{"id":21314,"date":"2024-04-11T05:40:26","date_gmt":"2024-04-11T05:40:26","guid":{"rendered":"https:\/\/iauro.com\/?p=21314"},"modified":"2025-07-09T06:32:12","modified_gmt":"2025-07-09T06:32:12","slug":"decoding-the-ai-landscape-traditional-ai-vs-genai-showdown","status":"publish","type":"post","link":"https:\/\/iauro.com\/ja\/decoding-the-ai-landscape-traditional-ai-vs-genai-showdown\/","title":{"rendered":"Decoding the AI landscape: Traditional AI vs. GENAI showdown"},"content":{"rendered":"<div data-elementor-type=\"wp-post\" data-elementor-id=\"21314\" class=\"elementor elementor-21314\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a0c6ece elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"a0c6ece\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-7da8caf e-flex e-con-boxed e-con e-child\" data-id=\"7da8caf\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-274cca6 elementor-widget elementor-widget-heading\" data-id=\"274cca6\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Traditional AI vs Gen AI :\n<span style=\"font-weight: 600\"> Decoding the AI Landscape<\/span><\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e1693ad elementor-widget elementor-widget-image\" data-id=\"e1693ad\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"1240\" height=\"442\" src=\"https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/output_image-4-1-2.png\" class=\"attachment-full size-full wp-image-16705\" alt=\"Traditional AI vs GEN AI | IAURO\" srcset=\"https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/output_image-4-1-2.png 1240w, https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/output_image-4-1-2-300x107.png 300w, https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/output_image-4-1-2-1024x365.png 1024w, https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/output_image-4-1-2-768x274.png 768w\" sizes=\"(max-width: 1240px) 100vw, 1240px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-18380b4 elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"18380b4\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-27173ac e-flex e-con-boxed e-con e-child\" data-id=\"27173ac\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9ee9310 elementor-widget elementor-widget-heading\" data-id=\"9ee9310\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span style=\"font-weight: 600\"> \u7d39\u4ecb <\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-97f6bef elementor-widget elementor-widget-text-editor\" data-id=\"97f6bef\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tArtificial Intelligence (AI) has become a force in our lives, revolutionizing how we work, communicate, and make decisions. In this context, understanding the differences between Traditional AI vs Gen AI is crucial. As we explore the field of AI two distinct approaches have emerged; Conventional AI and Generative AI. In this blog post we will delve into the complexities of these paradigms examining their differences, strengths and various applications.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-62d813a e-flex e-con-boxed e-con e-child\" data-id=\"62d813a\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e7a60a9 elementor-widget elementor-widget-heading\" data-id=\"e7a60a9\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Key Differences Between<span style=\"font-weight: 600\">  Traditional AI vs Gen AI <\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6e134ed e-flex e-con-boxed e-con e-child\" data-id=\"6e134ed\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-4d8484d e-flex e-con-boxed e-con e-child\" data-id=\"4d8484d\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-0a30925 e-flex e-con-boxed e-con e-child\" data-id=\"0a30925\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9eff53b elementor-widget elementor-widget-text-editor\" data-id=\"9eff53b\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tData Driven vs. Rule Based Approaches\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4eac884 elementor-widget elementor-widget-text-editor\" data-id=\"4eac884\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tTraditional AI, also known as rule-based or classical AI, relies on predefined rules and algorithms to solve problems. In contrast, Gen AI utilizes data-driven approaches to generate content through pattern learning. It encodes expertise into a system that enables it to make decisions based on predetermined rules. On the hand Generative AI embraces a data driven approach by generating content through pattern learning from vast datasets.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-9b8d3be e-flex e-con-boxed e-con e-child\" data-id=\"9b8d3be\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-6d54d57 e-flex e-con-boxed e-con e-child\" data-id=\"6d54d57\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ebc3563 elementor-widget elementor-widget-text-editor\" data-id=\"ebc3563\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tSupervised vs. Unsupervised Learning\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-592e6bb elementor-widget elementor-widget-text-editor\" data-id=\"592e6bb\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tConventional AI often engages in learning by utilizing labelled data to guide its decision-making process. In contrast Generative AI takes a path by employing unsupervised learning to identify patterns without relying on labelled data.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e24778a e-flex e-con-boxed e-con e-child\" data-id=\"e24778a\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-da6072c e-flex e-con-boxed e-con e-child\" data-id=\"da6072c\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f7f7299 elementor-widget elementor-widget-text-editor\" data-id=\"f7f7299\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tDiscriminative, vs. Generative Models\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d84181e elementor-widget elementor-widget-text-editor\" data-id=\"d84181e\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Conventional AI primarily utilizes models that differentiate between classes based on explicit rules.<\/p><p>Generative AI on the other hand relies on models that create fresh instances and content by understanding the underlying patterns present in the data.