; line-height: 150%;">Studi dokumenter (documentary study)</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;"></span></b></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 75.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;">Studi dokumenter<b> </b>merupakan merupakan suatu teknik pengumpulan data dengan menghimpun dan menganalisis dokumen-dokumen,baik dokumen tertulis,gambar maupun elektronik</span></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-23951323244377674652011-07-09T07:54:00.000-07:002011-07-09T08:06:35.995-07:00Metodologi Pengembangan Sistem<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;">Metodologi analisis dan disain sistem terstruktur</span></b></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;">Metodologi ini digunakan pada tahap analisis dan tahap disain dan metodologi ini menggunakan pendekatan pengembangan sistem terstruktur.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;">Functional decomposition methodologies ( metodologi Pemecahan fungsional )</span></b><span lang="EN-US" style="font-size: 12pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;">Menekankan pada pemecahan dari sistem ke dalam subsistem subsistem yg lebih kecil, sehingga lebih mudah dipahami, dirancang dan diterapkan. Yang termasuk metodologi ini :</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">HIPO (Hierarchy Input Process Output )</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Stepwise refinement (SR) atau </span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Iterative Stepwise Refinement ( ISR)</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Information hiding</span><span lang="EN-US" style="font-size: 12pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;">Data oriented methodologies ( metodologi orientasi data )</span></b></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;">Menekankan pada karakteristik dari data yg akan diproses. Dapat dikelompokkan menjadi 2 kelas yaitu :</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; tab-stops: 18.0pt 36.0pt 157.5pt; text-align: justify; text-indent: -18.0pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Data Flow </span><span lang="EN-US" style="font-size: 12pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; tab-stops: 18.0pt 36.0pt 157.5pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Oriented Methodologies</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;">Yang termasuk dalam metodologi ini adalah :</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level2 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Courier New"; font-size: 12pt; line-height: 150%;">o<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">SADT (Structured Analysis and Design Technique )</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level2 lfo4; tab-stops: 18.0pt 157.5pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Courier New"; font-size: 12pt; line-height: 150%;">o<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Composite Design</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level2 lfo4; tab-stops: 18.0pt 36.0pt 157.5pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Courier New"; font-size: 12pt; line-height: 150%;">o<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Structured System Analysis & Design (SSAD)</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level2 lfo4; tab-stops: 18.0pt 36.0pt 157.5pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Courier New"; font-size: 12pt; line-height: 150%;">o<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Data Structure Oriented Methodologies </span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level2 lfo4; tab-stops: 18.0pt 36.0pt 157.5pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Courier New"; font-size: 12pt; line-height: 150%;">o<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">Yang termasuk metodologi ini adalah :</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level2 lfo4; tab-stops: 18.0pt 36.0pt 157.5pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Courier New"; font-size: 12pt; line-height: 150%;">o<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">JSD </span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level2 lfo4; tab-stops: 18.0pt 36.0pt 157.5pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Courier New"; font-size: 12pt; line-height: 150%;">o<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 12pt; line-height: 150%;">W/O</span></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-10371737052622540082011-06-07T07:15:00.000-07:002011-06-07T07:15:38.048-07:00Harga Diri<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;">Jiwa kita membutuhkan kasih sayang dan kepribadian agar data bertahan hidup dalam menghadapi segala cobaan. Dengan cukup kasih sayang dan kepribadian yang menurut kita cukup rasa percaya diri kita hampir pasti akan merasa cukup untuk menjamin kita merasa bahagia apalagi dengan memberikan kasih sayang dan kepribadian lebih. Namun kasih sayang saja tidak cukup tanpa adanya harga diri, akan sama seperti sebanyak apa pun kekuasaan, harta, dan prestasi akan tidak berarti apa-apa jika kita tidak ada yang menyayangi anda.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Penilaiian terhadap diri sendiri sesungguhnya adalah memandang diri sendiri, seakan - akan kita adalah orang lain yang melakukan penilaiian. hasil dari harga diri sendiri adalah rasa percaya diri. </div><div style="text-align: justify;"><i>" apabila kita suka dengan apa yang kita lihat, kita kan merasa bahagia "</i>.</div><div style="text-align: justify;"><i>Hidup Cerdas</i> mendeskripsikan suau proses aktif untuk mengambil kendali atas emosi - emosi kita ; tidak secara langsung sebab itu hampir tidak mungkin, tapi melalui keahlian mengatur hubungan anda dengan orang lain. hubungan ini kan memberikan anda cermin dimana kita dapat memandang diri sendiri secara<i> positif. </i></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Kita dapat memegang kendali atas masa lalu kita asal kita tidak membiarkan masa lalu mengganggu kualitas hubungan kita di masa sekarang. Seorang yang sehat dan bahagia tidak akan pernah benar-benar terbebas dari ketergantungan kepada orang lain. kita merawat diri kita sendiri dengan cara merawat hubungan kita dengan orang lain. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Apabila rasa percaya kita rendah maka kita tidak akan bahagia dengan diri kita sendiri, tapi masih mungkin bagi kita untuk meiliki perasaan porsitif terhadap hal - hal yang menggemberikan. Bila rasa percaya diri kita tinggi, kita akan memiliki kemampuan untuk menyenangi disi sendiri walaupun banyak hal yang tidak menyenangi kita. rasa percaya diri yang tinggi memaksimalkan kesempatan kita untuk menjadi manusia bahagia. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Kalau kita ingin merasa bahagia dengan diri kita sendiri, kita perlu memiliki keahlian untuk membuat diri sendiri kita merasa dicintai, mencintai, dan dapat dicintai. pada saat yang sama, Kita harus mempertahankan kepribadian, harga diri, kekuatan, dan kendali atas diri sendiri.</div></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-12407121865905237452011-06-07T06:52:00.000-07:002011-06-07T06:52:27.836-07:00Asal Mula Perasaan<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;">Kita semua ingin merasa nyaman, rileks, aman, kuat, dan berharga. Kita ingin merasa kreatif dan memiliki kontrol, menarik, dan dicintai. ini adalah perasaan yang kitainginkan, tapi kita sadar bahwa apa yang kita<i> ingin rasakan</i> dan apa yang<i> ingin kita rasakan</i> tidak terlalu sama.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Perasaan adalah hal yang aneh. tiap orang memiliki perasaan dan kita hidup dengan perasaan sepanjang hari, setiap hari. kita semua pernah merasa gelisah walaupun kita tidak merasakan. dan kita pun pernah merasa sangat malu karena apa yang kita lakukan meski orang lain tidak tau. kita hanya punya sedikit kontrol ataas perasaan kita. sayangnya, pengaruh terbesar kita atas perasaan sering membuat perasaan itu menjadi lebih buruk bahkan lebih baik. lebih mudah untuk menggali kenangan buruk atau fantasi tentang kemarahan. kita hanya akan berkutat pada perasaan ini dan merasa sangat menderita karenanya jika kita tidak bisa mengendalikan perasaan itu.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Beberapa Ide</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Perasaan dapat berdiri sendiri dan hanya memiliki kendali kecil atas perasaan ini. semua kebutuhan emosional manusia berasal dari dua kebutuhan untuk bertahan hidup : kebutuhan untuk menjadi bagian dari suatu kelompok agar mendapatkan keamanan dan kebutuhan akan kekuatan untuk mempertahan wilayah.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Apa yang sekarang adalah kebutuhan" emosional di masa lampau adalah kebutuhan untuk bertahan hidup. Kita sangat terancam oleh penolakan atau kelemahan karena di masa lampau hal" tersebut berarti kematian. merasa tidak dicintai atau diremehkan, kita akan merasa hancur walaupun logika kita berkata " Kita perasaan seperti berlebihan "</div><div style="text-align: justify;"> </div><div style="text-align: justify;">Tidak ada satu pun masalah emosional manusia yang tidak berasal dari rasa takut akan penolakan dan kehilangan kasih sayang, atau rasa takut akan kelemahan dan kehilangan kendali individual dan martabat. Kalian tidak perlu menjadi kaya atau sangat cantik untuk mencintai diri sendiri. yang dibutuhkan adalah suatu sistem untuk memaksimalkan cinta, rasa dimilik, harga diri akan kepribadian. Kalian akan mendapatkannya apabila anda memiliki keahlian dalam merawat hubungan dengan orang lain untuk lebih mengikat satu sama lain dalam ikatan silaturahmi yang baik untuk masa depan yang semua itu berasal dari HATI dan PERASAAN !</div><div style="text-align: justify;"><br />
</div></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-86899575318408191362011-06-07T03:38:00.000-07:002011-06-07T03:38:26.838-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEius2DmqpTCtnmd01E44URtyzR0O-LGrZwRcFV6w3c8ozo65OkVYV4Z9H32clkI4crqn5Ipw_uC3bzAElNG8acaxxTyUxPnUMCzBks1DBknE77YvcZ4tf6pHHROFIRZFglVzgOllCP9yyXe/s1600/model+komunikasi.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEius2DmqpTCtnmd01E44URtyzR0O-LGrZwRcFV6w3c8ozo65OkVYV4Z9H32clkI4crqn5Ipw_uC3bzAElNG8acaxxTyUxPnUMCzBks1DBknE77YvcZ4tf6pHHROFIRZFglVzgOllCP9yyXe/s400/model+komunikasi.png" width="400" /></a></div><div align="justify" style="line-height: 150%;"><br />
</div><div align="justify" style="line-height: 150%;">Berikut ini penjelasan dari contoh komunikasi data tersebut</div><ol style="text-align: left;"><li>Source (Sumber). Peralatan ini membangkitkan data sehingga dapat ditransmisikan. Misalkan telepon dan PC (Personal Computer)</li>
<li> <div align="justify" style="line-height: 150%;">Transmiter (Pengirim). Biasanya data yang dibangkitkan dari sistem sumber tidak ditransmisikan secara langsung dalam bentuk aslinya. Sebuah transmisi cukup memindah dan menandai informasi dengan cara yang sama seperti menghasilkan sinyal-sinyal elektromagnetik yang dapat ditransmisikan melewati beberapa sistem transmisi berurutan. Sebagai contoh, sebuah modem tugasnya menyalurkan suatu digital bit stream dari suatu alat yang sebelumnya sudah dipersiapkan misalnya PC, dan menstransformasikan bit stream tersebut menjadi suatu sinyal analog yang dapat ditransmisikan melalui jaringan telepon.<span><span></span></span></div></li>
</ol><ol><li>Sistem Transmisi. Berupa jalur transmisi tunggal atau jaringan kompleks yang menghubungkan antara sumber dengan tujuan. Berfungsi untuk membawa data transmisi.</li>
<li> <div align="justify" style="line-height: 150%;">Receiver (Penerima). Receiver menerima sinyal dari sistem transmisi dan menggabungkannya ke dalam bentuk tertentu yang dapat ditangkap oleh tujuan. Sebagai contoh, sebuah modem akan menerima suatu sinyal analog yang datang dari jaringan atau jalur transmisi dan mengubahnya menjadi suatu digital bit stream.</div></li>
<li>Destination (Tujuan). Menangkap data yang dihasilkan okeh receiver. </li>
</ol></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-62209703122332906792011-06-06T07:34:00.000-07:002011-06-06T07:34:59.886-07:00Tahapan Pembuatan Diagram E-R<div dir="ltr" style="text-align: left;" trbidi="on">Tahap Pembuatan DIAGRAM E-R : <br />
<br />
1. Tentukan lingkup masalah dengan pasti <br />
1. gambarkan/potret dunia nyata dengan pendekatan ‘top down’ <br />
2. jika mungkin cari dokumen/arsip yang dapat dijadikan acuan <br />
3. lengkapi dengan informasi pertanyaan-pertanyaan (query) yang diperkirakan akan muncul dalam mengakses data yang akan dijabarkan pada Diagram E-R. <br />
<br />
<br />
2. Preliminary Design <br />
1. identifikasikan calon entitas <br />
<br />
<img alt="" src="data:image/png;base64,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" /><br />
2. tentukan atribut-atribut setiap entitas (kunci atau non kunci) <br />
<br />
<img alt="" src="data:image/png;base64,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" /><br />
<br />
3. identifikasikan ‘relationship’ antar entitas dengan penentuan ‘foreign key’ nya <br />
4. tentukan kardinalitas tiap relasi <br />
5. lengkapi ‘relationship’ dengan atribut ‘non key’ nya <br />
<br />
3. Final Design (optimasi rancangan) <br />
1. Dengan mempertimbangkan aspek-aspek seperti efisiensi, performansi dan fleksibilitas, lakukan koreksi terhadap hasil yang didapat pada tahap preliminary design , berupa : <br />
- kemungkinan dekomposisi entity set <br />
- penggabungan dari beberapa entity set <br />