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-86bc90c elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"86bc90c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-e887510 e-flex e-con-boxed e-con e-child\" data-id=\"e887510\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d33c1ec elementor-widget elementor-widget-text-editor\" data-id=\"d33c1ec\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tUnderstanding <span style=\"font-weight: 600;\">Traditional AI<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-abae92b e-flex e-con-boxed e-con e-child\" data-id=\"abae92b\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-0106891 e-flex e-con-boxed e-con e-child\" data-id=\"0106891\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div 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known for its rule-based nature, where explicit rules and algorithms govern decision making. 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vmkDWxDo0PacQHwHLAuMAZojM2R1ElHkLaxPkoakG2rlXRssa80kSRJkiSpxHzZhiRJkkrDDWxSzawM\/AgYsMjtvYCtgKXq3COp+24FTgfuBiYGt7SnP\/Ap0lbHTwe3SOq8ycDtpGG1tmaRHkN4xKgkdcANbJIkSSoDN7BJkiRJkrqrN2kT0m6ko\/0kZd9rwAuLuf8c4Jo6tXTHLOA60obHpnbuHwpsUNciSZ2xFPCFDu57jXTE6JNAS92KJEmSJElSZviyDUmSJJWGG9ikqhsK\/A7YFhgS3CKpc35RuXRkBjCzTi09MQAY2M7tGwIXA8PrmyOpB6YCNwFfBd4LbpGkzHEDmyRJksrADWySJEmSpO6aAozG4TUpDyYDZwGXks2jQbtqJu0P2t0OfAfYB9iirkWSumsIMAaH1yRJkiRJKi0H2CRJkiRJXdELWJZ0dN8QwNWGUvZNJB27eXx0SB3MIR2DOh1YmfT9qk9kkKROaQXGko44nhbcIkmSJEmS6sy9w5IkSSoNjxCVqmIEaThkRdKLolbFDWxS1h0PXAY8Hx1SRyOADUhb59YIbpG0ZFOBF4EfA38JbpGkTPEIUUmSJJWBj3olSZJUGg6wSd2yLbB8m7dXB44LapHUNa8A1wM\/A14LbolyGLAHsGV0iKRO+RtwRTu3vwH8tc4tkpQJDrBJkiSpDHzUK0mSpNJwgE3qkkbSlrVLgI8Gt0haslZgHgsf63sW8I2YnEzZDvgjMLjNbY2kI5El5cN9wJ6kwdz5wS2SVFcOsEmSJKkMfNQrSZKk0nCATeqSPYAvAZ8C+gW3SFqyF4AfAXPa3PYk8ERITbYMBbYCmtrc9gXSMIykfJgN3AacCdwQ3CJJdeUAmyRJksqgd3SAJEmSJCmTNgZ2iI6QtEQtwL+By0lbxvRBU4CrFrntbWBZYBwwpO5FkrqqH7A9adPkFOBB0lCbJEmSJEkqgMboAEmSJElSJk2JDpDUKdOAH5O2Eqnz7gP2Be6PDpHUJdsA5wBrR4dIkiRJkqTqcYBNkiRJktTWEOA7wHbRIZI6ZThpm9i06JCcmQO8AfwK+B0wIzZHUif1B9YFjgd2C26RJEmSJElV4hGikiRJklReDcAYoG+b2z4OnIgveJLyYCrwHOlrWd1zIzAB+AIwMLhFUuftCowmHaHcTBpKfQuYHxklSZIkSZK6xwE2SZIkSSqvPsBPgQ+1uW0IDq9JeXETcALwUnRIzg0DRkRHSOqyjwCXkIbWngK+CswKLZIkSZIkSd3iAJskSZIklcuKwFak4bXRwB4svIFN6qy3gOsWuW0zYL2AljK5m7RxCOBy4LHAlqJ4AzgFGAQMBj6P3xdr6S3gVtofNNqBtBlU6oyBwNjK9Q8Dz5O+nluA24BXg7okSZIkSVIXecSEJEmSSqO1tTU6QcqCHYHLgP7RIcqleZULwIWkbTdtfRP4CekFc27yq675wFxgf+DS4JYiWwa4AvgYvvCzVm4HdgMmtXPf2cCBpL97f2+p7poN7AlcHR0iSdXQ0OCPREmSJBWfv0yWJEmSpHKZhJuF1H03AHtXLr9u5\/7zgJ2Ah+oZVRJPkv7eb40OKbgJwPeB84M7imwm7Q+vAZwJnIjDa+qZfsDk6AhJkiRJktR5vpJUkiRJksrjQ8CWpM0kA4JblC+TScdWng1cv5g\/1wxMIW0KU3XMJv3d\/xEYH9xSFv8EpgMrA+OA4aE1xbM8sCvwIPDyIvc9BrwOrE76ebViXctUFDOBT5AGJf+9hD8rSZIkSZIywFczSpIkqTQ8QlTiQmBnYDD+e1BdcwdwEPAqaaCqI4cAJwFDgKY6dJXB66S\/+ztJQ1Wqjz6k75V\/IG0VVPW0ANNI3ytObuf+XqTvId+uXKSuaiV9jl0H7Ft5W5JyyyNEJUmSVAZuYJMkSZKk4moCDgeWJR2ntT1pKEDqqn7Ac3Q8BDCA9Lm2BzCiXlElMRx4A4fX6q0ZeBc4HXgbODg2p1CaSJ\/XNf2tVQAAIABJREFUHR1nPY+09fEi0v8Ph+MWPHVNA+nxznbAqcAs0vHAvyZ9TkmSJEmSpIxxgE2SJEmSiqU\/aWCtAVgf+BEwNDJImTUVeKeTf\/ZZYBhpqGRRI4FPASfQ8UCKuqYZeIs0yPMmbrOLdCtpeHNNYCzp60DVMRJYdZHb3iYd\/wjwBPADYAywVRfep4Paet9SwJGV69NIR9Y+QhrGfps02CZJkiRJkjLAvcOSJEkqDY8QVUlsCJxJGngZSBq68N9+as+fSUf4dcY04CVgbjv3HQd8GVijSl2CF4FDSRvAmkl\/9zNCi8qtifS99FjggNiUQnmTNETU1jdIRxa3tRqdH8T+DrBbD7tUTK2kYewZpJ9lRwD3hRZJUid5hKgkSZLKwA1skiRJklQMA4Ctgd2BTYNblF33AI9Xrl8JPNSD9zUa+BywPw6vVdM\/gCuAm6ND9F8tpG1g55KG2XYCBocWFcOYyqWtr5OOC72NNDgL8EIX3ufZLNgUuR6wWU8CVSgNwFpt3j4C+BNwY0yOJEmSJElqy5dtSJIkqTTcwKaCG00aSPpYdIgyaT5p48yBpCfse6KB9IK4\/YHf9fB9aYF5pM1AewPXB7eoY0OAS4DP4AtDa+Uh0ha1l3r4fvYELiD9\/9TY0ygV0n2kz5NXSd+DJSmT3MAmSZKkMvCXN5IkSZJUDIsewya19TSwL3BLFd5XK\/A90qYkVc8tpKHAO6NDtFhTgROBX5GOd1X19aM6L7q9lTQQ+q8qvC8V0\/qkY9c\/HR0iSZIkSVLZ+UpRSZIkScqvvsCGpCf7RwCDYnOUUQ8DF5KOpeyp1UhH8h0OjKzC+9MCzwBXRUeoU+4G+gDfjg4pqOmkrZE9NREYD+wIbFGF96fi6QdsB8whHVn7IDA7tEiSJEmSpJJygE2SJEmS8msN4DfAGNKG7cGxOcqgacAPgL9X6f3tBRxDOkZR1eXXb744wJkfDndrSbYFVgf2AR4LbpEkSZIkqZQcYJMkSZKkfFkT+HLl+qqk46+k910JPNDm7feA24CZVXr\/ywBLVel9KR1xeHPl+sORIeqyx4BvAk2kIeIjqM6xl4IWYEIV39\/5wP3t3L4hsHsVP47yqz+wHvB94IU2t78JXAy8GxElSZIkSVKZOMAmSZIkSfnQAIwG9sZj68puNvA2Hzxirxk4Bbirhh97eg3fd5nMBP5D2qA4PrhF3fMccHLl+gjS9qZNcDNbNQwCNgL+DUyqwvu7rnJZ1EeBD5GOkWyrEVi2ndtVfLst8vaLwA04wCZJkiRJUs05wCZJkiRJ+dAbOBH4dHSIwj0PHAbMWOT2+aShGmXfA8B3gSejQ1QVk0nb2A7AAeNqWB04CzgHOL2GH+dx0pGRjYvcPoA0XLpeDT+28mEKMDE6QpIkSZKkMnCATZIkSZKyb31gZ+CLpCfWVT6PAfdWrt8L3BHUMSvo4xbNTODO6AhVzXzgaRwgrZaBpM1oK9f448wAHungvlOBPYFtatygbBsBHA5cDzwa3CJJkiRJUqE5wCZJkiRJ2dUINAEHAUcEtyjWjcBxgR\/\/\/c\/FwYENRdAKtJAG2AbywS16yrcmYE7lv4tu9VLXzQf6kr5mFj0yudZ+T9p2uS4wCuhV54+vbFgROAkYQ9qyGPG5KEmSJElSKfjLNEmSJEnKrtGkI9R2iQ5RuEHBH38Z0pF6Owd35N0M4GfAL4HZwS2qvpuA\/UlHxKrndgTOBpYN+vgPAl8F\/hH08ZUdOwPnAstFh0iSJEmSVFRuYJMkSZKkbBkFfLhy\/ePAlwJbFOs54JXK9ccCPv7SwEcq1z8KHBjQUDS9gOuA+6NDVBMvVi57RocUxJqVywvA3ZXbngFeq9PHnw7cQNo8+f7WrRUrTSqX5YF9SV\/fbY\/wnk4aWJ0bESVJkiRJUpE0RAdIkiRJ9dLa2hqdIHXG\/sDJlese2VhuxwLnVa7PJh07WU97A2dUrvu5WB0tpE0+N0aHqGb6AVcDn4kOKZBppK8dgG+TNmHVU\/\/KBdJQ+Sl1\/vjKjulAc5u3nyP9rHwxJkdSWTQ0+FSeJEmSis8NbJIkSZKUDb2BI4DdgeHBLaqPP7Ngq1B7xgOT6tTS1ijSppnP4+diNT0InA88Fdyh2ppLOm73LdJAsnqu7fDssICPP6tygfR9u73fpw4Fvk5Mn+pn0eO8NwVOIH1ejK9\/jiRJkiRJxeEAmyRJkiTFGwFsDvwAn\/wug+mkI\/BOZeGjyLJiFHAMMCY6pCDmAm+QtumdGdyi2psLXAU8C6xduQwNLSqWGcEf\/1Xglx3ctzzpZzmkI5j9\/70c9iYdMesAmyRJkiRJPdAYHSBJkiRJYj\/g58CQ6BDVxb3AXsDD0SEdmEcaslN1TAKOAq6IDlFdvQh8BbgpOqRgpkUHLMYJpC2quwM3B7eoviZHB0iSJEmSlHduYJMkSZKkOEsDOwEHAGvGpqhOrgYuAB6NDlmMVqA5OqIg7iYdLXd1dIjqbjbwBHA2aSj080Df0KJi2IH0\/ekWYo5YXpwX21x\/N6xCEcYCBwHXABOCWyRJkiRJyiUH2CRJkiSpvnqz4N9inwZ+BzTE5ahO5gJPA98jDbWo2OYBLcAZwCXBLYp1K\/Ak6UjezYCm2Jzc2xPYCHiK7A2wtdVCGrRrwp\/xZfCJymU2cGWb21tJnwvzI6IkSZIkScoTB9gkSZIkqb62Ar5Wub4SPrFdFleRNjE9Ex2iurgLOA24IzpEmfAWcDywG3BkcEsRNJD9LVe\/B14HfoI\/58vkGOALbd6eBPySNMAuSZIkSZIWwwE2SZIkSaqPPsDGwCGko+RULM8DLy\/m\/rNJR97lwSzcFtNTLwPjoyOUKXcAI3GArRp6AzsC\/yK7g0GPkH4urA6s3MGfGUh6XODvZ4tjg8rlffOAc4NaJEmSJEnKFX9BIkmSJEn1sRrwG9KT2Sqec0nHwXZkRr1CqsDhtZ4bCDTi36UWtlR0QEEsT9pqdQ7wP8EtizMTOBbo1cH9q5GOGF6tbkWqt7dJx4pKkiRJkqQlcIBNkiRJkmpvZ2Bv4MPRIaq614CzgCtIR4Xl3c6Vy5jokJyaAvwRuBFoDW5R9txLGrjaExgX3JJnvYChwKDokCWYT\/qe0JFJwPeBfYHt61KkehsKfAu4EvhLcIskSZIkSZnmAJskSZIk1c5AYDngKGCr4BZV1zzSZpXLgJ8Ft1TTjsCB0RE5NpM00PhkdIgy6YnKZR0cYKuGwaTtZW+Q3y1Xl5CG3NYCRgMDYnNUZYNIL2BYjvRz4XXytZFVkiRJkqS6aYwOkCRJkqQCGwdcDmwUHaKqew\/4AXBGdEiVFWGLXKSReEyklmxEdEBBfJa08XCd6JAeupO0le\/x6BDVzIakgfcNo0MkSZIkScoqN7BJkiRJUnWtD2xWub418JHAFtXOQOAB4NXokCr4DLBK5bpPrnffE8B1pM18UkcagKtILyr9XHBL3o2sXI4iHdF4C\/ncxDaF9PPkdNJxotvF5qgGBpEeD36dBQOX9wCPhhVJkiRJkpQxDdEBkiRJUr20trZGJ6jYGoEm0nGS3whuUc+1Ai3A\/A7unwDsA\/yrbkXV1xtYBrgU+ERwS161kI6TBfgh8PPAFuXLBqQNncuTfj\/XhCcl9MQdwK7AxOiQHtqUdKzo6HbuawJ61TdHNXQG8C0W\/1hDkgBoaPCpPEmSJBWfG9gkSZIkqTrWA44BtooOUVU0AP8LPNXB\/XOAp+uXUxM7AgeRjrpV180FTgPuqrz9cGCL8udJ0jamAcAQ4JvAh0OL8q1PdECVPAYcBvRv577j8ft1kewCDANOBh4JbpEkSZIkKZwDbJIkSZJUHUsD+0dHqCpeBm4HzgLei02pqQ2B7aMjcqw3cDNwU3SIcmkO8Lc2b\/vzo2emAjOiI6pgFvDXDu5bBvgKsHH9clRDKwD7ARdFh0iSJEmSlAUeTSBJkiRJ1TELeCc6QlVxMXA0MC06pMamRwcUwIjoABXC0rS\/cUud18qC43yL6iLgO6QjrFUMk0iPHyVJkiRJKj0H2CRJkiSp5\/YEvgEMjA5RjzwL\/JA0wDaF4g9DTIkOyLF7SEc+PhQdokKYAZwCXEg6mlZdtzbwK2Dr6JAamgn8EzgO+HtsiqpkAHAUsFd0iCRJkiRJ0TxCVJIkSZK6rhFYDugL9AOOwSO9iuAF4MfREXXQF1gWWCU6JMfuB06OjlBhzAQuJ21j2h1\/X9cdKwKHA+8CtwW31FILcB5pa9dKwBjS93TlUz9gN9LP4ydI3wuagTco\/hC9JEmSJEkL8RdikiRJktR1A4FfAmuShtlWj81RlYwAhgBTo0NqbDXgF8AG0SE5Njw6QIU0AGiIjsi5SdEBdXIT8CbwW2Cd4Bb13DrAH0lDa88DB+GWVEmSJElSyTjAJkmSJEldszHwedLGjMbgFnXPfcCD7dz+FOXYeDKUdMxev+iQnPozcH10hAppIH5d9tRWwERgPDAnuKWWJpGOEz0ZGNfO\/eOATetapJ4YAHy4cv0jpI2wfyY9XpEkSZIkqRQcYJMkSZKkzukF9AEOBb4c3KKuaSUdyTW\/8vZvgPPDauK1AG8DKwd35E0L8CTwPeDp4BYV0yxgMjAYf2fXXTsDm5GOYLyb9L2\/yM7t4PYvAeuTHrf0ql+OqqAB+DYwCnic9DlchuF6SZIkSVLJuS1AkiRJkjpnY+ACYLvoEHXZVOBEYK\/K5a+xOcqpvwBHk453k2rhPtLg0QPRITm3DHASsH90SKCbSJ9LL0SHqNs+C1wIbBIdIkmSJElSPfhqTkmSJEnqnDHA7tER6pZewHXAI9EhGTGLtJVOnTORtAXnt8DtwS0qtjcrl6VJW5g2qfxXXfdxoD\/wCunr963YnLp7G7gSWAn4IulYyj6hReqqZUnH1V8WHSJJkiRJUj24gU2SJEmSOmcWMDs6Qt3SCxgZHZEhrTjA1hUPAwcAdwZ3qDwuBb5FGmZT932YNPzzieiQQL8Bfgy8Fx2ibplDevwpSZIkSVLhOcAmSZIkSUt2AHAobrHOo3uBbwLPRodkxE7Ad3GgrytmAK8BzdEhKo1ZwF3Ad4CrglvyrAkYBgyJDgk0E5hA2uqn\/OkFHAJ8OTpEkiRJkqRa88kXSZIkSfqg3sAKpCe\/RwD\/A6wTWqTOmAG8schtfwDOCWjJit7AaNJRegBHANvE5eRSH9IAzNToEJXKPOAi0uffLsEteTcjOiAD7iE9nlnUcsDAOreo83oDOwJrAk8D7wAtwOuV\/0qSJEmSVBgOsEmSJEnSBy0NnEEaYusNrBKbo056kDSg1dZbESEZMgI4CfhI5W0\/l6V8GR4dUADTogOCPQEcRPu\/Bz4d2LK+OeqGlYFzSUNrbwBf5YMD+5IkSZIk5ZoDbJIkSZK0sK1J2y52iA5RpzwG3Fm5fnvlbS0wE9gQWDc6JMeGAA3RESqtB0iDK9uQhljUdbuSNtndBEwPbokwA3iyg\/vOACbjlr+s68uCTcDrA98CrgT+FVYkSZIkSVKVOcAmSZIkSQs7CNgrOkJLNB+YA5wHnBrcklVNwCg8+rK7WoFmYCLp802KcDtpSOUKHGDrrgNIQz8PUs4BtsUZDzwDrAWsTvq5oew7Clie9DndTDpyWJIkSZKkXGuMDpAkSZKkjJkTHaBOeRw4BPhzdEiG7QGcCawZHZJTM4H\/A34BzApuUbm14BBlTzXhJsWOPEM6fvu66BB1yZbAJcAW0SGSJEmSJFWDG9gkSZIkKRkObETaaKHsewe4KDoi4z4KfCY6Isd6AzcA90aHqPSGAIOiI3JuKm5f60gLcCvpe94wYBNgYGiROmMksDNwdXSIJEmSJEnV4AY2SZIkSUo2x00WedKP9OStOubRoT3TCz\/HlB1uD+u51uiAjPs76Rj1x4M71DUzogMkSZIkSaoGN7BJkiRJKrPNgc9Xrm9A2sKm7JkPnA681ua2V\/FJ2yVxWKNrrgDuafP2HOCJoBaprdmk44BvrLy9DzAuLieXVgV+ClxF2qyoD5oDvAj8BFijctv+wPphReqMA4FNK9evBv4Z2CJJkiRJUrc5wCZJkiSpjPqQjgo9GNgvuEXtmwW8QRpeewY4EXg3tEhFNx64LDpCakczafCq7dtLAaNJ2yi1ZKOBrwIzcYBtSa5d5O1DKv8djlsps+izlQvAKNJjp7dIn+uSJEmSJOWGA2ySJEmSymhF4BzcKpJlz5CeNJ9NGmZ7LzZHJTAgOkDqpMtJm7J+DnwouCVvJkUH5MzFwC2V6wcAR8elqBO2A1YAvs3CG0UlSZIkSco8B9gkSZIklUkvYBtgF2Cr4Ba1bzZwM2kb1n3BLSqXQdEBUidNAP4BTI0OyaGPkY7F\/DMwLbglD\/5TuQCcT\/o+uQ2wSlSQFms4sAXQFB0iSZIkSVJXOcAmSZIkqUyagMOAnaJD1KHpwC+Bf0aHqDTmkY5knB4dInXBKBxS6Y5tSUNs75CGpZtjc3LlMdJm1CtwgC3L3gWGAH3w81uSJEmSlCON0QGSJEmSVEezgZboCC3WSNKmPPWc25k65y5gX+C26BBJdTEY+D5wDGnIR53XCiwVHaHFGgx8F\/hadIgkSZIkSV3hBjZJkiRJRdcAbAIMJT1RPSo2R+1oJh0XOhOYArwXm5NLywPrLnLb2IiQHHqOdJyglCeNQP\/oiBzbFJgB\/Cw6JGf6ko6vnVt5+0PAcnE5akcf0pbB4cBLpBdvTCU9zpof2CVJkiRJ0mI5wCZJkiSp6MYAvwA+XHl7YGCL2vcCcATwMmm7y4zQmnz6NHDyIrf1iwjJoQGk34\/MXdIflDKmITog5yZFB+RQM\/Ar4PTK2ycCh8flaDFWBy4kPa56AtgLeC20SJIkSZKkxXCATZIkSVKRfRrYj7SJwmMps+VF4CzSE6uvAY\/E5uReKzAsOiLHHARS3kwEfgLsBOwR3JJXY4HTgMtIRwlryRYdMv8D6ec5wBbAznUvUkd6k7YPA2xG+n7xF9w4KkmSJEnKKAfYJEmSJBXRINLmtcOAXYJb9EGvAn8kbXFRz\/QhHd+2UnRIjjncqjyaAlxM2ojlAFv3rA4cSfqZ5ABb9zxUuQA8DKwFrIDbbrOmEdiXtGnUATZJkiRJUiY1RgdIkiRJUg1sRBqQ+mRwhz5oPvAD4OzokIIYDfwSODg6JMcGRwdIPTAgOqAAZkcHFMT9wO7AA9Eh6pDH5kqSJEmSMssBNkmSJElF1BfYGI9UzJrHgBOA8cCbwS1FMZB0RO6Y6JCcug64nDRYKeXRoOiAAvDrvzqmA\/8GzgCuDm5R+zYCDgFGRIdIkiRJkrQojxCVJEmSVBRNpOMUAYYAM\/AIq6yYT9pwcz5wSmxK4cwFJgDLRofkTAvwCvC\/uC1I+Tad9POuL\/6eT9kwHngOWBNYjQWPzRRvi8plKnBN5bZm0s9ESZIkSZJCuYFNkiRJUlF8ArikcjkW6BebozYmAF8jPaktZcFNpM\/JJ6JDpB66HdgHeCo6RGrjaeDrwA3RIWrXt1jwmHnL4BZJkiRJkgBfmSlJkiQp\/5qAjwIHAzsGt2iBCcBDlev3AxcGtkjvmw3cA5wD3BLcIlXDq5XLCsAOldtWA9YIK8qfOdEBBdQM3EbavrboCwo2AEbVvUhtbVC5QPr8bwEeAaaEFUmSJEmSSs8BNkmSJEl5txpwOrBOdIgWcgtpwxXAvMgQqY2ngUOBl4M7pGr7PQsGhf8H+F5gi\/S+24C7FrntTGDfgBa1b0dgLeBA4MHgFkmSJElSiTnAJkmSJCnP9gS+AIyNDtFCTgGuBKZGh0gV84CLgauAZ4JbpFqYVblA2qakztsHGAmcT9oequpprlzaOgt4E\/gSsGzdi7SovsDywLToEEmSJElSuTnAJkmSJCnPdgF2j47Qf70D3A38pHJdyor5wKXAjdEhUh1MAJ4HxgADglvyYGtgbeBqHGCrh7uBV4DP4QBbVswEPkI6QvQ\/wS2SJEmSpJJqjA6QJEmSpB6YFB2ghfwJOAaYHB0itWNgdIBUJ1cCBwFPRYfkyGR8TFFPSwEjoiP0X8sAPyN935AkSZIkKYQb2CRJkiTl0Wjg83h0aFZMAsYD55G2\/qh+JgNzoyNywt+BqCwmAv\/AYeKuGA4cCbxNOoL1Shxoq6VJwBmkTbobBbcImoBVgf2A9yq3vU7aSihJkiRJUl34y1tJkiRJedIA9AV2AM4Mbim7FqC5cv0m4DAcpKq3PqQjAvtEh0jKnFH4vaErRgPHV67PB6YCVwFzgNaoqAJ7CziJdFzlOovc14c0UKX6Wwv4deX6Y8DTwEsseLwnSZIkSVLNOMAmSZIkKU9age8BO0eHiDuAUyvX38DhtQhfAA4GVowOkaQCaQS+RRqs+iUwLTan0G4gDbG1dSSwTUCLFrY26cUi5wN\/jE2RJEmSJJWBA2ySJEmS8mIl4JPAocDI2JRSmwvcDZwDXBvcUlaDgU2BQ0hfE1qyJvwdiKTOG1f57xk4wFZLb1YubfUlfc8eCwyte5He1wf4FPAoDrBJkiRJkurAX95KkiRJyos9gO8DA6JDSu5F0naUp6JDSmwj0kaUpYM7JKnI3iUdJ6r6uhZ4BrgA2CC4Rek4XUmSJEmSas4BNkmSJElZNxQ4GtiVtHlKcS4F\/gI8Eh1SUv2BLwG7AMsFt+TJ08BvgPujQ6Q6asRtpT3VGh1QUnOA14Eh0SECYHvS95NTgPeCWyRJkiRJBeYAmyRJkqSsagDGANsCPwxuUXIVcHl0RIn1BvYHNosOyYlW4FXS0WenB7dI9dYMPAQsBYwObpG6agDwMDAIGBXcUnabVC6vAdcDb8XmSJIkSZKKqjE6QJIkSZI60Bs4hnRsqLJheHRAyU0DJkVH5Mhs4LvA76NDpABTgB8Av44OkbphAnAccG50iP7reNIR8pIkSZIk1YQb2CRJkiRlVQuwNrBycEdZPQ78c5HbPDo0zgbANsAq0SE58TAwvnKZE9wiRZgLvARcDCxD+h3gSNJW02GBXVJntAAvABex4PN1BWCnsCKtBOxNGi5sBt4F\/gZMjoySJEmSJBWHA2ySJEmSsqg3MBgHTyLMI\/29XwD8KrhFC2wL\/DQ6Igfe\/\/w9FzgruEXKgleAb1SurwOMxQE25cczwNcr18cCawGrAk1hReW2InBy5fqzwKM4wCZJkiRJqhKPEJUkSZKUReNIWzc2jQ4poaeBrwFXRodoIf77vXMeBb4CXBMdImVQIzAqOkLqpqeAw4EbokMEwHzgP9ERkiRJkqTicAObJEmSpKz5KHAQsEN0SElNJg0PtkaHaCHN0QE58SpwaXSElFGzSMPJm5OO6JbyZA5wK9CHtKV3LDA8tKjc+gK7Av8iDRdKkiRJktQjvoJbkiRJUpYsB\/wC2Dc6pMT6AMtGR0jd1A8YGh0hZdTLpONELwzukHriVuBg4InokJJbCTgFODA6RJIkSZJUDG5gkyRJkpQVnwH2J21g898qMS4lbeeZGh0i9UBDdICUUfOBGcCk6JCcmIN\/V1nUDLwODIoOKblGYCBpE5skSZIkST3mk0KSJEmSog0ibV77GrBLcEvZtJI28swC5gKnAvdGBkmSam5gdEBODAc2A6aQhtleIf2sVLxBwGMsPDzVn7QVzBNH6ms4sG7l+jTgtcAWSZIkSVKOOcAmSZIkKdqGpGND14wOKaFZwHHAv0nDbK\/E5kiSlBljgfOAeaSfj18B3got0vumAD9k4WHMdUn\/f7mZrb62B8ZVrt8OfD2wRZIkSZKUYw6wSZIkSYrWBGwcHVFCDwLjgatIx3FJkqQFBgJrVa6vSxr4vha4JaxI75vLB4funwNOIg1UfaLuReU1vHIBWJp0vOtNwENhRZIkSZKkXHKATZIkSVKk\/sAw0pFDg4NbymIuMBv4HXB2cItUbQ3RAZIK60hgJA6wZVUL8DNgKg6wRVka+GnlugNskiRJkqQucYBNkiRJUqSjgV1Ig2yqj4eBnwN3RYeoS6ZEB+TECKAxOkJSYc2KDtASDVzyH1GNTY0OkCRJkiTlj7\/UlSRJkhRhDLAHcDDp+FBfXFM\/E4ErgTejQ9QpvYEtgI9Gh+TAw8ANwJzoECnj+kQH5NhKpCMqx0SHqEPPko6wdIgqzobAVsDQ6BBJkiRJUn44wCZJkiQpwo7A74Hlo0NKqA8wJDpCnbYacBqwT3RIxs0H\/o90fNzM4BYp61qjA3JsS+BiYPPoEHXoRuBA4IHokBLbh\/TYZZXoEEmSJElSfrjlQJIkSVI99QG+CewKDApuKZOHgAsq118CZge2aMlWAY4AepG2\/IyNzcmsN4E\/kLYKzgFuxuP9pM64iQVfK2NJwz7qnCZgGB5TmWXNpJ8P\/wdcXbltP2CjsKLy6QuMxuPPJUmSJEld4ACbJEmSpHoZDXwCOB4YENxSFvOAl0lDPmfGpqgTepO2Eu4DHB3ckgfvAKcC70aHSDnzcOUC8CFgXWB1YERYUb7Mw6OK8+CmygWgBViKdASsvw+vj9mko0RnAv8JbpEkSZIk5YBHiEqSJEmql0NJx\/v1jw4pkUmkQajLo0PUKSOAE4DDokNyYnjlIqn7XgD2B66LDpFq6ArgKBx4rqdlSFvwvhwdIkmSJEnKB19xJkmSJKleVqlcVB+3kQYSro0OUaf1JR1xNjo6JAduB\/6Gx5NJPTUbeAYHe1Rs7wDXk15I8TngU7E5pdAHWBX4EjANuBJ4O7RIkiRJkpRpDrBJkiRJqrXeQD\/SkVuqnwuBC6Ij1CXzSE+ya8kuAs6LjpAKZA4wg7Ql1RMbVFTvHzvtAFv9rA2cQRqW\/RMwC2gNLZIkSZIkZZK\/kJIkSZJUa2sDfwS2jg4pGY9qVZHNjw6QCuYi4BvAy8EdUq35+CjGUcB3cHhNkiRJktQBN7BJkiRJqoU1gDUr1z8L7BzYUib3AxMq11+KDJFqrF90gFQwTwGvAQeTjv1OLUTbAAAgAElEQVSTiupl0nGiAEsDm8SllMp6wCjgReBO4NnYHEmSJElS1jjAJkmSJKkWdgeOq1xvigwpkanAj4A7Km\/PjkuRJOXQKPyZreK7Hbi7cv3jwCXAsLicUhlBOk70Z8CJwS2SJEmSpIzxCFFJkiRJtdALGFy5uCmp9u4iHf32D2Ba5dISWiRJypuG6IAcmRwdoG5rYcFjpX8CR5M2gqn2GoGB+KJ6SZIkSVI7\/MeiJEmSpGoaACwHLBsdUhIzgTeAc4HzglskSSqL9UjHrr4OzA1uUffNBM4HWoFlgJWAPpFBJbEMsCbp62dmcIskSZIkKSPcwCZJkiSpmtYGziEdIaraexo4GLgmOkSSpJLoBRwFnEQ6ElH5dy1wCGmgSrW3O+nfC+tGh0iSJEmSssMBNkmSJEnV9jFg6eiIErkLeDc6QqozjyaWFGk5YCwwPTpEVTEJuB34ReW\/qq2RwOZ4bLEkSZIkqQ0H2CRJkiRVSz\/SE1LvRIeUxGzS3\/XI6BCpjuaSBkamRYdIBeVASedNIw2yDQYGkjazKd9+C5xCGmhrCW4puomkDYaDK5em2BxJkiRJUjQH2CRJkiRVy8HAj4Hh0SElcS7wA9KTrFJZ3AvsDdwcHSIVUG9gmeiIHFmLNPB0OXA2\/t0Vxb9IP2ceig4puKWAH5G+fi4HxoXWSJIkSZLC9Y4OkCRJkpR7ywCbkQbYPhTcUnTvHxc6HzgHeDw2R1U2HZgXHZFxbwPXRkdIBTUFuAL4JLB+bEouDAO2avP2C8A1wMOkn9PKp8nA34DRpK2fH4\/NKay+wKZt3n67ctuDwIyQIkmSJElSKI8FkCRJUmm0trZGJxTVXsDvSEeIenxW7bwN7Ak8UHl7DumJVRXHCODPwBbRIRl2LbAb0BwdIhVQI2mA5CvAGcEtedNK+rl8Jenvz+9R+deHNGB1KTAmuKUMmknDa\/sCLwa3SJnT0OBTeZIkSSo+N7BJkiRJ6omjScMkA6NDCu4q0lacu\/FJ8aLaHtgdWCM6JKOmAX8A\/opb6qRamQ\/MqlzUNQ2kQf6R0SGqmmbgHuBY0mPdL8TmFF4f0tfPpOgQSZIkSVIMB9gkSZIkdceywMbAcaQjRFVbNwF\/io5QTW0JHBAdkWFzgPOAR6NDpBKYAjwBrIwD6l01LTpAVdUCXAIMwQG2epgHfIy0bXhCcIskSZIkqc4aowMkSZIk5dJ+wGnA8OiQkhgRHaCac+PI4g3HrwOpXm4hHVn9eHSIlBH+\/KmPVUjHF38xOkSSJEmSVH9uYJMkSZLUHauTnmRSbU0BLgXujA5RTWwNrF+5vlVkSMb9G\/gL8Gp0iFQS71Uup5IG2XaJzZHC3QX8BtgLGBbcUmR9gVVJG2nnApfhgL8kSZIklYYDbJIkSZK6Y2p0QIE1A7Mr128Gvk56Ek\/F0QcYDBwD7BDckmXzgJnAhcAvglukMroMeA5Yh3ScaN\/QmvxojQ5Q1f0d+CdpE9vngAGhNcU3Dvg1aZD2atJjAUmSJElSwXmEqCRJkqTumBYdUGB3k45O+iLwExxeK6KtgYuBj0WHZNwzwGHA5dEhUok9CRwKXBkdkhOzgJboCNXEfOCnwGnRISXRCHwbOCo6RJIkSZJUH25gkyRJktQVg4CPA2OjQwpoKvAg8Dvgr8Etqq21gW2jI3JgAnAJaRObpBizSdunxgH7xKbkwmrA54GHgFeCW1R9j5C2gq0CbAGMic0pvI8AQ4GXgPuAF2NzJEmSJEm15AY2SZIkSV0xDvg96fgkVderwDeB8dEhqrkZ0QE50QcYHR0hCYAh0QE5sSlwEbBNdIhq5jXgK8B10SElsQLp3x4euS5JkiRJBecGNkmSJEmdtT+wF7BcdEhBNQNvVv4rSZLyp3flMig6RDUzD5gJnAO8AxxLGrhWbfQCBgCt0SGSJEmSpNpygE2SJEnSkgwjHXl4NOkoH9VGf2A48J\/oEEmS1COzowNUcw8CTwOrAp8Elg2tKb4VgTVIG\/D8+pIkSZKkAvIIUUmSJElLsjVwAbBWdEjBDSFtmZAkSVL2zQKOIz1OVm3tD5wOrBIdIkmSJEmqDTewSZIkSerISGB7YF9gzeCWopkFXA+83ua2N4EJMTmSJEnqovnAK8CFpGMu9wBGhRYV1zLAxkBLdIgkSZIkqTYcYJMkSZLUkeWAE0hH9qi6pgO\/Au6JDpEkSVKPPAkcCQwEvkgaZmsILSqmyaSjWt8gvRhEkiRJklQgHiEqSZIkqSMTgLnREQW1NNAnOkKSJElVcwrwv8CU6JCCGg38P3v3HW\/ZXdf7\/zUzpJHeIARI6EhvUi6IBUURQVGKgjQpXvtVBP1ZwIoCVlR6E6QpFxuIBRHEAiogSg9NCISQ3ntmfn+sw53JZJKcmVO+uzyfj8d6ZJ119tn7nfM4e8\/ee7335\/uc6qmjgwAAALD+FNgAAIA9uXP1iJSsNsInq9c1TZEAgHlwwOgAMAc+XP11tW10kAV1cHW\/6j6jgwAAALD+LCEKAADsyZObphs4Yb3+\/qxpOselo4MAwCptHx0A5sQxub9sNBPuAAAAFpAJbAAAwJ4cWB2U1wwbYUd1UXXl6CAMc87oAHPi2EyxgVnxF9UvVOeNDjInPM4vr5Oqp1X\/MjrIArt\/9bvViaODAAAAsH5MYAMAAL7ixOrQlf0jRwZZQKdUZ63sf3FkEIbav7ppdfvRQWbY+dXnVvY\/WF0yMAuw079X\/1GdUD2ouvHYODPv9tUdV\/ZPW9lYDqdUr2yawnb4yrGjquOHJVo8d1jZTqveUJ1cXTE0EQAAAGu2ZXQAAADYLDt27BgdYda9rPqalf3jqiMGZlk0v1D9ycr+mdXpA7MwzgnV71T3bbqPcXXvqH5kZf\/ipsKnk9IwO25aPa569uggM+7Udk5he3H1\/IFZGOOo6gYr+4+ofmVglkX1pabnDU\/Lc2sW3JYtTuUBALD4TGADAADuXT246eSa0tr6+mj119Vrq88MzsJ416\/umfLanpxXvaWp6PnxwVmAa3Zy9fqmSa0PaueUMa7quHY+1n9f07Lhb8tzgWVyVjun776uaRrbtzZNDmN93KjpMej80UEAAABYOwU2AADgwdWzRodYUO+tnj46BDPjiqYJITcdHWQGnVH9WlPpE5ht\/1M9ozokBbbVuEvTBLaTU2BbVp9tus8ckQLberuoOrFp+XHLjgMAAMyxraMDAAAAw507OsACO3J0AJgTW1Y2gEW0Y2VjuXleuP5uV72kevjoIAAAAKyNAhsAACyvo6pvru4+OsiC+pfqH0eHYKZc0LSMHFd3aNM0J2B+HDo6wBy5IMscUu+u\/nl0iAVzZPV1TUU2AAAA5pglRAEAYHndpnpB07I7rK9Tq5+r3jM6CDNlv0wZuyaXZzoRzBuF3NXbkvdhqRdX\/1m9sTp+cJZFc+HoAAAAAKyNN04AAGB57d908my\/0UEWzDuqV1TvrS4bnIXxblg9o7p+dXgKo3vy59Wbq8+ODgLslVdVp1RPqY4ZnGXWHVj9eHXbpucIF4+NwyCXVf9WPb06ojq4elKmh62Hh1U33e3Ya6t\/HZAFAACAfaDABgAAy+uK6qymYg1rd0H1+eol1ZsGZ2G8bU0nUh9W\/eTgLLPu7U0nmYH58q7qM9XDU2C7LvtXD276Pb0+BbZldln1hl2+\/sYU2NbDvVa2XX0oBTYAAIC5ocAGAACwPv67elr18dFBmAkHVT9TPWR0kDlw8OgAwD47oto6OsQcObfaPjoEM+Pw6sjRIRbYWaMDAAAAsHoKbAAAsLzOzknU9bSjaVkoqGkC252alunl2im\/wPy6XrVldIg5cuXoAMyUy6tXVl+qvq3ab2ychfNdTY9Rb20qjwIAADDDFNgAAGA5Xb9peUOvCdZuR3VRdXp1dHXm2DjMiB2Z\/AEAXLOLqpc2LcX7wBTY1tujqjs2fcBEgQ0AAGDGOVkFAADL6UnV46qjRgdZAJdVv9k03eH8wVkAAJgvB2U57Y2yY3QAAAAAVkeBDQAAlsP1q3tWRzQt9fX9TcsbsnYHVO+q3jc4B7Pl\/OqK0SEAgJl3avUn1ddk6fH1dnG1fXQIAAAArpsCGwAALIdjq2dXd1\/5ev+BWRbNjurI0SGYOftVW0eHAABm3geqJ1bPr546NgoAAACMocAGAADL4YymktVBo4MsmP+qXlB9cHQQZsoDqsdUdx4dBACYeVc2TQp7SXV69VN53369XF59eXQIAAAArpsXwgAAsPiOq+7aNCmM9XFJ9fnqVdXLBmdh9vyv6smjQwBsgi1NEyeBtXt\/9YnqVtXXNj2HZ20Oq76u+s\/qS4OzAAAAcC0sZwIAAIvvsdULq1uODrJAvlD9RPW60UGYSRePDgCwSbZVh48OAQvkoqYJbK8ZHWRB3LL6g+pxo4MAAABw7RTYAABg8R1X3bw6cHSQBXJg9YGmpVlhd9tHB5gz1x8dANhnp1TPrd49OggsiO3V55oKbL9XfXJsnLl3YNProBuNDgIAAMC1s4QoAAAsrutVBzdNR2HtrqgubFqK9YtNE2dOHZoI5ttX7lNnjw4C7LMvVL9Wnd+05CHXzZLurMZHqv9T3bC69eAsi2BbdcTK\/uVNzz8AAACYIQpsAACwuO5U\/Vx199FBFsSnqp+uLmk66fXFsXFg7p1SPb163+ggwJptGR1gTlxSnTs6BCyhh1a3Xdl\/Z\/WcgVkAAADYAwU2AABYXEdUDx8dYgFc1lSw+ZPqLwdngUXxgepNKxsw\/w4ZHWBOnFA9pvq36tODszD7DqwOHR1iQdxsZatpot3nmu6HnxmUBwAAgN1sHR0AAADYMFdWZ40OsQDOb1oe7UWjg8CCuLL6jep3RgcB1s320QHmxF2ql1ffNjoIc+OK0QEW0AnVK6oHjQ4CAADATiawAQDAYnpC0\/S1g0cHWQBXVqc3TWID1uad1eurt1eXDs4CrJ+\/aSraPL264eAss2xbdVCmarE6l1cvbFpy+wcGZ1kkX7kfmhwJAAAwQxTYAABgsRxT3ab6iaYpH6zdgU3LsQJr976m6UPAYvngynZ89bDqxKz8cG3OHx2AuXBl9bfVp5qWvbxL03N91scFowMAAACwkzeSAABgsTyo+qPqtqODLJDD8uEfWC9HjQ4AbKjfqJ5TXTw6yIy7ZHQA5srJ1VOrt40OsmDcDwEAAGaIkzAAALBYDq1uMTrEAvlw9ebqk6ODMFdM9Li6M6q3rGzA4vpS07QoS5hfu4c0LQ\/