- penambahan / pengurangan atribut-atribut <br />
- kemungkinan atribut komposit nya <br />
2. Lengkapi perancangan dengan menjabarkan kamus data (berupa rincian entitas beserta atribut yang mngikutinya) </div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-33202454329985981622011-06-06T07:05:00.000-07:002011-06-06T07:05:13.495-07:00Protein dan Strukturnya<h2></h2><div style="text-align: justify;"><strong>Protein</strong> (asal kata <em>protos</em> dari bahasa Yunani yang berarti “yang paling utama”) adalah senyawa organik kompleks berbobot molekul tinggi yang merupakan polimer dari monomer-monomer asam amino yang dihubungkan satu sama lain dengan ikatan peptida. Molekul <span class="IL_AD" id="IL_AD2">protein</span> mengandung karbon, hidrogen, oksigen, <span class="IL_AD" id="IL_AD10">nitrogen</span> dan kadang kala sulfur serta fosfor. Protein berperan penting dalam struktur dan fungsi semua sel makhluk hidup dan <span class="IL_AD" id="IL_AD3">virus</span>.<span id="more-593"></span></div><div style="text-align: justify;">Kebanyakan protein merupakan enzim atau subunit enzim. Jenis protein lain berperan dalam fungsi struktural atau mekanis, seperti misalnya protein yang membentuk batang dan sendi sitoskeleton. Protein terlibat dalam sistem kekebalan (imun) sebagai antibodi, sistem kendali dalam bentuk <span class="IL_AD" id="IL_AD7">hormon</span>, sebagai komponen penyimpanan (dalam biji) dan juga dalam transportasi hara. Sebagai salah satu sumber gizi, protein berperan sebagai sumber asam amino bagi organisme yang tidak mampu membentuk asam amino tersebut (heterotrof).</div><div style="text-align: justify;">Protein merupakan salah satu dari biomolekul raksasa, selain polisakarida, <span class="IL_AD" id="IL_AD1">lipid</span>, dan polinukleotida, yang merupakan penyusun utama makhluk hidup. Selain itu, protein merupakan salah satu molekul yang paling banyak diteliti dalam biokimia. Protein ditemukan oleh Jöns Jakob Berzelius pada tahun 1838.</div><div style="text-align: justify;">Biosintesis protein alami sama dengan ekspresi genetik. Kode genetik yang dibawa DNA ditranskripsi menjadi RNA, yang berperan sebagai cetakan bagi translasi yang dilakukan ribosom.Sampai tahap ini, protein masih “mentah”, hanya tersusun dari asam amino proteinogenik. Melalui mekanisme pascatranslasi, terbentuklah protein yang memiliki fungsi penuh secara biologi.</div><div style="text-align: justify;"><strong>Struktur</strong></div><div style="text-align: justify;"> <div> <div>Struktur tersier protein. Protein ini memiliki banyak struktur sekunder <em>beta-<span class="IL_AD" id="IL_AD9">sheet</span></em> dan <em>alpha-helix</em> yang sangat pendek. Model dibuat dengan menggunakan koordinat dari Bank Data Protein (nomor 1EDH).</div></div></div><div style="text-align: justify;">Struktur protein dapat dilihat sebagai hirarki, yaitu berupa struktur primer (tingkat satu), sekunder (tingkat <span class="IL_AD" id="IL_AD12">dua</span>), tersier (tingkat tiga), dan kuartener (tingkat empat):</div><ul style="text-align: justify;"><li>struktur primer protein merupakan urutan asam amino penyusun protein yang dihubungkan melalui ikatan peptida (amida). Frederick Sanger merupakan ilmuwan yang berjasa dengan temuan metode penentuan deret asam amino pada protein, dengan penggunaan beberapa enzim protease yang mengiris ikatan antara asam amino tertentu, menjadi fragmen peptida yang lebih pendek untuk dipisahkan lebih lanjut dengan bantuan kertas kromatografik. Urutan asam amino menentukan fungsi protein, pada tahun 1957, Vernon Ingram menemukan bahwa translokasi asam amino akan mengubah fungsi protein, dan lebih lanjut memicu mutasi genetik.</li>
<li>struktur sekunder protein adalah struktur tiga dimensi lokal dari berbagai rangkaian asam amino pada protein yang distabilkan oleh ikatan hidrogen. Berbagai bentuk struktur sekunder misalnya ialah sebagai berikut: <ul><li><em>alpha helix</em> (<em>α-helix</em>, “puntiran-alfa”), berupa pilinan rantai asam-asam amino berbentuk seperti spiral;</li>
<li><em>beta-sheet</em> (<em>β-sheet</em>, “lempeng-beta”), berupa lembaran-lembaran lebar yang tersusun dari sejumlah rantai asam amino yang saling terikat melalui ikatan hidrogen atau ikatan tiol (S-H);</li>
<li><em>beta-turn</em>, (<em>β-turn</em>, “lekukan-beta”); dan</li>
<li><em>gamma-turn</em>, (<em>γ-turn</em>, “lekukan-gamma”).<sup id="cite_ref-struk_3-1">[4]</sup></li>
</ul></li>
<li>struktur tersier yang merupakan gabungan dari aneka ragam dari struktur sekunder. Struktur tersier biasanya berupa gumpalan. Beberapa molekul protein dapat berinteraksi secara fisik tanpa ikatan kovalen membentuk oligomer yang stabil (misalnya dimer, trimer, atau kuartomer) dan membentuk struktur kuartener.</li>
<li>contoh struktur kuartener yang terkenal adalah enzim Rubisco dan insulin.</li>
</ul><div style="text-align: justify;">Struktur primer protein bisa ditentukan dengan beberapa metode: (1) <span class="IL_AD" id="IL_AD6">hidrolisis</span> protein dengan asam kuat (misalnya, 6N HCl) dan kemudian komposisi asam amino ditentukan dengan instrumen <em><span class="IL_AD" id="IL_AD8">amino acid</span> analyzer</em>, (2) <span class="IL_AD" id="IL_AD5">analisis</span> sekuens dari ujung-N dengan menggunakan degradasi Edman, (3) kombinasi dari digesti dengan tripsin dan spektrometri massa, dan (4) penentuan massa molekular dengan spektrometri massa.</div><div style="margin: 3px; text-align: center;"> <ins style="border: none; display: inline-table; height: undefinedpx; margin: 0; padding: 0; position: relative; visibility: visible; width: undefinedpx;"><ins id="aswift_0_anchor" style="border: none; display: block; height: undefinedpx; margin: 0; padding: 0; position: relative; visibility: visible; width: undefinedpx;"></ins></ins></div><div style="text-align: justify;">Struktur sekunder bisa ditentukan dengan menggunakan spektroskopi <em>circular dichroism</em> (CD) dan <em>Fourier Transform Infra Red</em> (FTIR).Spektrum CD dari puntiran-alfa menunjukkan dua absorbans negatif pada 208 dan 220 nm dan lempeng-beta menunjukkan satu puncak negatif sekitar 210-216 nm. Estimasi dari komposisi struktur sekunder dari protein bisa dikalkulasi dari spektrum CD. Pada spektrum FTIR, <span class="IL_AD" id="IL_AD11">pita</span> amida-I dari puntiran-alfa berbeda dibandingkan dengan pita amida-I dari lempeng-beta. Jadi, komposisi struktur sekunder dari protein juga bisa diestimasi dari spektrum inframerah.</div><div style="text-align: justify;">Struktur protein lainnya yang juga dikenal adalah <em><span class="IL_AD" id="IL_AD4">domain</span></em>. Struktur ini terdiri dari 40-350 asam amino. Protein sederhana umumnya hanya memiliki satu <em>domain</em>. Pada protein yang lebih kompleks, ada beberapa <em>domain</em> yang terlibat di dalamnya. Hubungan rantai polipeptida yang berperan di dalamnya akan menimbulkan sebuah fungsi baru berbeda dengan komponen penyusunnya. Bila struktur <em>domain</em> pada struktur kompleks ini berpisah, maka fungsi biologis masing-masing komponen domain penyusunnya tidak hilang. Inilah yang membedakan struktur <em>domain</em> dengan struktur kuartener. Pada struktur kuartener, setelah struktur kompleksnya berpisah, protein tersebut tidak fungsional.</div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-72939991784774431432011-06-06T07:03:00.000-07:002011-06-06T07:03:03.192-07:00Bahaya Merokok Bagi Kesehatan<h2></h2><div style="text-align: justify;"><strong>Bahaya Merokok bagi kesehatan </strong>adalah salah satu hal yang menjadi resiko dari hobi orang yang suka merokok. <strong>Merokok</strong> menimbulkan <strong>bahaya</strong> bagi <strong>kesehatan</strong>, <strong>bahaya </strong>itu tentu tidak dapat dipisahkan dari bahan baku pembuatan rokok, yakni tembakau. Di Indonesia, tembakau ditambah cengkih dan bahan-bahan lain dicampur untuk dibuat rokok kretek. Selain kretek, tembakau juga dapat digunakan sebagai rokok linting, rokok putih, cerutu, rokok pipa, dan tembakau tanpa asap (<em>chewing tobacco</em> atau tembakau kunyah).</div><div style="text-align: justify;"><span id="more-1230"></span></div><div style="text-align: justify;">Komponen gas asap rokok adalah karbon monoksida, amoniak, asam hidrosianat, nitrogen oksida, dan formaldehid. Partikelnya berupa tar, indol, nikotin, karbarzol, dan kresol. Zat-zat ini beracun, mengiritasi, dan menimbulkan kanker (karsinogen).</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><strong>NIKOTIN</strong></div><div style="text-align: justify;">Zat yang paling sering dibicarakan dan diteliti orang, meracuni saraf tubuh, meningkatkan tekanan darah, menimbulkan penyempitan pembuluh darah tepi, dan menyebabkan ketagihan dan ketergantungan pada pemakainya. Kadar nikotin 4-6 mg yang diisap oleh orang dewasa setiap hari sudah bisa membuat seseorang ketagihan. Di Amerika Serikat, rokok putih yang beredar di pasaran memiliki kadar 8-10 mg nikotin per batang, sementara di Indonesia berkadar nikotin 17 mg per batang.</div><div style="text-align: justify;"><br />
</div><div style="margin: 3px; text-align: center;"> <ins style="border: none; display: inline-table; height: undefinedpx; margin: 0; padding: 0; position: relative; visibility: visible; width: undefinedpx;"><ins id="aswift_0_anchor" style="border: none; display: block; height: undefinedpx; margin: 0; padding: 0; position: relative; visibility: visible; width: undefinedpx;"></ins></ins></div><div style="text-align: justify;"><strong>TIMAH HITAM (Pb)</strong></div><div style="text-align: justify;">Timah hitam yang dihasilkan oleh sebatang rokok sebanyak 0,5 ug. Sebungkus rokok (isi 20 batang) yang habis diisap dalam satu hari akan menghasilkan 10 ug. Sementara ambang batas bahaya timah hitam yang masuk ke dalam tubuh adalah 20 ug per hari. Bisa dibayangkan, bila seorang perokok berat menghisap rata-rata 2 bungkus rokok per hari, berapa banyak zat berbahaya ini masuk ke dalam tubuh!</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><strong>GAS KARBON MONOKSIDA (CO) </strong></div><div style="text-align: justify;">Karbon Monoksida memiliki kecenderungan yang kuat untuk berikatan dengan hemoglobin dalam sel-sel darah merah. Seharusnya, hemoglobin ini berikatan dengan oksigen yang sangat penting untuk pernapasan sel-sel tubuh, tapi karena gas CO lebih kuat daripada oksigen, maka gas CO ini merebut tempatnya “di sisi” hemoglobin. Jadilah, hemoglobin bergandengan dengan gas CO. Kadar gas CO dalam darah bukan perokok kurang dari 1 persen, sementara dalam darah perokok mencapai 4 – 15 persen. Berlipat-lipat!</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><strong>TAR </strong></div><div style="text-align: justify;">Tar adalah kumpulan dari beribu-ribu bahan kimia dalam komponen padat asap rokok, dan bersifat karsinogen. Pada saat rokok dihisap, tar masuk ke dalam rongga mulut sebagai uap padat. Setelah dingin, akan menjadi padat dan membentuk endapan berwarna cokelat pada permukaan gigi, saluran pernapasan, dan paru-paru. Pengendapan ini bervariasi antara 3-40 mg per batang rokok, sementara kadar tar dalam rokok berkisar 24 – 45 mg.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><strong>DAMPAK PARU-PARU</strong></div><div style="text-align: justify;">Merokok dapat menyebabkan perubahan struktur dan fungsi saluran napas dan jaringan paru-paru. Pada saluran napas besar, sel mukosa membesar (hipertrofi) dan kelenjar mucus bertambah banyak (hiperplasia). Pada saluran napas kecil, terjadi radang ringan hingga penyempitan akibat bertambahnya sel dan penumpukan lendir. Pada jaringan paru-paru, terjadi peningkatan jumlah sel radang dan kerusakan alveoli.</div><div style="text-align: justify;">Akibat perubahan anatomi saluran napas, pada perokok akan timbul perubahan pada fungsi paru-paru dengan segala macam gejala klinisnya. Hal ini menjadi dasar utama terjadinya penyakit obstruksi paru menahun (PPOM). Dikatakan merokok merupakan penyebab utama timbulnya PPOM, termasuk emfisema paru-paru, bronkitis kronis, dan asma.</div><div style="text-align: justify;">Hubungan antara merokok dan kanker paru-paru telah diteliti dalam 4-5 dekade terakhir ini. Didapatkan hubungan erat antara kebiasaan merokok, terutama sigaret, dengan timbulnya kanker paru-paru.</div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-64050765688238630422011-06-06T06:57:00.001-07:002011-06-06T06:57:30.426-07:00Persamaan Kuadrat<h2></h2><div style="text-align: justify;"><strong>Persamaan kuadrat</strong> adalah suatu persamaan polinomial berorde <span class="IL_AD" id="IL_AD1">dua</span>. Bentuk umum dari persamaan kuadrat adalah</div><div style="text-align: justify;"><img alt="y = ax^2 + bx + c \,\!" src="http://upload.wikimedia.org/math/a/a/c/aacfbb3ecf3a92ea6f732759967f8022.png" /></div><div style="text-align: justify;">dengan<span id="more-580"></span></div><div style="text-align: justify;"><img alt="a \ne 0 \,\!" src="http://upload.wikimedia.org/math/e/a/f/eaf87ef2fcdf1a88f8af21ff439a9769.png" /></div><div style="text-align: justify;">Huruf-huruf <em>a</em>, <em>b</em> dan <em>c</em> disebut sebagai koefisien: koefisien kuadrat <em>a</em> adalah koefisien dari <em>x</em><sup>2</sup>, koefisien linier <em>b</em> adalah koefisien dari <em>x</em>, dan <em>c</em> adalah koefisien konstan atau disebut juga suku bebas.