52pX\/wrW5rPps9dKV\/cc2TQhmbb595b9vqU4fGQQAAAAFNgAAWBTbqkNWNtbmwurSlf0\/qp43MAvz5Sv3wxuMDjKDTql+qfrc6CDAhtu\/+nzTY6GSzZ49tLp30+\/pPdVFY+MwJ\/6l+kh14+prUxRdq++o7l69PwU2AACA4SwhCgAAi+Gm1W9VTxodZAG8qvrule2Ng7MwX25W\/W71hME5ZpX3IGA5vL96YpY7vC43qH69aZoWrNY51TOrPxgdZEFcVp02OgQAAAAmsAEAwKI4svrO6qjRQebYyU0n3V9W\/ffgLMyno6rvqg4bHWQGba0OGh0C2BSnV++sHtD0mMg1u2e1pfpy03OQL4yNw5x4f3WT0SEWxIFNH1r5u+qjg7MAAAAsNZ9+BgCAxXB5deroEHPun6vvbVqaCfaF+yHATpY1X527NS1Z\/r9GB2GuHD46wII4vnpu9dTRQQAAAJadAhsAACyG06orRoeYcxetbFeODsLccj8EYG9tqw6trj86CHPlPdUPVO8dHWTOban2b5pk\/XvViWPjAAAALC8FNgAAmH83qu6fSSdrdXBeI7Hvjm+6Hx48OggAc+fy6tLRIZgrn6xeksnB6+XE6kerx1a3qq43Ng4AAMDy8UIMAADm3xOqH6yOGx1kzpl8wlo8sWkSivshALBZjhwdYMH8aHW76seqswZnAQAAWCoKbAAAMJ++s7rlyv7jqhMGZpl351Vvqf6q2jE4C\/PnttW3NU3suOngLADAcnlT9ZmV\/W+o7jEwyyK4YXXnar\/RQQAAAJaNAhsAAMyXA5tKMj+XE1Tr5ZzqedV\/jw7CXLp79VujQwAAS+mNK1tNE5lv2bScuQLWvjuz2j46BAAAwLLZOjoAAACwV76zenl1+9FBFsgNqwNGh2BunTk6AABA9RfVU6oPjQ4CAAAAe0uBDQAA5sudqq+tDhodZEF8unpNde7oIMydA6r7Vw+srhicZR4ckvcgAGAjnVK9eeW\/7LsrqvNHhwAAAFg2lhAFAID54mTK+np99ezq8tFBmDuHV8+qvi6vrVfjsmrH6BAAsOCOqQ4cHWLObW36oMIlo4MAAAAsE59+BgAAltGZ1U83FdgurbaPjcMc2lYdW+03OsgceEP185kIA8vm8NEBAPbBV1W\/V91vdBAAAIBl4lPiAADAMtlRfa56a\/W8wVmYb9uz9OxqvbV60+gQwKb7aPXx6sQsfQ6bZUvK9Wt1fPX4ptcNF64cO6P6wrBEAAAAS8AENgAAYJlcVv1m9eujg8ASOWR0AGCIP6z+T1NxHNgcW6qDR4dYEN\/eVMB\/U\/UDg7MAAAAsPBPYAACAZbK9+liWMoTNpMA2+x5Q3X10iL30d9V\/jw7BtTqjel87JxgBG+\/C6mVN978HDc4y745c2aoeXZ1X\/VX1kWGJAAAAFpgCGwAAzJcdowPMua3tPBEFbKzLqwuqc0YHWUDbqkNbn8n6W6sfrx66Dte1mW5UPXudruvy6vx1ui6u6gbV\/qNDwBK5sHpp9anqTtUx1QFDEy2GW1TPrc5MgQ0AAGBDKLABAMB8OW90gDl3QHXQ6BCwJD5dPaP64OggC+jw6nebSlzr4R7rdD2b6ZHVndfput5bPXOdrourul5TiQ3YXO+rHlf9YvW1Y6MsFB8mAgAA2CAKbAAAMB\/2r76+uu\/gHPPsS9U\/NZVqgI313uoN1VtHB5lRh1Vf176\/L3OHpmLCMrvpyrYe7lh9tjp7jdfz8aZlqtnp7KbHggc2\/d1yzS4eHYCFcl71zuq46sqm1xFbRgZaEFeMDgAAALCoFNgAAGA+3K76\/abla9g3f139cNNSccDGOa\/6lerto4PMsPtUr6oO3sef39o0BUYZYX3coHpha5+s88LqJ9ceZ6GcUv10U0Hw+YOzzDrv07IR3lR9snpjdcvBWQAAAOAaeWMEAABm11dVT1vZP766zcAs8+qt1V+u7P9ndcnALLAM\/qV6UfXu9r4s+ozq1uueaDbdqjp6dAj+n61NS0yv1cOrQ9fhembdu6vXrvKyO6rLqj9vmlz0jOpmGxNrrm2rfqjpgwovrc4dG4cFckX1gab73iOqx4yNAwAAAHumwAYAALNn\/+rm1ROqpw7OMq\/ObZr28qLqbYOzwDK4sOk+9\/Lqdav8mQObirnXa1oK8ulNk7BgXp3Ycvy7fZem5VK373LslOrUa\/mZzzdNqDuuqUBjEtRVba0eUN2waclVBTbW0\/bqz5qWr1ZgWxuTnAEAADaIAhsAAMyeY6pnV183Osgce1\/149X\/DM4By+Kk6seqD+\/Fz9y6emV1ZLVfddQG5ALW352qP97t2O+1uiVC\/6D6dNMSupbAvbpzqitHh2Bhmfy5dqY5AwAAbBAFNgAAmD0HNE03OWZ0kDl2VntXpAHW5uzqn1dxudtU37myf8fqHhuWCNgoBzUtdbmrJzZNVaz6SNMS3ntyWvWmpuc6j6y+aQPyzTPlNTbSe6rfrh7a8izZvd6+pzqk+stMSgQAAFhXCmwAADB7rqzOqG41OsgcO7A6uGlZQ2DjHdZUvP1kddFu3zu4qfBS9ejqFzcvFrBJ7rqyVf1TU4n8guqK6ryuutzoRU3TF2+WAtue7BgdgIX1npXtxBTY9tWjqjs0lfYV2AAAANaRAhsAAACwVreuXti0hOCf7Pa9R69sVTffzFDAEHerXt1UXvtM05LeuxbKj6t+vbrf5kebeZdWp44OwcIz5XltLsn9FAAAYN0psAEAAABrdXh13+rirr4E3lOre216ImCUQ6qvXdn\/uupTK9tX3L1pyVGu7sbVU6p\/rT46OAuLaf\/qr1f++78GZ5lXhzc9hp3WVGZ7V6Y+AwAArJkCGwAAALBevr66\/27HvPcAy2tr9StddVnMLYOyzIPbVS+ofjUFNjbGZdVvVR+q3tC0BDh755ZNE2d3VGc0TZl999BEAAAAC2Dr6AAAAMDVnNp0col9d3ROkLOxvty01BtXta1pqsuum\/ceYHltqfbrqo8J+w1NNNu2NP2OdlzXBWENrqj+qfqh6j2Ds8yjXR\/Xjq9+vnrS0EQAAAALwKegAQBgthxf3bU6cnSQOfaZ6t+7+jKGsF6Oq+7YVJQEgPV206Z\/Z07KhxrYGOdXr6sOaJrCdrPq4JGB5tgDqxtWH68+WZ0+Ng4AAMB88iloAACYLY+pXlTdZnSQOfac6rnVJaODsLAeUb28uv3oIAAspEdWL6lOGB2EhfenTZPYPjU6yJy7TfXa6kGjgwAAAMwrBTYAAJgtxzadrDxgdJA59NHqWU0n4k7N8ltsnKOqE6sDRwcBYCEdWd23+pnq2\/MeLhvnnOp91QWjg8y5A6ubVzcaHQQAAGBeWUIUAADGO7SdhbX9RwaZU1dW5zUtg\/Rrg7Ow2LY1LbN10OggACyFJ1XHVH9dbR+chcV1g2q\/0SEWxIWjAwAAAMwrBTYAABjvh6sHruzfcmSQOXV+9RPVuwbnYPEdXf1ude\/RQQBYGleODgAAAACw0RTYAABgnFs0FWGekuLavvpQ9RfVq0cHYeHdrXpY9ejRQQBYKhdUl48OwULbWh0yOgQAAADLTYENAADG+abq9\/O8fC1eVL282lLtGJyFxfZj1feODgHA0tk2OgALb0d1yegQAAAALLetowMAAMASu7zaP8\/L98W\/Vz9QvaXp96i8xka5XVNJ8lur\/QZnAWD53Lvp36E7jA7Cwjqj+uXqDwfnAAAAYImZ9AAAAJvvwOrm1a1HB5ljH6peMjoEC+u46viV\/e+unjwwCwDL7ZYr29lNRbaTUtxnfZ1f\/UXTuYInjo0y964YHQAAAGBeKbABAMDmu0n129VXjw4yxw4cHYCF9t1NS4ZWHTYyCACs+L7qFk0Fo\/PHRmFBHT06wAKwFCsAAMA+UmADAIDNd1j1jVmOcC0Or7ZVV44Owsx4dHXCOl3X9zSVBABgVhxdPaT6xeq0dbzek6vXr+P1Mb\/eX\/1G03OqmwzOMq++c+W\/r8mkRAAAgL2iwAYAAJvvwuq91d2qQwZnmTc7qvOqL44OwnDXayqDbq1ObDqhf5uRgQBgg+1fPW2dr\/NT1Seqj1UXrfN1M1\/ev7IdUD1m5dj1VzZW5zuqe1afqT7Q9LoPAACAVdgyOgAAAGyWHTtm5kPw+1fHNy0B9Qtjo8ylp1d\/U300kw2W2QlNS\/Ee2XRi9R6ZaggAe+vyptLS86s3Ds7CbLhNOyewfW\/1pIFZ5tH2pvvUi6tXDs7Cgtiyxak8AAAWnwlsAACw+bY1LYF58Oggc+bD1bubTgSdPTgLY9y4uu\/K\/j2rhw\/MAgCLYL\/qPtUl7Vya\/XPVvw9LxGgnrWxVdx8ZZE5tbXqeur06p\/q3TI8GAAC4TgpsAACw+W5W\/WF1p7Ex5s7\/rZ7dzpOrLJ+HVL+\/sr91ZBAAWDBfW91vZf8vmyZvXTouDjPioNEB5tg9m17zPT4FNgAAgOvkDX8AANh816uObprExuptra7IsqHLaFv1zOr7mybF7Jf7DwCsp63t\/Df2G6qXVV89NBGz4C3Vj1efGB1kDm2tDq0uGB0EAABgHpjABgAAm+\/ipuVkbjo6yJw4v\/pMdfLoIOyzA6qvajopvi9uXT29OmzdEgEA1+So6nHVhWu8ni9Up649DgN9cGX71uq2g7PMo0uru1afb3o9c8XYOAAAALNLgQ0AADbfhVkGc298rPrh6lOjg7DPblG9vDpmH39+\/+rg9YsDAKzCd1cPWsPP\/2b1gnXKwjhHNT0XY+\/tXz2jukv1Y9XZY+MAAADMLgU2AADYHDdommSx\/8r+jcbGmSvbqg9U20cHYa\/csnrUyv5XZRkyAJg3R65s++r72jk99b+rv1pzIkbYVm0ZHWJObWl67Xf79n0SMQAAwFJQYAMAgI21tTq0emjTFApWb0fT8qFfrI6uTh8bh1XaWh3eNLXl2YOzAADj3GNlq3pX9aHqtOqSUYFgkLPyYRwAAIBrtXV0AAAAWHAHVz9f\/eToIHPoyup3ql+ozh2chdXbr\/r16smjgwAAM+Me1Wure40OAgAAAMweE9gAAGBjHVB9Y3W70UHm0JXVu6sPjg7CdTq8+oam8tqJ1ROb\/vYBAGqaSHz\/6ger\/at3NE3bZfZtafpQDgAAAGwYBTYAANhY27P05b7a0rR0KLPvvtUrmk5Ob6m2jY0DAMyoR1a3rb6nOmlwFlZnR5Z9BQAAYIMpsAEAALNq\/+qg0SHoJ6o7XMdlblUdtQlZAID5tq26S\/W86oxVXH7HymU\/uZGhuFbnV8+pPlV93+As8+rSVvf3DgAAsLQU2AAAYGNd2jSFjb1zTvXx6pTRQZbEEU0ltN0dVz2tusnmxgEAFtjW6jv24vKnVX+2h+NnVP+zHoG4VpdUb6u+VN2maZn4g5sm6W0dmGueHFt9U\/WRpt8jAAAAu9kyOgAAAGyWHTt2jLrpt1QPGXXjc+qt1Y80nZi8cHCWZfCQ6vf3cPx61Q2r\/TY3DgDA\/3NGdcEejv9F9eObnGWZHdj0vHBLdcfq1ZnAu1oXV6dXz61eODgLc2jLFqfyAABYfCawAQDAxrlP9eCm6QSs3muq11efGx1kSTy+ekx1s8E5AAD25JiVbXePqM5set746U1NtJwuaefz8y9Uv1g9tHrgqEBz5KDqhOrGo4MAAADMKgU2AADYON9cPXN0iDlyQfXf1bNSXttI+1WHN4UoUTgAACAASURBVE3PuGX1y9WJQxMBAOy9Gzc9j7myelF1brV9aKLlcUXT9N5LUmDbG+ePDgAAADCrFNgAAGDjOIG2d169sn1xdJAFd7Pqt6tDqoMzCQIAmG9Pbppu9aN5\/r3Zto0OMGfOGx0AAABgVimwAQDAxrl8dIA5877qP0aHWFAnVPde2b9f9ZCBWQAA1tMtqidWn6w+v8vxL1TvGRFoiew\/OsCc+Zrqs9U7qssGZwEAAJgpCmwAAMCsOGJ0gAX2sOo3V\/a3jgwCALAB9q+eU+3Y5djfVo9uWqYeZsF3V19dfU\/1gcFZAAAAZooCGwAAMCsOGR1gzjy2+vpVXvae1X4bFwUAYKgtXf297vtXL64uWcXPn1X9enX2OueCXW2tbl39SvWlpsLlK6r3jgwFAAAwCxTYAABg41wxOsCcOLf6TPXp0UHmxOHVbasfaeeyoAAAXNXh1ffuxeU\/V7115b+wkR68y\/6\/p8AGAABg6RgAANhAl44OMCfeXz2++qvRQebE\/ao\/ru48OggAwAJ5ZtMHBGAzrWZCIAAAwMIzgQ0AANbfjaqHVd82OsicOKf68OgQc+KxTZNEbjY4BwDAorlh9aim6cCvb5oQDBtpe