</div><div style="text-align: justify;">Rumus kuadratis dikenal pula dengan nama ‘<em>rumus abc</em> karena digunakan untuk menghitung akar-akar persamaan kuadrat yang tergantung dari nilai-nilai <em>a</em>, <em>b</em> dan <em>c</em> suatu persamaan kuadrat. Rumus yang dimaksud memiliki bentuk</div><div style="text-align: justify;"><img alt="x_{1,2} = \frac{-b \pm \sqrt{b^2 - 4ac}}{2a}" src="http://upload.wikimedia.org/math/0/f/1/0f16872ccd04ca7ecce3544bc3521ff1.png" /></div><div style="text-align: justify;">Rumus ini digunakan untuk mencari akar-akar persamaan kuadrat apabila dinyatakan bahwa</div><div style="text-align: justify;"><img alt="y = 0 \,\!" src="http://upload.wikimedia.org/math/3/3/b/33b19683067a9c2218a5083548d1fa36.png" />.</div><div style="text-align: justify;">Dari rumus tersebut akan diperoleh akar-akar persamaan, sehingga persamaan semula dalam bentuk</div><div style="text-align: justify;"><img alt="y = ax^2 + bx + c \,\!" src="http://upload.wikimedia.org/math/a/a/c/aacfbb3ecf3a92ea6f732759967f8022.png" /></div><div style="text-align: justify;">dapat dituliskan menjadi</div><div style="text-align: justify;"><img alt="y = a (x - x_1) (x - x_2) \,\!" src="http://upload.wikimedia.org/math/1/9/a/19ae151b40243243f9af2627a1cd747d.png" />.</div><div style="margin: 3px; text-align: center;"> <ins style="border: none; display: inline-table; height: undefinedpx; margin: 0; padding: 0; position: relative; visibility: visible; width: undefinedpx;"><ins id="aswift_0_anchor" style="border: none; display: block; height: undefinedpx; margin: 0; padding: 0; position: relative; visibility: visible; width: undefinedpx;"></ins></ins></div><div style="text-align: justify;">Dari persamaan terakhir ini dapat pula dituliskan dua hubungan yang telah umum dikenal, yaitu</div><div style="text-align: justify;"><img alt="x_1 + x_2 = -\frac{b}{a} \,\!" src="http://upload.wikimedia.org/math/b/2/f/b2f0bd751ee3e524216cc8973aceb144.png" /></div><div style="text-align: justify;">dan</div><div style="text-align: justify;"><img alt="x_1 \cdot x_2 = \frac{c}{a} \,\!" src="http://upload.wikimedia.org/math/0/3/9/0393ba9afb86a0190c3260373d72582a.png" />.</div><div style="text-align: justify;"><strong>Pembuktian Rumus kuadratis</strong></div><div style="text-align: justify;">Dari bentuk umum persamaan kuadrat,</div><dl><dd><img alt="ax^2 + bx + c = 0 \,\!" src="http://upload.wikimedia.org/math/f/c/6/fc6366dd1fd484528b085dff42ba1027.png" /></dd></dl><div style="text-align: justify;">bagi kedua ruas untuk mendapatkan <em>a</em> = 1</div><dl><dd><img alt="x^2 + \frac{b}{a} x + \frac{c}{a}=0,\,\!" src="http://upload.wikimedia.org/math/f/e/d/fed9229c07a2e81cb7817be3110fd9ae.png" /></dd></dl><div style="text-align: justify;">Pindahkan <img alt="\frac{c}{a}" src="http://upload.wikimedia.org/math/b/e/4/be43e9674e32963908d9fb85ef7ad45f.png" /> ke ruas kiri</div><dl><dd><img alt="x^2 + \frac{b}{a}x = -\frac{c}{a} \,\!" src="http://upload.wikimedia.org/math/2/1/f/21fe439eac5d9f27c7856faa59cf3a35.png" /></dd></dl><div style="text-align: justify;">sehingga teknik melengkapkan kuadrat bisa digunakan di ruas kiri.</div><dl><dd><img alt="\left(x + \frac{b}{2a}\right)^2 - \frac{b^2}{4a^2} = -\frac{c}{a} \,\!" src="http://upload.wikimedia.org/math/4/5/b/45ba35dd2046dbc306d33dd570bc271b.png" /></dd></dl><div style="text-align: justify;">Pindahkan <img alt="-\frac{b^2}{4ac}" src="http://upload.wikimedia.org/math/c/a/1/ca17466c1672084dba1931d96c098851.png" /> ke ruas kanan</div><dl><dd><img alt="\left(x + \frac{b}{2a}\right)^2 = \frac{b^2}{4a^2} -\frac{c}{a} \,\!" src="http://upload.wikimedia.org/math/e/f/f/eff4c2adc1eb4a5590fc62f575304774.png" /></dd></dl><div style="text-align: justify;">lalu samakan penyebut di ruas kanan.</div><dl><dd><img alt="\left(x + \frac{b}{2a}\right)^2 = \frac{b^2 - 4ac}{4a^2} \,\!" src="http://upload.wikimedia.org/math/d/5/b/d5bce4f400d473d6bd111f43c6d88794.png" /></dd></dl><div style="text-align: justify;">Kedua ruas diakar (dipangkatkan setengah), sehingga <span class="IL_AD" id="IL_AD2">tanda</span> kuadrat di ruas kiri hilang, dan muncul tanda plus-minus di ruas kanan.</div><dl><dd><img alt="x+\frac{b}{2a}=\pm\frac{\sqrt{b^2-4ac\ }}{2a}" src="http://upload.wikimedia.org/math/5/0/a/50a80c20afd038c1264ed51a31d2af5d.png" /></dd></dl><div style="text-align: justify;">Pindahkan <img alt="-\frac{b}{2a}" src="http://upload.wikimedia.org/math/7/f/6/7f6e9cbd2c8ed0a1f86ad9903aea2495.png" /> ke ruas kanan</div><dl><dd><img alt="x=-\frac{b}{2a}\pm\frac{\sqrt{b^2-4ac\ }}{2a}" src="http://upload.wikimedia.org/math/8/c/a/8ca4795938d3c9123a3036a4836d725f.png" /></dd></dl><div style="text-align: justify;">sehingga didapat rumus kuadrat</div><dl><dd><img alt="x_{1,2}=\frac{-b\pm\sqrt{b^2-4ac\ }}{2a}" src="http://upload.wikimedia.org/math/3/7/9/379156c5bde039319037e0f332c32a48.png" /> </dd><strong>Deskriminan</strong>
Dalam rumus kuadrat di atas, terdapat istilah yang berada dalam tanda akar:
<dl><dd><img alt=" b^2 - 4ac,\,\!" src="http://upload.wikimedia.org/math/8/5/4/8540ea83866cfcf6be5de9a52cdeb16a.png" /></dd></dl>yang disebut sebagai <em>diskriminan</em> atau juga sering disebut <em>determinan</em> suatu persamaan kuadrat. Kadang dituliskan sebagai <em>D</em>.<br />
Suatu persamaan kuadrat dengan koefisien-koefisien <em>riil</em> dapat memiliki hanya sebuah akar atau dua buah akar yang berbeda, di mana akar-akar yang dimaksud dapat berbentuk bilangan riil atau kompleks. Dalam hal ini dikriminan menentukan jumlah dan sifat dari akar-akar persamaan kuadrat. Terdapat tiga kasus yang mungkin:<br />
<ul><li>Jika diskriminan bersifat positif, akan terdapat dua akar berbeda yang kedua-duanya merupakan bilangan riil. Untuk persamaan kuadrat dengan koefisien berupa bilangan bulat, apabila diskriminan merupakan suatu kuadrat sempurna, maka akar-akarnya merupakan bilangan rasional — sebaliknya dapat pula merupakan bilangan irrasional kuadrat.</li>
</ul><ul><li>Jika diskriminan bernilai nol, terdapat eksak satu akar, dan akar yang dimaksud merupakan bilangan riil. Hal ini kadang disebut sebagai akar ganda, di mana nilainya adalah:</li>
</ul><dl><dd>
<dl><dd><img alt="x = -\frac{b}{2a}.\,\!" src="http://upload.wikimedia.org/math/2/5/4/2544ad530b736eb9db982b4748ec3c9c.png" /></dd></dl></dd></dl><ul><li>Jika diskriminan bernilai negatif, <em>tidak</em> terdapat akar riil. Sebagai gantinya, terdapat dua buah akar kompleks (tidak-real), yang satu sama lain merupakan konjugat kompleks:</li>
</ul><dl><dd>
<dl><dd> <table><tbody>
<tr> <td><img alt="x_+ = \frac{-b}{2a} + i \left ( \frac{\sqrt {4ac - b^2}}{2a} \right )" src="http://upload.wikimedia.org/math/2/4/1/24113ac1d1345cdc0005dda46f65b559.png" /></td> <td align="center">dan</td> <td><img alt="x_- = \frac{-b}{2a} - i \left ( \frac{\sqrt {4ac - b^2}}{2a} \right )" src="http://upload.wikimedia.org/math/4/4/5/445ee4bde4dc39ca675947e6969cdffd.png" /></td> </tr>
</tbody> </table></dd></dl></dd></dl>Jadi akar-akar akan berbeda, jika dan hanya jika diskriminan bernilai tidak sama dengan nol, dan akar-akar akan bersifat riil, jika dan hanya jika diskriminan bernilai tidak negatif.</dl>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-27003196298115334502011-06-06T06:54:00.001-07:002011-06-06T06:54:51.679-07:00Cara Mudah Belajar Bahasa Inggris<div style="text-align: justify;">Di zaman sekarang Bahasa Inggris merupakan suatu pelajaran yang sangat penting, oleh karena makin ketatnya persaingan <span class="IL_AD" id="IL_AD9">global</span> di dunia usaha-lah yang mengharuskan kita untuk lebih mahir dalam menguasai Bahasa Inggris. Untuk lebih mahir berbahasa Inggris kita butuh latihan yang tidak instant dengan kata lain dibutuhkan waktu yang relatif lama untuk bisa fasih berbahasa inggris. Kegagalan dari pengajaran Bahasa Inggris di <span class="IL_AD" id="IL_AD8">Indonesia</span> adalah pemakaian bahasa inggris itu sendiri yang kurang intensif, para <span class="IL_AD" id="IL_AD3">guru</span> cendrung hanya menyampaikan<span id="more-310"></span> , sebagai <span class="IL_AD" id="IL_AD7">timbal</span> baliknya siswa cuma memberikan sedikit kontribusi untuk keberhasilannya dalam mahir berbahasa inggris. Siswa cendrung meras terpaksa untuk mempelajari bahasa inggris , mereka terpaku hanya karena ingin lulus pelajaran itu <span class="IL_AD" id="IL_AD11">saja</span> tidak lebih.</div><div> </div><div style="text-align: justify;">Untuk memperbaiki cara belajar bahasa inggris yang benar adalah sebagai berikut:</div><div style="text-align: justify;"> </div><ul style="text-align: justify;"><li>Siswa harus dibiasakan menggunakan bahasa inggris dalam kehidupan sehari-hari. Hal ini karena dalam belajar bahasa kemampuan berbahasa yang baik lahir karena adanya kebiasaan . Paling tidak untuk mewujudkannya ,siswa harus diberi tugas semacam <em><span class="IL_AD" id="IL_AD10">english conversation</span></em> sebagai upaya untuk menumbuhkan penerapan bahasa inggris di kalangan murid.</li>
<li>Dalam mengajarkan bahasa inggris pada siswa ,para guru harus memberikan motivasi lebih pada siswa dan meyakinkan mereka bahwa belajar bahasa inggris tidak hanya diforum sekolah saja. Mereka bisa belajar dari media apapun misalkan mendengarkan <span class="IL_AD" id="IL_AD6">pidato</span> bahasa inggris lewat radio, TV,<span class="IL_AD" id="IL_AD4">MP3 player</span>,koran internasional berbahasa inggris,dll.</li>
<li>Saat pelajaran di sekolah guru mengasah kemampuan siswanya lebih dalam lagi,<span class="IL_AD" id="IL_AD12">misal</span> memperbanyak <em><span class="IL_AD" id="IL_AD1">listening</span> </em>karena belajar bahasa yang paling utama adalah lewat mendengarkan sebagaimana kita kecil dulu ,kita pertama -tama bisa bicara karena kita mendengar, dengan mendengar kita bisa menirukan kosa kata yang pernah kita dengar sebelumnya. Kemudian baru kita belajar menulis atau <em>writting </em>kemudian yang terakhir kita belajar membaca atau <em><span class="IL_AD" id="IL_AD2">reading</span></em> .Perlu diperhatikan pengajar mengenai pentingnya tahapan belajar berbahasa apapun proses proses tersebut harus di prioritaskan.</li>
<li>Guru memberi fasilitas pada siswa di luar dan di dalam KBM sekolah,maksudnya guru harus memberikan kontribusi lebih pada siswanya untuk menggali kemampuan <em>listening,writting </em>dan<em> reading </em>. Dengan belajar mendengarkan,menulis dan membaca secara berkesinambungan menjadikan siswa lebih aktif berbahasa inggris dan apabila mereka rajin berusaha untuk itu maka kemampuan bahasa inggris mereka akan berkembang di setiap harinya.</li>
<li>Belajarlah bahasa inggris itu tidak ada hentinya karena bahasa ini bukan bahasa ibu kita jadi perlu perjuangan keras untuk bisa menguasainya.</li>
</ul><div style="text-align: justify;"> </div><div style="text-align: justify;">Demikian tadi tips untuk memperbaiki sistem pengajaran bahasa inggris yang kurang intensif di Indonesia. Satu halyang penting yang tidak boleh kitalupakan adalah meskipun sekarang kita belum bisa fasih berbicara bahas inggris namun suatu saat kita akan dapat mewujudkannya jika kita berusaha membiasakan bahasa inggris sebagai bahasa komunikasi kita sehari-hari. Semangat jangan menyerah kita bisa!!!!!.</div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-66654463480407365132011-06-06T06:53:00.000-07:002011-06-06T06:53:23.873-07:00Mendapatkan Nilai ujian Yang Bagus Dengan Cara yang Halal<div style="text-align: justify;">Ujian adalah satu hal yang harus kita hadapi dalam menjalani hidup ini ,selain itu kita perlu mempersiapkannya dengan matang supaya kita bisa memetik hasil yang kita harapkan yaitu lulus ujian tersebut. Untuk kasus ujian di institusi pendidikan kebanyakan ujian disalahgunakan , banyak dari anak anak didik yang curang dalam usaha memperoleh kelulusan . Banyak hal yang perlu diperbaiki mengenai sistem pendidikan di negara ini diantaranya adalah <span class="IL_AD" id="IL_AD7">memberikan</span> perhatian pada anak didik <span id="more-474"></span>agar tidak bertindak keliru pada saat ujian apapun. Ujian sebenarnya bukan suatu akhir dari perjalanan mereka karena ujian merupakan suatu alat untuk menguji kita agar bisa survive menghadapi segala masalah yang kita hadapi. Oleh sebab itu bila kita mencontek saat ujian berarti kita telah menipu diri kita sendiri. Mengapa tidak? Ujian yang bertujuan untuk memperbaiki diri menuju esok hari yang cerah malah menjadi ajang penipuan bahkan bisa dibilang melanggar aturan, misalnya pada ujian nasional terjadi banyak pelanggaran seperti bocornya naskah ujian nasional, perilaku siswa yang gemar menconteki dan minta contekan.Oleh sebab itu disini saya berikan tips agar perilaku tersebut bisa diminimalisir yaitu sbb: </div><ul style="text-align: justify;"><li>Dekatkan diri kita pada Allah SWT yakinlah bahwa ujian apapun sebenarnya datangnya dari Allah yang memiliki tujuan yang terbaik bagi diri kita, sehingga untuk mencapai kelulusan sebenarnya dibutuhkan kejujuran.</li>
<li>Persiapkan bekal untuk menghadapi ujian -ujian itu niscaya kita akan menjadi lebih kuat untuk menyelesaikannya.</li>
<li>Yakinlah bahwa dengan usaha apapun yang anda lakukan percayalah bahwa semua itu merupakan perjuangan anda untuk maju.</li>
<li>Tetap percaya diri dan kokoh pada pendirian anda pribadi karena itu merupakan bekal utama menuju sukses</li>
<li>Jangan pernah mengeluh atas suatu kegagalan karena kegagalan merupakan kesuksesan yang tertunda.</li>
</ul><div> </div><div style="margin: 3px; text-align: justify;"> <ins style="border: none; display: inline-table; height: undefinedpx; margin: 0; padding: 0; position: relative; visibility: visible; width: undefinedpx;"><ins id="aswift_0_anchor" style="border: none; display: block; height: undefinedpx; margin: 0; padding: 0; position: relative; visibility: visible; width: undefinedpx;"></ins></ins></div><div style="text-align: justify;">Dengan mempraktekan semua itu diharapkan anda bisa mendapatkan nilai ujian yang bagus dengan <span class="IL_AD" id="IL_AD3">cara</span> yang halal.</div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-68347750910426340112011-06-06T06:50:00.001-07:002011-06-06T06:50:31.823-07:00Cara Memilih Makanan yang Baik Untuk Kesehatan<div lang="sv-SE" style="text-align: justify;">Kesehatan adalah suatu nikmat yang sangat berharga bagi kita. Namun saat kita sehat kita tidak menyadarinya ,setelah merasakan sakit kita baru sadar bahwa nikmat sehat sangat mahal harganya, bahkan milyaran uangpun tidak ada artinya dibanding kesehatan kita, kita akan mengeluarkan berapapun uang kita untuk bisa sembuh dari suatu penyakit. Disini sayaakan memberikan tips untuk menjaga kesehatan kita dengan <span class="IL_AD" id="IL_AD11">cara</span> memilih makanan yang baik untuk kesehatan kita sebagai berikut : <span id="more-499"></span></div><div> </div><ol style="text-align: justify;"><li>Pilih makanan yang alami usahakan makanan tersebut belum tercemari oleh bahan – bahan aditif seperti pewarna ,memanis,penyedap, bahkan pengawet makanan.</li>
<li> Konsumsi Makanan Yang Kaya Nutrisi.Dibutuhkan 40 jenis nutrisi untuk membuat tubuh Anda tetap sehat. Dan satu jenis makanan <span class="IL_AD" id="IL_AD3">saja</span> tak bisa mencukupi asupan semua jenis ini. Pilihan makanan sehari-hari Anda seharusnya mencakup karbohidrat dan produk padi-padian penuh lainnya,buah-buahan, sayuran, produk susu serta daging, ikan atau makanan yang mengandung protein lainnya. Seberapa banyak makanan yang perlu seharusnya Anda makan tergantung dari kalori yang dibutuhkan tubuh Anda.</li>
<li>Konsumsi Padi-Padian Penuh, Buah dan Sayuran. Survey menunjukkan kalau kebanyakan orang tak cukup mengkonsumsi jenis makanan ini. Apakah Anda sudah menyantap 6-1 porsi nasi atau sereal, apakah 3 porsi dari jenis yang Anda makan ini termasuk padi-padian penuh? Apa Anda sudah menyantap makanan yang terdiri dari 2-4 porsi buah dan 3-5 porsi sayuran? Jika Anda termasuk yang tak menikmati jenis makanan ini sebelumnya, maka mulai saat ini beri kesempatan pada diri Anda untuk mencicipinya.</li>
<li> Atur Berat <span class="IL_AD" id="IL_AD5">Badan</span> Seimbang. Berat badan yang sesuai untuk Anda tergantung pada banyak faktor, termasuk jenis kelamin, tinggi badan, <span class="IL_AD" id="IL_AD9">usia</span> dan keturunan. Kelebihan berat berat badan membuat tekanan darah Anda meningkat, menyebabkan sakit liver, stroke, <span class="IL_AD" id="IL_AD12">diabetes</span>, dan beberapa jenis kanker atau penyakit lainnya. Tapi memiliki tubuh terlalu kurus juga bisa menyebabkan <span class="IL_AD" id="IL_AD4">osteoporosis</span>, ketidakseimbangan menstruasi dan masalah kesehatan lainnya. Jadi berat badan seimbang sangat mempengaruhi kesehatan.</li>
<li>Makan Dalam Ukuran Yang Layak. Jika Anda mempertahankan ukuran porsi Anda yang masuk akal, lebih mudah untuk menyantap makanan yang Anda inginkan supaya Anda tetap sehat. Apa Anda tahu rekomondasi makanan masak yang disajikan adalah 3 ons. Ukuran sedang buah-buahan adalah satu porsi dan satu cangkir pasta yang seimbang <span class="IL_AD" id="IL_AD10">dua</span> porsi, dan 4 porsi es krim.</li>
<li>Makan Secara Teratur. Melewatkan jam makan hanya akan membuat kontrol <span class="IL_AD" id="IL_AD6">rasa</span> lapar hilang, bahkan hasilnya malah jadi rasa lapar yang berlebihan. Saat Anda merasa lapar, itu juga berarti Anda melupakan soal nutrisi dalam makanan Anda. Menyantap camilan di antara jam makan satu-satunya cara yang dapat membantu Anda mengatasi rasa lapar, tapi jangan makan camilan berlebihan.</li>
<li>Kurangi, Bukan Membatasi Porsi Makan. Kebanyakan orang menyantap makanan untuk menyenangkan diri. Jika makanan favorit Anda jenis yang tinggi lemak, garam atau <span class="IL_AD" id="IL_AD8">gula</span>, kunci untuk menjadikannya layak. Periksa terlebih dahulu kandungan dalam diet makanan Anda dan ubahlah jika itu perlu. Bagi orang dewasa yang mengkonsumsi makanan tinggi lemak atau produk susu penuh dalam setiap makanan mereka, sebenarnya sudah menyantap terlalu banyak lemak. Manfaatkan daftar nutrisi dalam label makanan untuk membantu Anda menyeimbangkan pilihan makanan.</li>
<li>Seimbangkan Pilihan Makanan Anda Setiap Saat. Tak semua makanan harus sempurna. Saat Anda menyantap makanan tinggi lemak, garam atau gula, pilih yang bahan-bahannya paling rendah. Jika Anda melewatkan kelompok makanan ini dalam sehari, perbaiki di hari berikutnya.</li>
<li> Mengetahui Kesulitan <span class="IL_AD" id="IL_AD1">Program Diet</span> Anda. Perbaiki kebiasaan makan Anda, pertama kenali apa yang salah dengan pola makan Anda. Tuliskan apapun yang Anda makan dalam tiga hari, lalu periksa daftar tersebut dan cocokkan dengan tips ini. Apa Anda terlalu banyak menyantap mentega, saus, krim atau salad? Dari pada menghilangkannya sama sekali, lebih baik kurangi porsi Anda. Apa Anda merasa tak puas dengan menyantap buah dan sayuran? Jika tidak, Anda mungkin melewatkan nutrisi vital dalam makanan.</li>
<li>Buat Perubahan Secara Bertahap.Tak pernah ada ‘makanan super’ atau <span class="IL_AD" id="IL_AD7">diet sehat</span> yang mudah, jangan mengharapkan bisa langsung menghapus kebiasaan makan Anda dalam semalam. Mulai lah melakukan perubahan setahap demi setahap hingga mencapai hasil positif, dan jadi kebiasaan pola makan sehat sepanjang hidup. Untuk lebih mudahnya, jika Anda tak menyukai susu tanpa lemak, coba susu redah lemak. Pada akhirnya mungkin Anda juga akan menyukai susu tanpa lemak.</li>
<li>Ingat, Makanan Bukan Sebuah Kebiasaan Buruk. Pilih makanan yang didasarkan pada pola makan total Anda, bukan berdasarkan ‘baik’ atau ‘buruk.’ Jangan merasa bersalah jika Anda menyukai makanan seperti pie, kripik kentang, cokelat atau es krim. Makan secara layak, dan pilih makanan lain yang dapat menyeimbangkan gizi Anda dan beragam yang lain, yang baik untuk kesehatan Anda.</li>
<li>Hindari konsumsi makanan instan ,makanan kaleng karena banyak mengandung bahan pengawet yang sangat buruk bagi kesehatan kita.</li>
</ol>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com1tag:blogger.com,1999:blog-7534451101600986317.post-22790414731845376472011-06-06T06:47:00.000-07:002011-06-06T06:47:45.269-07:00Tujuan Kesehatan Dalam Segala Aspek<div style="background-color: white; color: black; text-align: justify;"><b>Kesehatan</b> adalah keadaan sejahtera dari badan, <a href="http://id.wikipedia.org/wiki/Jiwa" title="Jiwa">jiwa</a>, dan <a href="http://id.wikipedia.org/wiki/Sosial" title="Sosial">sosial</a> yang memungkinkan setiap orang hidup <a class="new" href="http://id.wikipedia.org/w/index.php?title=Produktif&action=edit&redlink=1" title="Produktif (halaman belum tersedia)">produktif</a> secara sosial dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ekonomis&action=edit&redlink=1" title="Ekonomis (halaman belum tersedia)">ekonomis</a>.Pemeliharaan kesehatan adalah upaya penaggulangan dan pencegahan gangguan kesehatan yang memerlukan pemeriksaan, pengobatan dan/atau perawatan termasuk kehamilan dan persalinan.<sup class="reference" id="cite_ref-1"><a href="http://id.wikipedia.org/wiki/Kesehatan#cite_note-1"></a></sup> Pendidikan kesehatan adalah proses membantu sesorang, dengan bertindak secara sendiri-sendiri ataupun secara <a class="new" href="http://id.wikipedia.org/w/index.php?title=Kolektif&action=edit&redlink=1" title="Kolektif (halaman belum tersedia)">kolektif</a>, untuk membuat keputusan berdasarkan pengetahuan mengenai hal-hal yang memengaruhi kesehatan pribadinya dan orang lain. <a href="http://id.wikipedia.org/wiki/Definisi" title="Definisi">Definisi</a> yang bahkan lebih sederhana diajukan oleh Larry Green dan para <a class="new" href="http://id.wikipedia.org/w/index.php?title=Koleganya&action=edit&redlink=1" title="Koleganya (halaman belum tersedia)">koleganya</a> yang menulis bahwa pendidikan kesehatan adalah <a href="http://id.wikipedia.org/wiki/Kombinasi" title="Kombinasi">kombinasi</a> pengalaman belajar yang dirancang untuk mempermudah <a href="http://id.wikipedia.org/wiki/Adaptasi" title="Adaptasi">adaptasi</a> <a class="new" href="http://id.wikipedia.org/w/index.php?title=Sukarela&action=edit&redlink=1" title="Sukarela (halaman belum tersedia)">sukarela</a> terhadap perilaku yang <a class="new" href="http://id.wikipedia.org/w/index.php?title=Kondusif&action=edit&redlink=1" title="Kondusif (halaman belum tersedia)">kondusif</a> bagi kesehatan.<sup class="reference" id="cite_ref-Kesehatan_Masyararat_2-1"><a href="http://id.wikipedia.org/wiki/Kesehatan#cite_note-Kesehatan_Masyararat-2"></a></sup> <a href="http://id.wikipedia.org/wiki/Data" title="Data">Data</a> terakhir menunjukkan bahwa saat ini lebih dari 80 persen rakyat Indonesia tidak mampu mendapat <a href="http://id.wikipedia.org/wiki/Jaminan" title="Jaminan">jaminan</a> kesehatan dari lembaga atau <a href="http://id.wikipedia.org/wiki/Perusahaan" title="Perusahaan">perusahaan</a> di bidang pemeliharaan kesehatan, seperti Akses, Taspen, dan Jamsostek.<sup class="reference" id="cite_ref-Janji-janji_3-0"><a href="http://id.wikipedia.org/wiki/Kesehatan#cite_note-Janji-janji-3"></a></sup> Golongan masyarakat yang dianggap 'teranaktirikan' dalam hal jaminan kesehatan adalah mereka dari golongan <a href="http://id.wikipedia.org/wiki/Masyarakat" title="Masyarakat">masyarakat</a> kecil dan <a href="http://id.wikipedia.org/wiki/Pedagang" title="Pedagang">pedagang</a>. Dalam pelayanan kesehatan, masalah ini menjadi lebih <a class="new" href="http://id.wikipedia.org/w/index.php?title=Pelik&action=edit&redlink=1" title="Pelik (halaman belum tersedia)">pelik</a>, berhubung dalam manajemen pelayanan kesehatan tidak saja terkait beberapa kelompok manusia, tetapi juga sifat yang khusus dari pelayanan kesehatan itu sendiri.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Salah satu <a class="new" href="http://id.wikipedia.org/w/index.php?title=Tujuan_nasional&action=edit&redlink=1" title="Tujuan nasional (halaman belum tersedia)">tujuan nasional</a> adalah memajukan kesejahteraan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Bangssa&action=edit&redlink=1" title="Bangssa (halaman belum tersedia)">bangssa</a>, yang berarti memenuhi kebutuhan dasar manusia, yaitu pangan, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Sandang&action=edit&redlink=1" title="Sandang (halaman belum tersedia)">sandang</a>, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Pangan" title="Pangan">pangan</a>, <a href="http://id.wikipedia.org/wiki/Pendidikan" title="Pendidikan">pendidikan</a>, kesehatan, <a href="http://id.wikipedia.org/wiki/Lapangan" title="Lapangan">lapangan</a> kerja dan ketenteraman hidup.<sup> </sup>Tujuan pembangunan kesehatan adalah tercapainya kemampuan untuk hidup sehat bagi setiap penduduk, jadi tanggung jawab untuk terwujudnya <a href="http://id.wikipedia.org/wiki/Derajat" title="Derajat">derajat</a> kesehatan yang <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Optimal" title="Optimal">optimal</a> berada di tangan seluruh masyarakat Indonesia, <a href="http://id.wikipedia.org/wiki/Pemerintah" title="Pemerintah">pemerintah</a> dan <a href="http://id.wikipedia.org/wiki/Swasta" title="Swasta">swasta</a> bersama-sama.</div><div> </div><h3 style="text-align: justify;"><span class="editsection"></span> <span class="mw-headline" id="Tujuan_dan_Ruang_Lingkup_Kesehatan_Lingkungan" style="font-weight: normal;">Tujuan dan Ruang Lingkup Kesehatan Lingkungan</span></h3><div style="text-align: justify;"> </div><div style="text-align: justify;">Tujuan dan ruang lingkup kesehatan lingkungan dapat dibagi menjadi dua, secara <a href="http://id.wikipedia.org/wiki/Umum" title="Umum">umum</a> dan secara <a class="new" href="http://id.wikipedia.org/w/index.php?title=Khusus&action=edit&redlink=1" title="Khusus (halaman belum tersedia)">khusus</a>.<sup> </sup>Tujuan dan ruang lingkup secara umum, antara lain:</div><div style="text-align: justify;"> </div><ol style="text-align: justify;"><li>Melakukan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Koreksi&action=edit&redlink=1" title="Koreksi (halaman belum tersedia)">koreksi</a> atau <a class="new" href="http://id.wikipedia.org/w/index.php?title=Perbaikan&action=edit&redlink=1" title="Perbaikan (halaman belum tersedia)">perbaikan</a> terhadap segala bahaya dan <a href="http://id.wikipedia.org/wiki/Ancaman" title="Ancaman">ancaman</a> pada kesehatan dan kesejahteraan hidup manusia.</li>
<li>Melakukan usaha pencegahan dengan cara mengatur sumber-sumber lingkungan dalam upaya meningkatkan derajat kesehatan dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Kesejahteraan_hidup_manusia&action=edit&redlink=1" title="Kesejahteraan hidup manusia (halaman belum tersedia)">kesejahteraan hidup manusia</a>.</li>
<li>Melakukan kerja sama dan menerapkan program <a class="new" href="http://id.wikipedia.org/w/index.php?title=Terpadu&action=edit&redlink=1" title="Terpadu (halaman belum tersedia)">terpadu</a> di antara masyarakat dan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Institusi" title="Institusi">institusi</a> pemerintah serta <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Lembaga" title="Lembaga">lembaga</a> <a class="new" href="http://id.wikipedia.org/w/index.php?title=Nonpemerintah&action=edit&redlink=1" title="Nonpemerintah (halaman belum tersedia)">nonpemerintah</a> dalam menghadapi bencana alam atau wabah penyakit <a class="new" href="http://id.wikipedia.org/w/index.php?title=Menular&action=edit&redlink=1" title="Menular (halaman belum tersedia)">menular</a>.</li>
</ol><div style="text-align: justify;"> </div><div style="text-align: justify;">Adapun tujuan dan ruang lingkup secara khusus meliputi usaha-usaha perbaikan atau pengendalian terhadap lingkungan hidup manusia, yang di antaranya berupa:.</div><div style="text-align: justify;"> </div><ol style="text-align: justify;"><li>Menyediakan air bersih yang cukup dan memenuhi persyaratan kesehatan.</li>
<li>Makanan dan minuman yang diproduksi dalam <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Skala" title="Skala">skala</a> besar dan dikonsumsi secara luas oleh masyarakat.</li>
<li>Pencemaran udara akibat sisa pembakaran <a class="mw-redirect" href="http://id.wikipedia.org/wiki/BBM" title="BBM">BBM</a>, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Batubara" title="Batubara">batubara</a>, kebakaran <a href="http://id.wikipedia.org/wiki/Hutan" title="Hutan">hutan</a>, dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Gas_beracun&action=edit&redlink=1" title="Gas beracun (halaman belum tersedia)">gas beracun</a> yang berbahaya bagi kesehatan dan makhluk hidup lain dan menjadi penyebab terjadinya perubahan <a href="http://id.wikipedia.org/wiki/Ekosistem" title="Ekosistem">ekosistem</a>.</li>
<li><a href="http://id.wikipedia.org/wiki/Limbah" title="Limbah">Limbah</a> cair dan padat yang berasal dari rumah tangga, <a href="http://id.wikipedia.org/wiki/Pertanian" title="Pertanian">pertanian</a>, <a href="http://id.wikipedia.org/wiki/Peternakan" title="Peternakan">peternakan</a>, <a href="http://id.wikipedia.org/wiki/Industri" title="Industri">industri</a>, rumah sakit, dan lain-lain.</li>
<li><a class="new" href="http://id.wikipedia.org/w/index.php?title=Kontrol&action=edit&redlink=1" title="Kontrol (halaman belum tersedia)">Kontrol</a> terhadap <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Arthropoda" title="Arthropoda">arthropoda</a> dan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Rodent" title="Rodent">rodent</a> yang menjadi <a href="http://id.wikipedia.org/wiki/Vektor" title="Vektor">vektor</a> <a href="http://id.wikipedia.org/wiki/Penyakit" title="Penyakit">penyakit</a> dan cara memutuskan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Rantai&action=edit&redlink=1" title="Rantai (halaman belum tersedia)">rantai</a> penularan penyakitnya.</li>
<li><a class="new" href="http://id.wikipedia.org/w/index.php?title=Perumahan&action=edit&redlink=1" title="Perumahan (halaman belum tersedia)">Perumahan</a> dan <a href="http://id.wikipedia.org/wiki/Bangunan" title="Bangunan">bangunan</a> yang layak huni dan memenuhi <a class="new" href="http://id.wikipedia.org/w/index.php?title=Syarat&action=edit&redlink=1" title="Syarat (halaman belum tersedia)">syarat</a> kesehatan.</li>
<li><a class="new" href="http://id.wikipedia.org/w/index.php?title=Kebisingan&action=edit&redlink=1" title="Kebisingan (halaman belum tersedia)">Kebisingan</a>, <a href="http://id.wikipedia.org/wiki/Radiasi" title="Radiasi">radiasi</a>, dan kesehatan kerja.</li>
<li><a href="http://id.wikipedia.org/wiki/Survei" title="Survei">Survei</a> <a href="http://id.wikipedia.org/wiki/Sanitasi" title="Sanitasi">sanitasi</a> untuk perencanaan, pemantauan, dan <a href="http://id.wikipedia.org/wiki/Evaluasi" title="Evaluasi">evaluasi</a> <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Program" title="Program">program</a> kesehatan lingkungan</li>
</ol><div style="text-align: justify;"> </div><h3 style="text-align: justify;"><span class="editsection"></span><span class="mw-headline" id="Tujuan_Pembangunan_Kesehatan" style="font-weight: normal;">Tujuan Pembangunan Kesehatan</span></h3><div style="text-align: justify;"> </div><div style="text-align: justify;">Untuk <a class="new" href="http://id.wikipedia.org/w/index.php?title=Jangka_panjang&action=edit&redlink=1" title="Jangka panjang (halaman belum tersedia)">jangka panjang</a> pembangunan bidang kesehatan diarahkan untuk tercapainya tujuan utama sebagai berikut:</div><div style="text-align: justify;"> </div><ol style="text-align: justify;"><li>Peningkatan kemampuan masyarakat untuk menolong dirinya sendiri dalam <a class="new" href="http://id.wikipedia.org/w/index.php?title=Bidang_kesehatan&action=edit&redlink=1" title="Bidang kesehatan (halaman belum tersedia)">bidang kesehatan</a>.</li>
<li>Perbaikan mutu <a href="http://id.wikipedia.org/wiki/Lingkungan_hidup" title="Lingkungan hidup">lingkungan hidup</a> yang dapat menjamin kesehatan.</li>
<li>Peningkatan status <a class="new" href="http://id.wikipedia.org/w/index.php?title=Gizi_masyarakat&action=edit&redlink=1" title="Gizi masyarakat (halaman belum tersedia)">gizi masyarakat</a>.</li>
<li>Pengurangan kesakitan (<a href="http://id.wikipedia.org/wiki/Morbiditas" title="Morbiditas">morbiditas</a>) dan kematian (<a href="http://id.wikipedia.org/wiki/Mortalitas" title="Mortalitas">mortalitas</a>).</li>
<li>Pengembangan keluarga sehat sejahtera, dengan makin diterimanya <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Norma" title="Norma">norma</a> keluarga kecil yang bahagia dan sejahtera.</li>
</ol><div style="background-color: white; color: black; text-align: justify;"><br />
</div><div style="background-color: white; color: black; text-align: justify;"><sup class="reference" id="cite_ref-4"><a href="http://id.wikipedia.org/wiki/Kesehatan#cite_note-4"></a></sup></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-40558635324217045632011-06-01T21:47:00.000-07:002011-06-01T21:47:48.874-07:00Tutorial dan Download Aplikasi HJSplitPengertian HJSplit<br />
HJSplit adalah sebuah program untuk memecah suatu file yang berukuran besar menjadi bagian-bagian kecil dalam waktu yang jauh lebih cepat dibandingkan melakukannya dengan Split Rar. Dimana HJSplit ini jg bisa digunakan untuk mengembalikannya seperti semula ^^ <br />
<br />
Mendownload HJSPLIT<br />
Sebenarnya ada banyak HJSplit yang ada di indowebster ^^ tp link dibawah ada link HJ Split yg saya upload ^^<br />
http://www.indowebster.com/Hj_Split__4.html<br />
<br />
Cara penggunaan HJSplit<br />
<br />
Utk melakukan SPLIT (memisahkan file besar ke file2 kecil ^^ )<br />
1. Double klik program HJSplit.exe (ga usah install)<br />
2. Klik Split<br />
3. Klik input file dan browse file yang hendak dipecah<br />
4. Klik output file bila ingin meletakkan hasil pisahannya di folder lain (tidak wajib di klik)<br />
5. Tentukan Split file size ^^<br />
6. Tekan start :D<br />
7. setelah split complete :D close deh :D gampang kan? ^^<br />
<br />
Utk melakukan JOIN (menggabungkan file hasil dari pecahan HJ Split ^^ )<br />
1. Double klik program HJSplit.exe (ga usah install)<br />
2. Klik Join<br />
3. Klik input file dan browse file yang hendak digabung (cukup file yg berekstensi .001 dan sisanya akan langsung diekstrak otomatis ^^ tapi yakinkan semua file .001 sampai .00X berada pada folder yang sama)<br />
4. Klik output file bila ingin meletakkan hasil gabungannya di folder lain (tidak wajib di klik)<br />
5. Tekan start :D<br />
6. setelah join complete :D close deh :D gampang kan? ^^<br />
<br />
Mengupload file HJSplit ke IDWS<br />
<br />
kalau mau upload ke IDWS... rename filenya.. buntutnya dikasi .rar dan di keterangan kasi tulisan hilangkan .rar menjadi .001 kemudian gabung dg HJSplit <br />
<br />
<br />
Menggabung file2 di IDWS yang menggunakan HJ Split<br />
<br />
biasanya uploader hanya me rename file hasil HJ split menjadi .rar. Misalnya Ultraman.avi.001.rar<br />
jadi setelah kamu download file tersebut... cukup rename menjadi Ultraman.avi.001 dan cuekin aja klo ada warning file akan damage ^^ kemudian gabung dg HJ Split ^^<br />
<br />
<br />
Contoh nama file HJSplit<br />
Ingin memecah Ultraman.avi menjadi 3 bagian. sehingga file yang terbentuk adalah<br />
Ultraman.avi.001<br />
Ultraman.avi.002<br />
Ultraman.avi.003<br />
atau secara global<br />
NamaFile.TipeFile.001<br />
NamaFile.TipeFile.002<br />
NamaFile.TipeFile.003<br />
<br />
jadi kalau kalian mau join, rename namanya seperti di contoh. <br />
<br />
<br />
Kenapa saya masih gagal menggabungkan file nya??<br />
<br />
1. Urutan me rename filenya salah. Benar2 harus di rename sesuai urutan asli.<br />
2. di folder option windows explorer --> view.. jangan centang yang "hide extension for known files" krn nanti nya rar nya ga akan ke rename :) jd tetep dianggap rar :) <br />
3. Ada file yg corrupt saat di download<br />
4. Anda menggabungkan file yang bukan hasil split hj split (cth : menggabungkan file hasil download youtube)<br />
<br />
Troubleshooting (bagi yg merasa masih bermasalah.. silahkan baca postingan dibawah ini ^^ )<br />
http://www.indowebster.web.id/showthread.php?p=503206#post503206<br />
Pastikan saat anda merename urutannya sama seperti asli. Misal jangan sampai aslinya Ultraman.Avi.001 anda rename menjadi Ultraman.Avi.002. Karena file menjadi tidak akan terbaca ;)<br />
<br />
Apa itu tombol CHECKSUM?<br />
<br />
checksum itu utk ngecek antara file original ama file hasil gabungan dr pecahan file original, punya nilai checksum yg sama ga. klo sama berarti "kemungkinan besar" join berhasil dan file ga corrupt :)<br />
<br />
Download Aplikasi klick: <a href="http://www.fileserve.com/file/eGR9Dk5">Hjsplit</a>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-53094371602667046112011-06-01T21:41:00.000-07:002011-06-01T21:42:43.439-07:00Metodologi Statistika<div class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level2 lfo2; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></b></div><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Dalam penyelesaian suatu persoalan secara statistik harus digunakan pendekatan ilmiah yang terdiri dari beberapa tahap. Bila salah satu tahap diabaikan, maka hasil akhirnya dapat menjadi tidak sahih dan tidak tepat. Tahap-tahap dalam statistik adalah :</span><br />
</div><div class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; tab-stops: list 21.3pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">1.<span style="font: 7pt "Times New Roman";"> </span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Mengidentifikasi persoalan</span></i></b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span></div><div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Pertama kali persoalan yang dihadapi harus difahami dan didefinisikan dengan benar. Pada tahap ini informasi kuantitatif sangat bermanfaat. </span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Tahap ini termasuk dalam </span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">perencanaan penelitian,hal ini diperlukan sebagai pedoman dalam mengumpulkan data kasar secara terarah dan ekonomis sehingga peneliti mengerti betul pokok persoalan yang menjadi objek penelitian.</span><br />
</div><div class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; tab-stops: list 21.3pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">2.<span style="font: 7pt "Times New Roman";"> </span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Mengumpulkan data atau fakta-fakta yang ada</span></i></b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Data harus dikumpulkan dengan tepat dan selengkap mungkin serta berhubungan dengan persoalan yang dihadapi. </span><br />
</div><div class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; tab-stops: list 21.3pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">3.<span style="font: 7pt "Times New Roman";"> </span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Mengumpulkan data asli yang baru</span></i></b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Seringkali data yang diperlukan tidak tersedia pada sumber-sumber yang ada, karena itu harus dikumpulkan sendiri (misalnya survey, kuestioner, dll).</span><br />
</div><div class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; tab-stops: list 21.3pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">4.<span style="font: 7pt "Times New Roman";"> </span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Klasifikasi data</span></i></b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Setelah data dikumpulkan, data dan fakta dikelompokkan sesuai dengan tujuan studi. Mengidentifikasi data berdasarkan kemiripan sifat-sifatnya dan menyusunnya ke dalam kelompok-kelompok dinamakan klasifikasi. Tahap ini termasuk dalam tahap pengolahan data.</span></div><div class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; tab-stops: list 21.3pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">5.<span style="font: 7pt "Times New Roman";"> </span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Penyajian Data</span></i></b></div><div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Ringkasan informasi disajikan dalam bentuk tabel, diagram, dan ukuran-ukuran deskriptif seperti rata-rata dan dispersi, dll.</span><br />
</div><div class="MsoNormal" style="margin-left: 21.3pt; mso-list: l1 level1 lfo1; tab-stops: list 21.3pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">6.<span style="font: 7pt "Times New Roman";"> </span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Analisis Dat</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;">a dan Penarikan Kesimpulan</span></i></b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Penganalisisan data merupakan proses pemilihan metode yang tepat yang sesuai dengan tujuan penelitian. Hasil dari analisis diinterpretasikan sehingga data yang terkumpul tersebut dapat memberikan gambaran mengenai penelitian yang dilakukan.</span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Jika data dikumpulkan dari sampel (bukan populasi), maka berdasarkan ukuran-ukuran deskriptif yang telah dihitung, dilakukan pendugaan parameter populasi dan pengujian asumsi parameter atau ciri-ciri populasi. Pendugaan dan pengujian nilai parameter populasi berdasa</span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;">r</span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">kan informasi dari sampel merupakan unsur utama dalam statistik inferensi. Kemudian analisis menafsirkan hasil pendugaan dan membuat kesimpulan atas hasil pengujian. </span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-52574105369675431562011-06-01T21:24:00.000-07:002011-06-01T21:34:50.809-07:00Arti dan Lingkup Statistik dan Statistika<div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 18pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistik </span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">(Statistic)</span></i></b><span lang="SV" style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><br />
<span lang="SV" style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Banyak persoalan, apakah hasil penelitian, riset ataupun pengamatan, baik yang dilakukan khusus ataupun berbentuk laporan, dinyatakan dan dicatat dalam bentuk angka atau bilangan.</span><span lang="SV" style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><br />
<span lang="SV" style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Kumpulan</span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">angka sering disusun, diatur, atau disajikan dalam bentuk daftar</span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;">/</span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">tabel. Sering pula daftar</span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;">/</span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> tabel disertai dengan gambar yang biasanya disebut diagram</span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;">/</span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">grafik supaya bisa menjelaskan lagi tentang persoalan yang dipelajari.</span><br />
<span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span></i></b><br />
<b><i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistik</span></i></b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> adalah <i style="mso-bidi-font-style: normal;">penggunaan data kuantitatif yang menyatakan kumpulan data, bilangan maupun non bilangan yang disusun dalam bentuk tabel dan atau diagram, yang melukiskan atau menggambarkan persoalan</i>.</span><br />
<span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistik juga dipakai untuk menyatakan ukuran sebagai wakil dari kumpulan data</span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;">.</span><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span></b><br />
<b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Contoh 1.3</span></b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span><br />
<span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistik penduduk, statistik kelahiran, statistik pendidikan, dsb.</span><br />
<span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Dalam hal ini, statistik menunjuk pada informasi tentang bermacam-macam kegiatan dalam bentuk angka.</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 18pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistika </span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">(Statistics)</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span></i></b><br />
<b><i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistika</span></i></b><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> adalah <i style="mso-bidi-font-style: normal;">pengetahuan yang berkaitan dengan cara-cara pengumpulan, penyajian, analisis, dan penggunaan data numerik untuk membuat kesimpulan dan keputusan berdasarkan kumpulan data dan analisis yang dilakukan dalam keadaan ketidakpastian di bidang ekonomi, bisnis, ilmu pengetahuan sosial serta ilmu pengetahuan alam</i>.</span><br />
<span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Sebagai suatu bidang studi, statistika mempunyai empat bagian utama, yaitu : </span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -10.9pt;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">-<span style="font: 7pt "Times New Roman";"> </span></span><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">statistik deskriptif</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -10.9pt;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">-<span style="font: 7pt "Times New Roman";"> </span></span><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> probabilitas</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -10.9pt;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">-<span style="font: 7pt "Times New Roman";"> </span></span><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">analisis pengambilan keputusan</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"></span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -10.9pt;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">-<span style="font: 7pt "Times New Roman";"> </span></span><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">statistik inferensi</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">.</span><b><i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span></i></b><br />
<ul><li><b><i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> Statistik Deskriptif</span></i></b></li>
</ul></div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 18pt; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistik Deskriptif</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> berhubungan dengan <i style="mso-bidi-font-style: normal;">peringkasan seperangkat data dan penyajiannya </i></span><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">ke dalam bentuk yang dapat dipahami (</span></i><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">lebih menekankan pada teknik pengumpulan, pengolahan, penyajian dan penganalisisan data kuantitatif secara deskriptif guna memberikan gambaran yang teratur mengenai suatu persoalan)</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">. Perhitungan rata-rata dan distribusi frekuensi, angka indeks, dan analisis time series merupakan pokok-pokok bahasan dalam statistik deskriptif</span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;">.</span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> </span></i></b><b><i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Probabilitas</span></i></b></div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 18pt; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Probabilitas</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> adalah <i style="mso-bidi-font-style: normal;">suatu angka yang mengukur frekuensi relatif dari suatu kejadian dalam jangka panjang atau menunjukkan suatu tingkat kepercayaan</i>. Pemakaian konsep-konsep probabilitas menjadi dasar</span><span style="font-family: "Book Antiqua","serif"; font-size: 11pt;">/</span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">landasan dalam mempelajari teori keputusan secara statistik dan statistik inferensi.</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"><ul><li><span lang="SV" style="font-family: Wingdings; font-size: 11pt;"><span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Teori keputusan secara statistik</span></b></li>
</ul></div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 18pt; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Analisis keputusan secara statistik</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;"> berhubungan dengan <i style="mso-bidi-font-style: normal;">pengambilan keputusan bila alternatif-alternatif tindakan diketahui, akan tetapi hasil dari masing-masing tindakan berbeda-beda</i>. Analisis keputusan secara statistik akan memberikan jawaban yang paling baik dalam situasi yang tidak pasti atau penuh resiko.</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"><ul><li><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistik Inferensi</span></b></li>
</ul></div><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-left: 18pt; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">Statistik Inferensi </span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">adalah <i style="mso-bidi-font-style: normal;">suatu pernyataan mengenai suatu populasi yang didasarkan pada informasi dari sampel random yang diambil dari populasi itu (</i></span><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">tidak hanya menekankan pada teknik pengumpulan, pengolahan, penyajian dan penganalisisan data saja, tetapi juga teknik penarikan kesimpulan dan pembuatan keputusan yang dapat dipertanggungjawabkan)</span></i><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 11pt;">.</span></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-74029439839897294642011-05-31T06:13:00.000-07:002011-05-31T06:13:00.533-07:00Panduan Microsoft Office<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4pasEeHex66RwvYQtzflDzZSSaUCNkC7npcIqSmMMAwWt6XimMk5-CPLlyyh_NUGbXcRxXSVJfJ-La5EtZ-Tx0xwAoa9tBAI2GS2jtXjgSFgwhJNzu33qRf9Mpd1Ny3E0OOoQWI73JSKY/s1600/office.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4pasEeHex66RwvYQtzflDzZSSaUCNkC7npcIqSmMMAwWt6XimMk5-CPLlyyh_NUGbXcRxXSVJfJ-La5EtZ-Tx0xwAoa9tBAI2GS2jtXjgSFgwhJNzu33qRf9Mpd1Ny3E0OOoQWI73JSKY/s1600/office.jpg" /></a></div><div style="text-align: justify;"><span>Microsoft sebagai pengembang microsoft office telah Lengkap Dari Yang menyediakan tutorial cara penggunaan Tentang microsoft office Aplikasi Mulai Dari versi MS office 2010, 2007 hingga 2003.</span> <span> Tutorial tersebut berisi Tentang PANDUAN KESAWAN terkait masih berlangsung menggunakan program akses microsoft office Aplikasi Pembongkaran, excel, word, powerpoint, Visio, dll.</span> </div><div style="text-align: justify;"> <span> Berikut adalah detail Suami Dari tutorial MS kantor Yang Bisa anda dapatkan gratis Secara Secara Langsung Dari Microsoft:</span></div><div style="text-align: justify;"><span> </span> </div><div style="text-align: justify;"> <span> 1.</span> <span> PANDUAN Microsoft Office 2010</span> </div><div style="text-align: justify;"> <span> Aplikasi kantor Yang diajarkan KESAWAN PANDUAN menggunakan microsoft office 2010 Suami lain ANTARA: Microsoft Access 2010, Excel 2010, OneNote 2010, Outlook 2010, Powerpoint 2010, Project 2010, SharePoint 2010, SharePoint Workspace 2010, Visio 2010 Serta Microsoft Word 2010.</span></div><div style="text-align: justify;"><span> </span> </div><div style="text-align: justify;"> <span> 2.</span> <span> PANDUAN Microsoft Office 2007</span> </div><div style="text-align: justify;"> <span> PANDUAN di menggunakan MS office 2007, anda Bisa belajar ditempatkan penggunaan Aplikasi Dari microsoft office 2007 meliputi: Microsoft Access 2007, Communicator 2007, Excel 2007, Live Rapat 2007, OneNote 2007, Outlook 2007, PowerPoint 2007, Project 2007, Publisher 2007, Sharepoint Server 2007, Visio 2007, Serta kata MS 2007.</span></div><div style="text-align: justify;"><span> </span> </div><div style="text-align: justify;"> <span> 3.</span> <span> PANDUAN Microsoft Office 2003</span> </div><div style="text-align: justify;"> <span> * Bagi anda Yang menggunakan microsoft office 2003 dan Masih Ingin belajar cara mengoperasikannya, Masih Juga menyediakan tutorialnya ANTARA microsoft lain menggunakan akses microsoft tutorial 2003, excel 2003, FrontPage 2003, InfoPath 2003, OneNote 2003, Outlook 2003, PowerPoint 2003, Publisher 2003, Visio 2003 , kata microsoft Serta 2003.</span></div><div style="text-align: justify;"><span> </span> </div><div style="text-align: justify;"> <span> Microsoft telah memberikan doa alternatif cara BAGI anda untuk mempelajari PANDUAN tersebut, Melihat tutorial tersebut yaitu online KESAWAN Secara Bentuk video tutorial atau mendownload tutorial anda inginkan Yang KESAWAN Bentuk file PowerPoint (ppt.).</span> </div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-37633405037862592332011-05-24T02:38:00.000-07:002011-05-24T02:38:16.035-07:00Trik Download dan Mengakali Rapidshare<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Sebagian besar file yang ada di pusatgratis ini berada di server rapidshare yang merupakan server file hosting terbesar dan terpopuler di dunia. Rapidshare menyediakan account premium sekaligus memungkinkan account free user untuk mendownload file yang ada.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Jika anda mempunyai account premium rapidshare tidaklah menjadi masalah untuk mendownload berbagai macam file yang anda inginkan. Namun jika anda tidak memiliki account premium atau dalam artian anda mendownload sebagai free user, maka anda akan mengalami berbagai macam batasan dalam mendownload file dari rapidshare antara lain anda hanya diperbolehkan mendownload satu file dalam jangka waktu tertentu, anda harus menunggu beberapa detik (waiting time) sebelum download button ditampilkan serta batasan kecepatan download. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Namun batasan rapidshare tersebut ternyata bisa kita hindari jika kita mengerti bagaimana trik download dan trik mengakali rapidshare. Untuk mempermudah dan menambah kenyamanan bagi anda yang ingin mendownload file di pusatgratis yang berasal dari rapidshare, maka berikut ini kami tunjukkan trik download dan mengakali rapidshare yang telah kami temukan dari banyak sumber agar proses download anda menjadi cepat dan nyaman :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">1. Mempercepat download rapidshare Menggunakan Situs Rapidshare leecher</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Cara termudah mendownload dari rapidshare adalah dengan menggunakan situs - situs rapidshare leecher. Dengan menggunakan situs rapidshare leecher ini anda akan bisa mendownload layaknya premium user. Anda hanya perlu mencopy link download rapidshare anda di kolom yang telah disediakan dan klik tombol download / get premium link, maka anda bisa mendownloadnya dengan kecepatan maksimal layaknya premium user.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Anda bisa mencari berbagai macam situs yang menyediakan layanan leech rapidshare dengan mengetikkan “rapid leech“, atau “rapidshare leecher” , atau “rapidshare leech” di search engine google. Namun karena rata - rata situs leech rapidshare ini tidak bertahan lama, maka anda harus rajin - rajin mencari situs leech yang masih aktif dan bisa digunakan. Salah satu situs leech yang saai ini masih aktif dan bisa digunakan misalnya adalah http://www.nbe-media.com/download/ yang bisa anda gunakan untuk download file rapidshare hingga 150 mb.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Situs leech ini pun terkadang membatasi anda untuk mendownload beberapa file saja dalam jangka waktu tertentu, namun tentunya anda bisa mengakali situs leech ini dengan menggunakan proxy :P</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">2. Menghilangkan waiting time rapidshare yang membosankan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Memang trik berikut ini adalah trik lama yang kami temukan dari situs sebelah, namun tidak ada salahnya anda mencobanya. Caranya adalah silahkan anda paste link download rapidshare di browser mozilla firefox anda. Setelah itu pilih free user. Saat muncul detik waiting time hitungan mundur, paste kan kode “ javascript:alert(c=0) ” (tanpa tanda kutip) ke browser anda. Jika anda berhasil maka waiting time akan langsung 0 dan akan langsung keluar tombol download file anda. Beberapa kali kami mencoba trik ini, beberapa kali pula kami berhasil dan beberapa kali pula trik ini gagal. namun apa salahnya untuk mencoba :)</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">3. Mendownload banyak file tanpa harus menunggu jeda waktu yang membosankan antar download</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Trik 1</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Jika kita telah mendownload file dan ingin mendownload lagi, maka biasanya rapidshare akan memblock dan memberi informasi bahwa kita harus menunggu beberapa menit sebelum mendownload lagi. Hal ini dikarenakan oleh karena IP kita telah tercatat oleh rapidshare. Hal itu bisa kita hinfari dengan cara berikut ini :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">1. Copy link rapidshare yang ingin anda download</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">2. Klik Start > Run > dan ketik CMD</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">3. setelah muncul command prompt, ketikkan satu per satu perintah berikut ini :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"> ipconfig / flushdns</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"> ipconfig / release</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"> ipconfig / renew</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"> exit</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">3. buka browser dan clear cache dan cookiesnya</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">4. Paste kan link rapidshare tadi dan silahkan download lagi sepuasnya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">5. Ulangi trik ini jika anda ingin mendownload file lagi dari rapidshare tanpa harus menunggu jeda waktu antar download.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">alternatif :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">selain perintah diatas, anda juga bisa menggunakan perintah berikut ini dengan langkah - langkah yang sama seperti di atas :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">@echo off</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">echo ipconfig /flushdns</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">ipconfig /flushdns</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">echo ipconfig /release</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">ipconfig /release</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">echo ipconfig /renew</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">ipconfig /renew</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">exit</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Catatan :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">1. Trik ini hanya berlaku untuk pengguna dynamic IP semisal speedy paket 50 jam atau paket 1 GB, dan tidak bisa digunakan untuk pengguna static IP semisal speedy unlimited</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">2. Perintah ipconfig / flushdns digunakan untuk membersihkan cookies IP public yang tercatat di router / ISP anda</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">3. Perintah ipconfig / release digunakan untuk melepas penggunaan ip public anda</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">4. Perintah ipconfig / renew digunakan untuk menggunakan kembali ip public yang nantinya akan dikira server menjadi ip yang berbeda.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Trik 2 </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Menggunakan proxy gratisan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">1. Anda bisa menggunakan proxy gratisan yang bisa anda dapatkan di proxy4free</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">2. Anda pilih salah satu proxy dan port yang ingin anda gunakan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">3. Buka mozilla > klik tools > options > pada tab advance > klik subtab network > klik setting</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">4. Ubah no proxy menjadi manual proxy configuration dan masukkan proxy beserta port nya di tempat yang telah disediakan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">5. centang tanda “use this proxy server for all protokols”</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">6. Klik ok, kemudian clear cache dan cookies dan silahkan anda download lagi. Anda harus berganti - ganti proxy setiap kali download jika anda tidak ingin menunggu jeda waktu antar download yang begitu lama dan membosankan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">4. Mengakali di blocknya situs rapidshare di kantor atau lingkungan anda.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Rapidshare yang merupakan situs file sharing terbesar dan terlengkap membuat terkadang rapidshare di block di tempat - tempat umum untuk menghemat bandwidth dan mencegah penyedotan bandwidth karena download dari rapidshare. Tempat - tempat yang biasanya memblock situs rapidshare antara lain kantor, lokasi pendidikan seperti sekolah maupun kampus serta lokasi - lokasi umum lainnya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Jika tempat berinternet anda merupakan tempat yang termasuk memblokir akses ke situs rapidshare, jangan khawatir karena ada trik khusus untuk mengatasi dan mengakalinya. Berikut ini akan kami jelaskan trik tersebut kepada anda :</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">1. Buka Browser mozilla firefox anda.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">2. Download dan install add on download rapidshare@office disini </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">3. untuk proses download dan install add on tersebut maka anda diharuskan register di situs resmi mozilla terlebih dahulu, namun anda tidak perlu khawatir karena proses registrasinya sangat mudah dan tentu saja Gratis :)</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">4. Setelah anda install add on tersebut, maka anda sudah bisa surfing ke situs rapidshare yang telah di block oleh administrator jaringan anda</span></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-15121176752593502932011-05-24T01:33:00.003-07:002011-05-24T01:36:55.195-07:00Obat Anti Depresi<div class="MsoNormal" style="background: white; line-height: normal; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="background: white; line-height: normal; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sinonim dari obat anti depresi yaitu thymoleptics psychic energizers, antidepresan. Penggolongan obat anti depresan dapat dilihat pada table di bawah ini:</span></div><div class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Tabel 1. Penggolongan obat anti depresan</span></div><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 4.65pt; width: 553px;"><tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td nowrap="nowrap" style="border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 29.0pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">No.</span></div></td> <td nowrap="nowrap" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 95.0pt;" valign="top" width="127"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Golongan</span></div></td> <td nowrap="nowrap" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="top" width="129"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Obat</span></div></td> <td nowrap="nowrap" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="top" width="131"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sediaan</span></div></td> <td nowrap="nowrap" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="top" width="128"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dosis Terapi</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;"> <td nowrap="nowrap" rowspan="2" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 29.0pt;" valign="top" width="39"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1.</span></div></td> <td nowrap="nowrap" rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 95.0pt;" valign="top" width="127"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Trisiklik (TCA)</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="bottom" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Amitriptilin</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 25 mg</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">75-150 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;"> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="bottom" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Imipramin</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 25 mg</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">75-150 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;"> <td nowrap="nowrap" rowspan="5" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 29.0pt;" valign="top" width="39"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">2.</span></div></td> <td nowrap="nowrap" rowspan="5" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 95.0pt;" valign="top" width="127"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">SSRI</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="bottom" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sentralin</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 50 mg</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">50-150 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;"> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="bottom" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Fluvoxamin</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 50 mg</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">50-100 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;"> <td nowrap="nowrap" rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="top" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Fluoxetin</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kapsul 20 mg</span></div></td> <td nowrap="nowrap" rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="top" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">20-40 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;"> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kaplet 20 mg</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;"> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="bottom" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Paroxetin</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 20 mg</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">20-40 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 29.0pt;" valign="bottom" width="39"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">3.</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 95.0pt;" valign="bottom" width="127"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">MAOI</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="bottom" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Moclobemide</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 150 mg</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">300-600 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9;"> <td nowrap="nowrap" rowspan="5" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 29.0pt;" valign="top" width="39"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">4.</span></div></td> <td nowrap="nowrap" rowspan="5" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 95.0pt;" valign="top" width="127"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Atypical</span></i></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="bottom" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mianserin</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 10, 30 mg</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">30-60 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 10;"> <td nowrap="nowrap" rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="top" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Trazodon</span></div></td> <td nowrap="nowrap" rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="top" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 50, 100 mg</span></div></td> <td nowrap="nowrap" style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">75-150 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 11;"> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">dosis terbagi</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 12;"> <td nowrap="nowrap" rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 97.0pt;" valign="top" width="129"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Maprotilin</span></div></td> <td nowrap="nowrap" style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tablet 10, 25, 50,</span></div></td> <td nowrap="nowrap" style="border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">75-150 mg/hari</span></div></td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 13; mso-yfti-lastrow: yes;"> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.0pt;" valign="bottom" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">75 mg</span></div></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 96.0pt;" valign="bottom" width="128"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">dosis terbagi</span></div></td> </tr>
</tbody></table><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Mekanisme Kerja</span></b></div><div class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Mekanisme kerja dari obat anti depresan adalah menghambat reuptakeaminergik neurotransmitter, menghambat penghancuran oleh enzim “monoamineoksidase” sehingga terjadi peningkatan jumlah aminergik neurotransmitter padasinaps neuron di susunan saraf pusat.</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Indikasi</span></b></div><div class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Gejala sasaran dari obat ini ialah sindrom depresi. Butir-butir diagnostik sindrom depresi sebagai berikut:</span></div><div class="MsoListParagraphCxSpFirst" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Selama paling sedikit 2 minggu dan hampir setiap hari mengalami:</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Rasa hati murung.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Hilang rasa minat dan rasa senang.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Kurang tenaga hingga mudah lelah dan kendur kegiatan.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Keadaan di atas disertai gejala-gejala:</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Penurunan konsentrasi pikiran dan perhatian.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Pengurangan rasa harga diri dan percaya diri.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Pikiran perihal dosa dan diri tidak berguna lagi.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Pandangan suram dan pesimistik terhadap masa depan.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">5.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Gagasan atau tindakan mencederai diri/bunuh diri.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">6.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Gangguan tidur.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1.0cm;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">7.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Pengurangan nafsu makan.</span></div><div class="MsoListParagraphCxSpLast" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Hendaya dalam fungsi kehidupan sehari-hari bermanifestasi dalam gejalapenurunan kemampuan bekerja, hubungan social dan melakukan kegiatan rutin.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Kontraindikasi</span></b></div><div class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Kontraindikasi dari obat anti depresan adalah penyakit jantung koroner,glaukoma, retensi urin, hipertrofi prostat, gangguan fungsi hati, epilepsy, penggunaanbersama obat lithium</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Efek Samping </span></b></div><div class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Efek samping obat anti depresi dapat berupa:</span></div><div class="MsoListParagraphCxSpFirst" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Sedasi (rasa mengantuk, kewaspadaan berkurang, kinerja psikomotor menurun,kemampuan kognitif menurun dll).</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Efek antikolinergik (mulut kering, retensi urin, penglihatan kabur, konstipasi,sinus takikardia dll).</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Efek antiadrenergik alfa (perubahan EKG, hipotensi).</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Efek neurotoksis (tremor halus, gelisah, agitasi, insomnia).</span></div><div class="MsoListParagraphCxSpLast" style="margin-left: 21.3pt; mso-add-space: auto; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Pada keadaan overdosis/intoksikasi trisiklik dapat timbul “Atropine ToxicSyndrome” dengan gejala eksitasi SSP, hipertensi, hiperpireksia, konvulsi, toxicconfusional state (confusion delirium disorientation).</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Interaksi Obat</span></b></div><div class="MsoListParagraphCxSpFirst" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Interaksi antara obat golongan trisiklik dan haloperidol/phenothiazine dapatmengurangi kecepatan ekskresi dari trisiklik (kadar dalam plasma meningkat).Terjadi potensial efek antikolinergik (ileus paralitik, disuria, gangguan absorpsi).</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Interaksi obat SSRI/TCA dengan MAOI menimbulkan Serotonin MalignantSyndrome dengan gejala-gejala gastrointestinal distress (mual, muntah, diare),agitasi, gelisah.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Interaksi golongan MAOI dan obat simpatomimetik menimbulkan efek potensiasiyang dapat mengarah ke krisis hipertensi, dimana ada resiko terjadinya seranganstroke.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Interaksi MAOI dan senyawa mengandung tyramine mengakibatkan terjadinyakrisis hipertensi dengan adanya resiko serangan stroke pada pasien usia lanjut.</span></div><div class="MsoListParagraphCxSpLast" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -21.3pt;"><span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 115%;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Interaksi obat anti depresi dengan depresi SSP menimbulkan sedasi dan penekananterhadap pusat napas, resiko timbulnya gagal napas.</span></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com14tag:blogger.com,1999:blog-7534451101600986317.post-16098385702432414532011-05-23T05:31:00.000-07:002011-05-25T04:14:38.151-07:00ANALISIS dan RANCANGAN SISTEM INFORMASI<div style="text-align: justify;">Analisis Sistem </div><div class="MsoNormal" style="text-align: justify;">Definisi Analisis Sistem </div><div class="MsoNormal" style="text-align: justify;">Penguraian dari suatu Sistem Informasi yang utuh ke dalam bagian-bagian komponennya dengan maksud untuk mengidentifikasikan dan mengevaluasi permasalahan, kesempatan, hambatan yang terjadi dan kebutuhan yang diharapkan sehingga dapat diusulkan perbaikannya</div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Analisis sistem </div><div class="MsoNormal" style="text-align: justify;">Tahap analisis merupakan tahap yang paling kritis dan sangat penting, karena kesalahan di tahapan ini akan menyebabkan kesalahan di tahap selanjutnya </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Hasil dari analisis sistem adalah:</div><div class="MsoNormal" style="text-align: justify;">laporan yang dapat menggambarkan sistem yang telah dipelajari dan diketahui bentuk permasalahannya serta rancangan sistem baru yang akan dibuat atau dikembangakan.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Tujuan Analisis Sistem </div><ul style="text-align: justify;"><li>Memberikan pelayanan kebutuhan informasi kepada fungsi manajerial di dalam pengendalian pelaksanaan kegiatan operasional perusahaan </li>
<li>Membantu para pemngambil keputusan </li>
<li>Mengevaluasi sistem yang telah ada </li>
<li>Merumuskan tujuan yang ingin dicapai berupa pengolahan data maupun pembuatan laporan baru </li>
<li>Menyusun suatu tahap rencana pengembangan sistem </li>
<li>Yang perlu diperhatikan oleh sistem analis </li>
<li>Mempelajari permasalahan yang ada secara terinci </li>
<li>Menentukan pendekatan yang akan digunakan dalam memecahkan masalah </li>
<li>Membuat suatu pertimbangan apakah perlu atau tidak menggunakan cara komputerisasi </li>
</ul><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Langkah-langkah </div><ol start="1" style="margin-top: 0cm; text-align: justify;" type="1"><li class="MsoNormal">Mengidentifikasi masalah </li>
</ol><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span>Mengidentifikasi penyebab masalah </div><ol start="2" style="margin-top: 0cm; text-align: justify;" type="1"><li class="MsoNormal">Analisis sistem </li>
</ol><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span>Mengidentifikasi solusi dari masalah </div><ol start="3" style="margin-top: 0cm; text-align: justify;" type="1"><li class="MsoNormal">Analisis Kebutuhan </li>
</ol><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Mengidentifikasi data apa dan proses apa yang dibutuhkan pada sistem baru.</span></div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Menentukan kebutuhan fungsional dan non-fungsional dari sistem baru.</span></div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span lang="ES"> </span><span lang="ES"></span> </div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">KEBUTUHAN FUNGSIONAL </div><div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">Menunjukkan <b>what</b> the system should do. </div><div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">Menunjukkan fasilitas apa yang dibutuhkan serta aktivitas apa saja yang terjadi dalam sistem baru. </div><div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">Kebutuhan fungsional mencakup:</div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span>Fungsi deskripsi kebutuhan </div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span>Laporan baik hardcopy maupun softcopy </div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span>Updating dan query online </div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span>Penyimpanan data, pencarian kembali dan transfer data</div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><br />
</div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"></div><div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">KEBUTUHAN NON FUNGSIONAL </div><div class="MsoNormal" style="margin-left: 36pt; text-align: justify;">Kebutuhan Non Fungsional mencakup:</div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Waktu respon</span></div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Rata-rata waktu untuk kegagalan </span></div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Kebutuhan keamanan</span></div><div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "Arial","sans-serif";">–<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN">Akses untuk pengguna yang tidak punya hak.</span><br />
</div><div class="MsoNormal" style="text-align: justify;">Penjelasan Materi <a href="http://www.fileserve.com/file/Mz4h4GH">Download</a> Modul : <a href="http://www.fileserve.com/file/Mz4h4GH">Perancangan Sistem Informasi</a></div>smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0tag:blogger.com,1999:blog-7534451101600986317.post-76211034409491687642011-05-23T05:19:00.000-07:002011-05-24T01:21:44.421-07:00PENGENALAN DASAR HTMLPengenalan HTML (Hypertext Markup Language) <br />
A. World Wide Web <br />
Internet merupkan jaringan global yang menghubungkan suatu network dengan network lainya di seluruh dunia, TCP/IP menjadi protocol penghubung antara jaringan-jaringan yang beragam di seluruh dunia untuk dapat berkomunikasi. World Wide Web (WWW) merupakan bagian dari internet yang paling cepat berkembang dan paling populer. WWW bekerja merdasarkan pada tiga mekanisme berikut: <br />
• Protocol standard aturan yang di gunakan untuk berkomunikasi pada computer networking, Hypertext Transfer Protocol (HTTP) adalah protocol untuk WWW. <br />
• Address WWW memiliki aturan penamaan alamat web yaitu URL(Uniform Resource Locator) yang digunakan sebagai standard alamat internet. <br />
• HTML digunakan untuk membuat document yang bisa di akses melalui web. <br />
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B. Pengenalan HTML <br />
Hypertext Markup Language merupkan standard bahasa yang di gunakan untuk menampilkan documentweb, <br />
yang bisa anda lakukan dengan HTML yaitu: <br />
• Mengontrol tampilan dari web page dan contentnya. <br />
• Mempublikasikan document secara online sehingga bisa di akses dari seluruh dunia. <br />
• Membuat online form yang bisa di gunakan untuk menangani pendaftaran, transaksi secara online. <br />
• Menambahkan object-object seperti image, audi, video dan juga java applet dalam document HTML.<br />
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C. Browser dan Editor <br />
Browser <br />
Browser merupakan software yang di install di mesin client yang berfungsi untuk menterjemahkan tag-tag HTML menjadi halaman web. Browser yang sering di gunakan biasanya Internet Explorer, Netscape Navigator dan masih banyak yang lainya. <br />
<br />
D. Editor <br />
Program yang di gunakan untuk membuat document HTML, ada banyak HTML editor yang bisa anda gunakan diantaranya: Ms FrontPage, Dreamweaver, Notepad.smart_onehttp://www.blogger.com/profile/16320991615779027617noreply@blogger.com0