9MyogAAAEtPgQ0AANbfTatfro4ZHWROHFgdVp03OsgM2q86oml69s2rX6puMTQRAMDiOqH6lerK6pUrxy6sLhiWaLZtGR0AAACAxaDABgAA6++06uLRIebIUU0FLa7uJtXvNRX8rt9UjgQAYGM9tXrQyv4rq1cPzDLLDh4dAAAAgMWgwAYAAOvj2OoBTVMIblEdMDbOXLi8+tfqbdWlg7NspltU91rlZe9ZPWQDswAAcHU3X9mqtrX656qnVO\/ekESz6QPVG3c7dtfqqwZkAQAAYI4psAEAwPp4QPVHTZPEtmSi2GpcXD2v+ptq++Asm+lR1a+u8rKWZQIAGOu+1X1Wedl3Nz3XO2Pj4syUv63evtux56bABgAAwF5SYAMAgLU5svqhpilZ+w3OMm8Oa5pmsSzltVs2\/a18a9MkDwAAZt+WVv\/c7d7VC6oXVe\/aqEAzZEd15W7H9h8RBAAAgPmmwAYAAGtzWPX46jajg8yZM6oPVReNDrKJjq1+NEVHAIBFdf2mCWxXVGdXH6suG5po832q+q\/qVtXBg7PMg8tHBwAAAJgFljUCAIC1ubLp5BR75+3VE6oPjg6yic6tThsdAgCADfeQ6sXVCaODDPBH1Y9Unx0dZE5cMjoAAADALDCBDQAA1m73ZXO4Zl+u3lz9cXXy4Cyb4cTqsSv7N60OHZgFAIDNcVh1n+rnqjdWfzs2zqY6u2kC24Wjg8yBLU2vFQ6pXjc4CwAAwFAKbAAAwGY6pfql5n8S2dbqyK77NdUjql\/d+DgAAMygJ1Y3qj7U6j70ckXT1N4rNjDTZji22m90iDmwpen1wp2rTzQtOav4BwAALCUFNgAAYDMdWx00OsQ6OKB6XnWr67jcjTchCwAAs+s+TVPYdqzisp+vnpXlN5fNzaoXVr\/VNKkaAABg6SiwAQAAm+U\/qn+oLh0dZI3uWD2kenxeUwEAcO0Or+6\/ysue2TStmOWyf3XP6vurS6q\/zyQ2AABgyTjZAgAAbJZXVC+rto8OskZPrX642jY6CAAAC+X0pjITy+kbqttX31P94+AsAAAAm2rr6AAAAMDSOL\/5Lq+dWL24eljKawAArL8bVc+uvmt0EIbYUh1XPbPpAzP7jY0DAACweUxgAwAANsvBowOswa2rR1f\/e3QQAAAW1uFNH5Y4tPrCyrFzqpOGJdo3WzJJbi2+sWn4wCurywdnAQAA2BQKbAAAANftZ6uHjA4BAMBSuE\/1ppX9d1VPGBdln2ytrj86xJw7p9oxOgQAAMBmUWADAIC1OT2fip9n96y++Touc0j1HdWRGx8HAAA6uJ3Ti7+9ek51\/jVc9nPVazcj1F44s\/qt6uHVAwZnmVfbRwcAAADYTApsAACw7w6ubpPpAvPoek2FtCdnWVAAAGbXEdVPX8v3P9W0xOhHqgs3JdF1O6t6YXVKdYeVY\/s1\/b9sHRUKAACA2eXFIgAA7LsHVy+qbjs6CHvt+OqlTRMtAABgXp1Y\/UH10NFB9uDd1aNWtmc1FdsAAADgakxgAwCAvXeD6r7V91f3Hpxlnuw\/OsCKe1WPqB42OggAAKzRftU9m16bXFy9o7pgaKKdzmoqsVWdWv3UwCwAAADMMAU2AADYe7erXlDdaHSQOXP56ABNJ\/h+sqnABgAAi+Lrq9tXj67eOTbKHt2g2jY6BAAAALNJgQ0AAPbeudWR1ZbRQebEJ6vntXP6wih3q36i+sZq6+AsAPPupdV7Nvg2blL9fHXABt8OwCLYUt2w6XHz8SvHfr\/6wLBEV3VAPgAEAADANVBgAwCAvXPz6j5Ny\/McNDjLPPhE9UfVyzfhto6pbnEt33\/cygawbD5dnbmO13dh9fzqo+t4nXtyYNPj+h3W8Tqv3zRJ1RQgYFE9YJf9i9rzOYCzmz5kspnOqP66umt1402+bQAAAGaciREAACyNHTt2rMfVPL9pWZ6jcvL7ulzeNP3h76qzNuH2Hlf92rV8\/5DqiE3IATBrfqh6yzpe346mIsKl63ide7K1OrZp+ef1ctumYrUpQMAyOLc6fw\/H\/6F6wiZnOaDpNdRPrmxcuzdXj60uGR2E8bZscSoPAIDFZwIbAACszj2qb68e3nQynT07uelky\/lNJ8z+qj2fNFtPB1RPqh7TtNwcsJz+tPrI6BAz6NKm382XRwfZB9tb\/9xfqH4x\/17s7rta30l3wGw4fGXb3UOr51YXNH3Q5BVtfFHq0upL1Rc3+HYWxSUprwEAAEtEgQ0AAFbnftWzRoeYA5+ufr5pebnNcFh1\/6bJa6arweK7tGnZs91Hal5QPa\/6t01PxDx66egAM+jC6v\/s4fhXJiYBi+XI6qdW9s+rPl+9u+kDKBvtkE24jUVwRHWz6rSmpWABAAAWmgIbAACszpWjA8yJrdWBbV6B7QnVU1Jeg2VxUlPJ5vLdjl9RfXjz48DCeH31L3s4fq\/qtzY5C7C5Dque3TSF7fmDs7DTfarXVb9R\/fngLAAAABtOgQ0AAFbnitEB5sRXCmwb7djqG6snV3fehNsDxvlU9e8r+\/9YvXNgFlhUJ69su\/tY0wSgo5umJj2wOmjzYgGb5E5Nz6tPq96x8l\/GOrq6b3Xr0UEAAAA2gwIbAAAwj76penVe08AyeGP1Cyv7uy8dCmysM5umHm6pbly9oWlZdWDx3LF6TfXEpslfzIYLRgcAAADYDE72AAAAs+6o6lnVkbscu22135g4wCZ4TdMEmKp\/q7YPzALLbsfKdnL1i9Xxu3zv1tXPD8gErL8tTecLfqz65l2On1P9SnXGiFB0zugAAAAAm0GBDQAAmCUHNp0MP3iXY\/dumv4CbK6zqpMG3O6O6g+q\/xhw28C1+\/vdvj6quk11wibd\/m1WbhPYOPda2Xb12eq9K\/ufqM7e1ETL7W5Nv\/+qL6xsAAAAC0eBDQAAmCXHV79R3WGXYwcMygLL7l2NK4+a8gLz4dymx4nNeo\/xd6pHbNJtATv9bHXpyv6PVn8+MMuyeUr16JX9F1a\/PjALAADAhlFgAwAAZskFTdNVbjI6CCyx06s3V2\/KlA\/g2l1ZnbqJt\/fCpseoh1c32MTbhWV37C77P9w0CfGV+3hdh6w9zlI5cmWremzTpNo\/bcyUXAAAgA2jwAYAAKynrWv42UOblg+9aJ2yAPvm1KbpHp8fHQRgN+9sKm3cNwU2GOWbqttVn6neX52\/lz9\/anVaUwnO+Ym9c\/um52gnpcAGAAAsmLWcXAIAANjd0dW2ffzZR1bPr262bmmAfbGl2n90CIBrcEDT4xQwznHVb1eP2oef\/b\/VD1ZfXtdEy2P7ygYAALBQfMIJAABWx1Sw6\/Yf1VublgFdra+pTljZf0p1j\/UOBey1rdWBo0MAXIPLmpbQA8bZVt2temp18cqxk6t\/WsXPnryy3appOeB7bUTABXZx0\/LNAAAAC0WBDQAAVueg0QFm3Pbqd6o3tvqTyodWP1t9y8rXpqkAANfl0PZ92iuwvu5V\/dHK\/tur767OXeXP\/kb1P9Xrcp4CAABg6XlhCAAA1+646keqbxwdZIZ9qOkE1N+35\/Larav\/r6u\/\/ti\/ul\/TtCcAgOvyuKaJTTcZHQSopg+gfOVDKPetXlJduttltq8cf+9ux3dU\/1B9X9PrgROaXnfdcKPCLogd1ZmjQwAAAKw3BTYAALh2R1VPbiqycVWXVJ+sXtnOyQu72q+pvPbY6kmbmAsAWEzfXH3H6BDAHh3aNIFtT97R1QtsVWdUr13ZP7763hTYrsu2prLgWdWnqivGxgEAAFgfCmwAAHDtrmg6saLAdnWnVj9dvecavn9k9UvVAzYtEQCwyM4fHQDYJ+es4jLH5HzFahzY9Brsrk0T61bzuwUAAJh5luoBAIBrd0Z12egQM+rQ6qSu+aTJOdUtm6bYAQCs1SGjAwB7bXv1+Oox13E55ypWZ0tT2e+2KfwBAAALxAscAAC4ZodWt2v6lDtXdX5TeW333831mgpr26obVJduci4AYHF9oTq9acqr9zVhPmytHlndsfrEynbBHi63fTNDLYCz8jsDAAAWiE81AQDANXtk9fzqxNFBZtDrmpas+chux4+tXlj9SfXSpgIgAMB6eEX1tOrzo4MAe+0W1YurB1\/D98+orti8OAAAAMwSn1QEAICd9q\/uWx2\/8vVTqnuMizPT\/q76QPU11Qm7HL9T9fAhiQCARffppiXKnzY6CLDXDqi+uvr+9nxe4sSm6YoAAAAsIQU2AADY6frVT1XfsvL1loFZZt1BTUusPre6zy7H\/c4AgI10w2q\/0SGAffaA6hv2cHxLXksAAAAsLQU2AADYaUtTKWvr6CBz4Aeq72iaUOf3BQBslv2aSmxcs3+oXrXbse9rKg7BaIpqAAAAXI0CGwAA7LSjumB0iDlx\/9EBAICldG71t03Lvt9icJZZ9cHqtbsdu7w6cGX\/uPzuAAAAgBliUgIAAAAAMC++UP1k9YrRQWbY9fdw7K+qR61sL9jcOAAAAADXzgQ2AAAAltH26qXVZ6pLqydXdx6aCIDVuKI6rTpzdJAZtqflGS9o56Th\/1sdUj2xuvkmZQLW16XVWaNDAAAArBcFNgAAAJbFpU2Fhx3VR6tnVmdUR1ffkgIbwDy5tDqlOqqdS2My2XEd3\/989cvVQU0F7mPac+kNmF2HVXeoPtfOcioAAMDcsoQoAAAAy+IT1WOblk97etPUioc0TaK518BcAOy9v2l6TP+30UFm0EWrvNxLm8rcwPy5S\/XK6ttHBwEAAFgPJrABAAAw63Y0FRXWulzcu6t37nbsztXXr\/F6Adh8p65sTxkdZAbdtXpM9c9N09auyWer11a3qo7bx9s6tHpQdcA+\/jywb45o+gDGCaODAAAArAcFNgAAAGbdx6qfqj68AddtySWA+XXQysZVPaD6mqYS27UV2KourJ6xhts6ofrj6j5ruA5g310xOgAAAMB6UGADAICdzqkuGR0CqOpz1a9UlzYt9fnRDbqdczboegHYeFuqo0eHmFH7V\/ttwu18vmkZ0q9McPvfTeU5YHM8urpR9QdNUxUBAADmkgIbAABMTqjuVt14dBCgjzdNc3nFBt7G9avbNt3vAZhPV1b\/2lRiu02bU9iaF5dVl2\/Sbf39LvvfkAIbbKa7Nz3+vS4FNgAAYI4psAEAwORh1XObplUA4+yonl29bYNv56bV71Z32eDbAWDjXFb9RvWf1Yuqo8bGoTp8dABYQqdVF4wOAQAAsBYKbAAAMPlo9Ybqm5qKLcDm+6\/qtdVb2\/ilPS9smlbhRDvA\/NrRtMz0SdUVg7MweV314ZX9b6nuMzALLIsjq6c3PYf+y8FZAAAA9okCGwAATP5+ZfvLFNhgLbZXZzZNxdlbr65+Z33j7NHhTeU1kyoAFsNR1dbRIajqz1a2qpPb++fVR1QHr2siWHxHVk+tDkmBDQAAmFMKbAAAsNOBOfkJa3VZ9f9VH9+Hn\/3cOme5Jo+pvr+68SbdHgAso7dWH9vLn\/np6ts3IAssg3NHBwAAANhXCmwAALDTJU3To4C9c071d03ltc83LQO6LxPYNtoJ1f2qJ1d3HZwFABbdl1e2vfGS6ryV\/dtV91jXRLDYbld9b\/Uv1f+MjQIAALB3FNgAAGCnI6r9RoeAOfRP1VOq80cHuQ73rF7ZNG0RAJg9b1vZqp5YvWpcFJg7X1d9TfX4FNgAAIA5Y3kkAACYfGvTxIc7jw4Cc+b51XOb\/fJaTQVV5TUAmA9\/01TE+cToIDBHtlX7jw4BAACwt0xgAwCAyV2rR40OAXPk9Or91e9Xnx6cZbUub1oqWIkNAGbfqdUfVTdqKrLdYWwcmAtXVpeNDgEAALC3TGADAIDJOaMDwJz56+pJ1edHBwEAFtpLq1+oLh4dBAAAANgYJrABALDsblQ9svq20UFgBryl+sAqL\/v26ksbmAUAoKYPmvxN9TPVkau4\/AFNJfsbbGQoAAAAYP0osAEAsOxuWj2zOmZ0ENhk51Xn7\/L1FdVvV+8akgYA4JpdWD1\/Ly5\/dPXgXb6+XtPz\/W3rGQoAAABYHwpsAAAsu+3VJaNDwABvrl6+y9fbq48MygIAsJ5+s\/rDXb4+sXpBq5vgBgAAAGwyBTYAAJbdOdVFo0PAJvpi9c\/Vy6r3DM4CALARTlrZvuJfq1tX31rdZ0giAAAA4BopsAEAsMy2VIdXW0cHgU30weqpXXX5UACARffL1RdSYAMAAICZo8AGAMAye3T1uOqGo4PAJjo85TUAYDn54AoAAADMIAU2AACW0WHVHasfqu43OAushy9Vn17lZd9THVxduHFxAIAZcNnoADPo1Kal1FfjsOrOG5gFAAAAWKHABgDAMrpX9YrqBqODwDr5i6ZlsVbj0uqiDcwCAMwGBbar+4fq\/au87F2r11VHblwcAAAAoBTYAABYLl8p+NyjOmFkEFgnF1Qvq17fNIUN1sMxeb8AYN5tq55SHV+9qek5A1OJf7VF\/jOrn62OrQ6qvr86eoNyAQAAwFLzhjQAAMvkmaMDwDo6u3p79TNNU9VgPZxTfbi6eHQQANZkW\/WI6hbV36TAti8uq168y9c3rL4jJTYAAABYdwpsAAAA8+kl1WtSXmN9vap6dXXy6CAArItLqh2jQyyI51afrp49OggAAAAsGgU2AACA+XJK9XfVH1afGBuFBfTx6r9GhwBg3VyWAtt6OanpwwM3rR5U3WxoGrhmF44OAAAAsLe2jg4AAADAHu2otu9he1v1fSmvsf52VAeMDgEAM+wL1Q9Wf9ZVn5\/tSFGQ2XFItWV0CAAAgL1hAhsAAMBsemH1r3s4\/rHNDsJSeH\/1gvb8NwfA\/Lq0+vLoEAvoFdX7dvn6etUzq1uNiQP\/z9bqh6pbV79XnTU2DgAAwOoosAEAAIz3uerkXb6+sPqDpuUcYTN8qnrV6BAArLsbVA+tPthVn2uwNh9Z2XZ14+rBe7jsjapbbngimGyp7lsdW70yBTYAAGBOKLABAACM96rqpbt8vb06e1AWltMB1UHVxaODALCu7lC9rHpu9TuDsyy6F1V\/uIfj353fPZvvzOrK0SEAAABWS4ENAABgnFOalqB6Q\/WlwVlYblualpwCYLHsX92wOm50kCVwzsq2uzdXhzT9W3vj6lHVkZuYi+W0fXQAAACAvaHABgAAMMbp1Z9WzxodBFJeA1h0F4wOsMROrn51Zf\/W1QNTYGPj7cgENgAAYI4osAEAAIzxa9VbRoeAFUc0TYYBADbOYdUNRodgKVze9IEZAACAuaDABgAAsDkurf6qaQLKOdVrqzOGJoLp7\/LdTX+blw\/OAsDGuXh0AKo6q3pxU4ntwOpbq0OHJmJR3bj6kers6pLqH6svD00EAABwLRTYAAAA1s+OlW1PPlD9WPXFzYsD1+nC6rnVO0YHAWBDXb9p0uY1PU9hc3y2esbK\/pHVG5qWFN2TLZmOyr67dfW7K\/unVY9MgQ0AAJhhCmwAAADr48vVL1XnXsP3T015jdmzo6nEBsBie3h1bPX71UmDszA5u3p29Zpr+P7+1c9Xt9y0RCyqg5v+3gAAAGaWAhsAAMDanVT9WfWi0UFgL22pDhkdAoANd+fq9tWbU2CbJf90Hd+\/cfU91W2r\/TY+Dgvq0uprm5aL\/0QmMQIAADNo6+gAAAAAC+C3queNDgEAcC1OayqwMD9e0DTh97zRQZhrRzT9Hf1EhhoAAAAzyosVAACAfffx6tXVX1RnDc4C++KopiXKAFh82zN5ad6cU53c9O817Kut1dHVzTPUAAAAmFEKbAAAAHtve3V69drqOYOzwL46v\/pcproAwCy7XvXfTQWkbdWxeV+ffXNOSqwAAMCM8kIXAABg711c\/z97dx5l6V0X+P\/dHZJ0EkJCAoTNIIR9B2UZZhh+GhUBRR1x2ARE2d0QcAQVEXdh2BwWBRHZQZZBB1EBFdSD7PsuWyAsCSRk39P9++O5MZ2ml+quuvW9Vff1Ouc5Pvepe7vfHCtdd\/nU99vjq3eODoFV+L\/Vc6rPjQ4BAPboY9VDq4Ora1cvqK45tAgAAADWmAE2AACAPftc9W+7uX5S9Zrq0vXNgTX12eqDoyMAgL06q\/rQTrdvXN1sN\/e7Y3XzdSkCAACANWaADQAA4DvtaNom9DXVkwe3wLwcOToAANhvT9vD9f9V\/UG1tdqyfjkAAACweltHBwAAACygc6onVC8fHQIAACvwuurnq1NGhwAAAMD+sgIbAADAFX2+ekv17NEhAACwQl+s\/qy6XvU\/qpuMzQEAAICVM8AGAABwRS+oXtK09dKOwS0AALA\/nlZ9qWmYDQAAADYEA2wAAACTL1Uvrl5fnT42BQAADsgZ1V9XR1c\/U91saA0AAACsgAE2AABg2ZxWnbub66+tfm+dWwCA1dtSHTQ6AhbIKU0rsV2peuRO17dU16gOHREFAAAAe2KADQAAWDbPrd6ym+unrHcIALAmDqmuOjoCFtDLqrfvdHtb9bzqlmNyAAAAYPcMsAEAAMviK9XfVS+tvji4BQBYO1+q\/k91t+rWY1MW2vbqrNERrKuTZ8fO\/qS6y+z8e6pbrWsRAAAA7MbW0QEAAADrYHv1101bKBleA4DN5VPVL1VvHh2y4LZWR+c94WX3ouqhs+NvB7cAAABA5c0KAABg89te\/Vb1wtEhAMBcXTg6YMEdUz2leky1ZXALi+Gw0QEAAABQBtgAAIDN7aTqZdVzqo8NbgEA5mvb6IAFd3j1A9W9MsDG5FPV+6qLR4cAAACw3AywAQAAm9nLqidU540OAQBYEN8eHcDCeGX1C02\/9AEAAADDXGl0AAAAwBr5SPW6Xa69oTptQAsAwKLaMTqAhXFO9d7qqdX1dvP1H6nuvK5FAAAALCUDbAAAwEZ3SXVq9dLqWYNbAABgo3nFHq5\/vbpudVx18PrlAAAAsGxsIQoAAGx0Z1S\/XL12dAgAAGwib64eXn1tdAgAAACbmwE2AABgI3t\/9czq9flgDQCW3WGjA2CTObX6++rZ1T9Xl47NAQAAYLOyhSgAALAR7ai2V8+r\/nJsCgCwIM5tGrDZWm0Z3AKbybOrk6r\/Uh00uAUAAIBNyApsAADARvTp6sFNK0IAAFT9VdO24l8YHQKb0JZq2+gIAAAANicrsAEAAIvuguoj1YU7Xfub6lVjcgCABfXRpiH3+1UnDG6Bzea06u3VITtdu97sAAAAgFUxwAYAACy6z1UPr07d6dr5g1oAgMV2ja44YAOsjfdUD+yK2\/P+fPXkMTkAAABsJgbYAACARfZ\/q9dUHxsdAgBsCAdXVxsdAZvQBbNjZ6+sdlSPrI5b9yIAAAA2DQNsAADAIjq7+nr1rOpfB7cAABvHhU2D71fJIBvM22eqpzT9t3afphUQAQAAYL9tHR0AAACwG2+v7l99aHQIALChfKt6UvXc0SGwRJ5RPW10BAAAABuXFdgAAIBF9K3qg6MjAIAN56LqU3keAevpC9UrquOre1UnjM1hDy6aHQAAAAvHCmwAAMCiuLS6eHZcOrgFANjYrjo6AJbMKdUvV6+rLql2jM1hN7ZVh+dzIQAAYAFZgQ0AAFgUb6peOzv\/4sgQAADggLy0aZjt96ojBrdwRXeqXla9oPrHwS0AAABXYIANAAAY5ZLqk9Xps9t\/Wr19XA5L4MLRAQAAm9ynq89WN6xuUW2pblsdNTKKqq47O\/4tA2wAAMCCMcAGAACMcn71B9U\/zW6fPbCF5XDJ6AAAgCWwo3py0+cPBzWtyvZDQ4vY2XmjAwAAAHZlgA0AABjlyOob1TdHh7DpHVHdr7pXXgcDAMzbjurbO91+ZvXV6qFjctjFjtEBAAAAu\/LGPQAAMMI51ZdGR7A0rlw9uvqe0SEArJstowOA\/\/QP1ReqmzRtK2o70bG2jw4AAADY1dbRAQAAwFL65+rB1YdHh7AUdjRtWQvA8jhsdABwBSdVj6rePDqEzhodAAAAsCsrsAEAAOvl\/dVHZudvrD40sIXlsqO6aHQEAOvqo9WLq7tVNxzcAkzPxT5Wvajpc4kfrQ4fWrS87lVd3PRLRWcObgEAAKgMsAEAAPO3fXY8v3rJ4BYAYDm8a3a8NANssEjeWX2yulr132fXDspuMevpIdXtq5\/KABsAALAgDLABAADz9tnqd6p3DO4AAJbPJaMDgO\/wzeqp1TVnt5\/YNFDF+jms2jI6AgAA4DIG2AAAgHn6aPXy6tWjQwCApXTI6ABgt\/51p\/Njq5+rbtE0WMX8nVWdOzoCAADgMgbYAACAeTm\/aWWFt40OAQAAFtYrqs9UL66uP7hlWezICpUAAMAC2To6AAAA2JTeW\/1q9dbq7MEtAADA4jqnOqk6anTIHM6hVgAAIABJREFUErlu9ZTqXqNDAAAAygAbAACwti6uTm5aPeF5TR9GAQAA7M226qPVGaNDlsRx1SOrHx8dAgAAUAbYAACAtXVK9ejqTaNDAACADeNL1S9WrxvcsWwuGB0AAABQdaXRAQAAwKbxrur11ZtHhwAAABvKedXHm1ZyPqz6kerooUXLwYrZAADAQrACGwAAsFrbm35z\/1mzAwAA4EC8p2lry3dWlw5uWQaHNy10sGV0CAAAsNwMsAEAAKv1kepB1T+PDgEAADa886o\/qp47OmQJ3KP68+p2o0MAAIDlZgtRAABgNT7QtM3P60eHAAAAm8a7q29V16\/uWF1zbM6mdaPZ8f+qDw5uAQAAlpgV2AAAgAP1zepJ1ctGhwAAAJvOSdVDq78bHbLJnV1dMDoCAABYblZgAwAADsRbqjdW76guHpsC+\/TN6sLREQAA7JeLq9OrF1anVQ+orj20aHPaMToAAADAABsAAHAg\/rZp61BYdEdXN5z9XwAANp53V5+rTswAGwAAwKZkC1EAAOBAHDM6AFboJ5uGLW85OgQAgAN2dHW10REAAADMhwE2AABgf5xZvbx67+gQWKEbVbeujhwdAgDAATu7elH1vtEhAAAArD1biAIAACt1SfXO6lHVeYNbYKXOHh0AAMCqnVL9bvXl6oVNn234BX0AAIBNwgs8AABgpZ5X\/WGG1wAAgDH+oXpI9bnRIQAAAKwdK7ABAAD7ckrTlqHPrz47uAUAAFhe36heU31X9cDqNmNzAAAAWAsG2AAAgH35++px2YoRAABYDH9a\/Uf1yurwwS0AAACski1EAQCAPbmkek71Z9Xp1cVjcwAAAKrpl2veXj2h+sfBLQAAAKySFdgAAIDd+Vb1ruqp1bcHtwAAAOzqnOoF1VHViYNbAAAAWAUDbAAAwO68sHpZdeboEAAAgL04ZHQAAAAAq2OADQAA2J3PzA4AAIBFdpXRAQAAAKzO1tEBAADAQtleXVQdOjoEAABgBc6uLq52jA4BAADgwBhgAwAAdvb56iHVP44OAQAAWIHXVb9UnT46BAAAgANjC1EAAOAyH6leVb1mdAgAAMAKfXJ23KD6ntm1m1bXHlYEAADAfjHABgAAVF1Q\/U71ttEhAAAA+2lL9fvVwbPbz64eOC4HAACA\/WGADQAA+KfqDU3Da2cPbgEAANhfO6ozd7kNAADABrF1dAAAADDcP1bPz\/Aam9P20QEAAKy7k6uvVhePDgEAAGDfDLABAACHjg6AOTp3dAAAAOvuBdUTq1NHhwAAALBvthAFAAAOGh0Ac3CN6sTq+0aHAACw7r5c\/Ut+mQEAAGBDMMAGAADAZnTD6pnVNUeHAAAwxDXyGQgAAMCGYAtRAADgqNEBMAdbsj0uAAAAAAAsPANsAACwvM6o\/rX64OgQmINLq7NHRwAAAAAAAHtn+WwAAFhen60eU31+dAgAAAAAAADLyQpsAACwvM5vGl47f3QIAAAAAAAAy8kAGwAALK9t1bGjIwAAAOZgS3ahAQAA2BAMsAEAwPI6ujpodAQAAMAcXKk6ZnQEAAAA++a3jwAAYLl8tXrz7Pzz1VkDWwAAAObla9VzqhOrOw9uAQAAYC8MsAEAwHLYUV3cNLz2qMEtAAAA83ZS9ZvVtzLABgAAsNAMsAEAwHL4ZvX06h9GhwAAAKyjS0YHAAAAsHcG2AAAYDmcVf1V9eXRIQAAAOvoyNEBAAAA7N3W0QEAAMC6uFJ19dERAAAA62zL6AAAAAD2zgpsAACwPHxwAwAALJu3VQdXv1BdbXALAAAAu2GADQAAAIDV2lJdp9q2h69fUp1Snb9uRQAwed\/suHb1o9Vx2Z0GAABgoRhgAwAAAGC1Dq7+oLrVHr7+rerXqg+uWxEAXNEfVZ9o+nl1xOAWAAAAdmKADQAAAIDVuHN19+qn2vMKbNvzPhQAY32xen916egQAAAArsgbhwAAAACsxn2rx+7jPqdWV2laqe3iuRcBwO4d27TtNQAAAAtk6+gAAAAAADa0lfyC5NHVb1WPmHMLAAAAALDBWIENAAAAgNW4YAX32Vbdtbpq9fnqkp2+9vmmbd0AAAAAgCVkgA0AAACA9XKT6lXVjp2uPbv63TE5AAAAAMBoBtgAAAAAWC8HN63CtrMHVFfZx+MuqZ5ffWUeUQAAAADAOAbYAAAAABjpprNjX05rWr3ta\/PNAQAAAADW09bRAQAAAACwAr9YPXl0BAAAAACwtqzABgAAAMBGcHx1v+rL1V9XnxybA8AGdFa1Y3QEAAAAV2QFNgAAAAA2iqOrP6h+utqW97YAWJkt1aHV1WfnAAAALBArsAEAAACwGkcN+Dvv1zSE8KTqWwP+fgA2lsOrX61+uDpscAsAAAC7MMAGAAAAwGq8r7p5dafW772m61cPqz5ffXAf9\/169bG5FwGwyC6p7lndYXQIAAAA38kAGwAAAACr8YrqA9Vrqhut49+7o\/qNpqGEvXlz9aD55wCwwC7Nip0AAAALywAbAAAAAKtxftMqaE+urlNtrR5Q3W7Of++W6soruN89qudWF1Zfq57TvofeANj4vqtpgPnY6tCm1UIBAABYQAbYAAAAAFgLr93p\/NbNf4BtpY6tfn52fmb1hepfsxIPwGZ33erXqquMDgEAAGDvto4OAAAAAGDTOXZ0wB4cWT0tW4oCLINLmgaXAQAAWHBWYAMAAABgLW2t3lBdVP1gdcTYnCvYWt2w+pnqnOpN1TdHBgEwNzuqi0dHAAAAsG8G2AAAAABYS9urv6g+Xn1vizXAdplbVy+szm8attvVpU0DeAAAAADAnBlgAwAAAGAeNsKqN4+r7rOb629pGnADAAAAAObMABsAAAAA83BEtWV0xD7cbnbs6vjqy02rye3souq91Xlz7gIAAACApWGADQAAAACu6JbVq3dz\/VvVA5uG2AAAAACANbB1dAAAAAAAm9Ih1XGjIw7QwdXRuzluWP1Gdf9xaQAAAACwuViBDQAAlsOO6pLREQAslTOrf69uXh07uGUt3bu6dvWJ6ovV2WNzAAAAAGBjswIbAAAsh+3VGaMjAFgqn64eWb1udMgc3Lx6ZXXX0SEAAAAAsNFZgQ0AAJbD0dWjqr+p3jW4BYDlcG71qeqro0Pm4PDqltWjq+vNrr2\/et+wIgB2dUZ16egIAAAA9s0AGwAALIdjq1+rvrv60Oza9uqipu1FAWBedlQXVIe0+XYD+JHZUfUX1cdX8JiLMlABMC8HNf28qToun4EAAABsCF68AQDAcvn+6tWz809XT69OG5cDwBJ4Q9MqbE+objG4ZZ7u0eU\/Y\/dkR\/Vb1cfmnwOwlP5r9dimgemjq2uMzQEAAGAlDLABAMByuXr1Y7PzW1QvyAAbAPP16eoz1c+NDpmza3X5z9i9Obl6adOWowCsreOrnxgdAQAAwP7ZbNs2AAAAK\/fNbGEGwPq4ZnXo6IgF8bPV71VHjQ4B2ITOq7aPjgAAAGD\/GGADAIDldWF1yugImJNDquNGRwD\/6azqf1cvy\/D04dXdqmdU\/21wC8Bm8oim1T63jA4BAABg\/9hCFAAAltdR1V2qTzatxgabyZnVu6pbNm2dC4x1bvVXTf9tPnhwyyLY1jRkcWj1jeorTYPlAOy\/q1W3qp5YXX9wCwAAAAfACmwAALC8blL9WXW\/0SEwB\/9RPbp6zegQ4AqOGR2wYO5Z\/Xl1\/OgQgA3sftWfVtcZHQIAAMCBsQIbAAAsr8ObhthuNDoE5uC86jNNg2zA4vh09SfVidUtBrcsgmOathN9QvXRFT7mbdVn51YEsPHcsLrx6AgAAAAOnAE2AADgrNEBMEdXGR0AXMGHZscLMsC2s0fsx32fUj29acvR7fPJAdhQvJ4BAADY4GwhCgAAAMB6O2p0wAb2oOqZ1ZVHhwAAAADAWrACGwAAcNHoAACWzrur46vbNW1pzcrdcHZ8rvrbpm1ZAZaZ1zMAAAAbnBXYAAAAAFhvL6qeWH1jdMgGtaN6avXI0SEAAAAAsFpWYAMAAO7V9Mstz67OGNwCwHI4v\/pKdfHokA1qS3VE9RPV9up51ReGFgGsv6Oqx1b3GB0CAADA6hhgAwAA7jg7Tm7aiuzrY3MAWBJXrQ4aHbHBXa96XPXt6vUrfMy3ZgfARnRkdZ3Z+V2q3x6XAgAAwFoxwAYAAFzmN6sTqieNDgEA9sujq\/uu8L4vqJ4\/xxaAebpz9czZ+ZVHhgAAALB2DLABAACXuV71gOob1durT4zNAQBW6NqzYyV+trqoekPTym0AG8HR1d2r+1e3HNwCAADAGts6OgAAAFgox1fPru42OgQAmIvvaVqB7QerbYNbAFbquOop1Y+NDgEAAGDtGWADAAB256zRAQDA3Bxc\/Vr12NEhACt0SrV9dAQAAADzYQtRAABgd+5Yfb56d7VjcAsAm9PW6ojREUvs9tWx1eeqd1VfG5sDsEcnVN9XHTY6BAAAgPmwAhsAALA7D6ueVl1ndAgAm5oh6bGuW724utfoEIC9eFD1rOp6o0MAAACYDyuwAQAAu3NY9V+qP6q+WV1Yvbz6xMgoADaVr1S\/Uf10deLglmV1UHWV6hHVzfdx39Or57Txthm\/6ugA4IBds\/ql6ierKw9uAQAAYI4MsAEAAHtyUPXAnW6\/OwNsAKydb1Z\/WZ3d5St+HpnVP0f43tmxN9ubhg7fPbv99erMeUatkU82bT+4J9dp+r4DFst1mgbXnjQ6ZAkcXG0ZHQEAACw3A2wAAMBKnN+08goArLV\/rD4zO\/\/B6pkDW9izrdVTqnNmt59SvXFczor9SfWyvXz9adU91qkFWLnHV\/cZHbEkDqsOGR0BAAAsNwNsAADASmypHtD04cY\/DG4BYHM5Y3ZUnVZdq2mQ7bbDitiT797p\/KhREfvp5NmxJ8+vvjA7v3V117kXAXtz26afAfdr+nnAfH2kenuXD5IDAAAMYYANAABYiW3VI6ubVR+vTq0uHloEwGb09ep\/VX+cAbZFd1h1xOz84uqigS2r8ebZUfXoDLDBaD\/U9DOA9fG26ldHRwAAAGwdHQAAAGwot69enA932TiuMjoAOCDbRwewT4+oXj077j24Za0cPjoA6KzRAUvGz1sAAGAhWIENAADYH1eu7t601dtF1burS4YWwd59qPqn6jbVsYNbgJU7ZHQA+3Sb2VHTamzn7OP+26v3VGfOM2qVPte0GtGdqyMHt8AyuUl1\/dn57UeGLCH\/1gEAAAvBABsAAHAgfrzpg6b7VZ8Z3AJ788amgYmXVHcb3AKwWd2tutM+7nNB9eDq7+efc8De0vQz45XV9w9ugWXyyOphs3MDzOtrx+gAAACAMsAGAAAcmEOr21a\/V72i+uuxObBHF1UnNQ1OADAfB8+OvTmyekJ1j9ntVzet5LpILq6+Uf1xK39uc59srQ4H6nrVL1f\/IyuBrbevNv2Cx1tHhwAAAJQBNgAAYHXuUx1dfbbpQ5CzxubAbh3bvgcrAJi\/E2dH1RHVadWXmgbHFslbW\/lQx+ldvkX10dW151IEm8uVqutW969+ZXDLsvp69aymf8MAAACG2zo6AAAA2PDuVP1V9d9GhwAAG8aPV8+vrjU6ZJXeUv3U7Hju4BbYKK5aPbX6hdEhS+yg6qjREQAAAJexAhsAALBaR1a3rA4fHQIAbBjHVj9Q\/VrTIPw7x+YcsNO7fAWjc6urNW2H+N2jgmADOKe6TVYsHGlLVigGAAAWiAE2AABgLVxaXblpiO38asfYHABgg3hM0ypsH6627\/K1HU3PKy5d76gDdFL1+KbuR1eHNQ2JAJc7pLpO0xAb4\/i3CQAAWCgG2AAAgLWwtfql6oTqyYNbANj4jh4dwLr679Wr+s4B+LOqX62+uu5Fq\/Oi6mvV05q26QMu9wPV46qbjQ5ZctfI50MAAMAC8QIFAABYC1uq21XXrb5Qndq0Ysq7qgsGdgGwMf17ddzs\/ITqpgNbmL9jq3vu4Wufq96zm+tfqj4xr6BV+kx1ctP37vX2cV\/f32xm31Xdepdrj6hOHNDC5T5WvaM6c3AHAADAfzLABgAArKVjq\/\/TtAXYN6r7Vx8YWgTARvTy6rWz84dVzxzYwlhPqC7ZzfUXNW3XuajOr\/5X0yq1e+P7m83s+6rn7nLt0BEhXMGLqhfnF40AAIAFYoANAABYS1urI2bnR1a\/Vb2xekV16agoADacC2dHTT9Hqh5c3XZMDgMdtofr29a1Yv9tr85dwf3e2OXPkW5WPWpuRbD+Lm16TcBi+VZ13ugIAACAnRlgAwAA5uneTa87Xjo6BIAN66TqWU1bVRtg4zJXbdp688tt7EGMk6o\/mZ3foLpJdZvqmGFFsHpbmrbPvcHoEHbrKqMDAAAAdrWvJewBAABW67TRAQBseFuqQ0ZHsFDuXr2yuvnokDV0cvXI6s2jQ2CVDq3+MCsKLirbuAIAAAvHCmwAAMC83aJ6bPV\/m1YZgfW2tTpqdASwKgdXR4+OYKEcMzseW713p+tnVK\/t8i1oN5KLqv+oXtS09eJ9q8OHFsH+u331k9VPZFBq0fxH9dbq\/aNDAAAAdmWADQAAmLfbz44t1Z\/vdH1HdUF1yYgolsql1Teq86vDBrcAB+7Upq0iD2v6mQJVD5wdlzmtaSWz9+3jcZc0\/VxYRP9WfbS6VvVfd7p+UL7\/WSwHV9t2ufaw6tEDWti391e\/MDoCAABgdwywAQAA6+UR1Yk73T6\/+qPqA2NyWCJnVb9bfaR6QrYhhI3okurZ1cerJ2U1Nvbs2Or32\/cW5v9ePb1p1bNFdFb1lOrqO127aVPzah2zBn8GVN2j6Tn+zm47IgQAAICNzQAbAACwXm46O3b257u7I6yxi6r3NK1a8yuDW4ADs736YNPw8y9ngI29u\/MK7nNY06DbInvvLrf\/pbph9V2r\/HPf2bQSLqzWjap7jY5gxa7U9Iscizq4CwAALDEDbAAAwChn5cMT1tex2XYNNrqrNW2jCKt1+uiAA3Bu00qiW1f551ycATbWxrmjAwAAANgcDLABAACjbGtaRef46qWDWwDYGAyhslZuVz2vekHT1rQbwfYMDLEYDm5a1dbqawAAAKwJA2wAAMAoh1Q\/Vl2\/+vTsOHNoEQCwLE6oHlOdV71kp+vbq5OatqsFvtNx1V2r36yOHNwCAADAJmGADQAAGO3GTSuwPbF60+AWAGC5PLi65063z6seXn14TA4svIdUj6qOGB0CAADA5mGADQAAGG1bdZPq0U3biV7m0ur11SkjogCApXCN2bGzx1Xv38fjvpzBezavazYNdl55N197cNMKygAAALBmDLABAACL4odmx87Oq15TXVDtWPciABbRltEBbHoPmh1785HqU9UXq4vmXgTr6wbV06pjR4cAAACwHLaODgAAANiLx1W\/nuE1ACaH9p2rZcEIN63+rLrv6BCYg2\/m+TcAAADryApsAADAIrtl06DC56p3VCcNrQFgtK9VL6\/uVN14cAvL7dDqbtV7R4fAGrtl9cOjIwAAAFguVmADAAAW3dWq51f3GR0CwHCfrh5VvXF0CMycMzoA1tgvVr+T7UMBAABYR1ZgAwAAFt3W6vDqIdVVqv9dnT20CIBRLq3Oy9Z2LI4f6fJtbd9VvWpgC6zGTapfavqePmxwCwAAAEvGABsAALBR3KppS6MvVe\/b6fp51RczzACwTL5WfXx2fkx17YEtLLc7zI7Lzj9VXbyPx5xcnTHPKNiL61ZH7+b6\/arHrHMLAAAAVAbYAACAjWVL9dtNQ2uX+XD1s9X5I4IAGOI11dtn5\/epfndgC1zmltWr2\/dQ\/W9Wb5h\/DuzWr1T33M31q653CAAAAFzGABsAALDRHL\/L7e9uWoHtDdUH1r0GgBG+NTtq2rLxqtXdq1sMK4Jpy\/ObrOB+j57d9zXte7U2WCu3afp38n5ZtRIAAIAFY4ANAADY6LZVT2raQu6zTauzXTq0CID19IXq8U0DQQbY2AhObPpe\/Ur17uqCsTksif+v+uPREQAAALA7W0cHAAAArJEfrV5UXWd0CADAPlyz+sPqgaNDWBpnjg4AAACAPbECGwAAsFlcu7pv9fmm7UQ\/ODYHgHV28OgA2E93bvoF41Nnt0+t3jMuh03oJtWNZ+d3HhkCAAAAe2OADQAA2GweV92gaUWT7YNbAAD25vbVq2fn\/1LdPytlsXZ+rnrM7NyQLwAAAAvLABsAALDZbKt+qHpBdfFO1\/++evOQIgCA3btSl79H+9+r51Tn7OMxb6rePs8oNpTDqydU19jN1+5ZHbG+OQAAALD\/DLABAACb0THVI3a5doPqS7Pzc6qTq0vWsQkAYG+OqB6ygvtds\/rG7Pzs6itZdXZZXav6weo3s8IaAAAAG5gBNgAAYFn8t+p1s\/P3NG01evq4HACAA\/ID1S1m5++sHl+dOy6HgR5R\/Wze5wcAAGCD88IWAABYFkdWN52dn1OdNbAFAOBAHTU7qk7J8Noyuk71U9VPV8cPbgEAAIBVM8AGAAAso\/OaPuw7ubpocAsAa2PL6AAY4IKmYaazm7YRPS\/biW5mW6rDq3tXzxrcAgAAAGtm6+gAAACAAW5Rvag6cXQIAGvm6NEBMMDtq5dUr62eXm0bm8Oc7aieXP3C6BAAAABYS1ZgAwAAltGx1fc3rVayu9dFp1XvWtciAFbrHdU1q7sM7oD1dPXqB2fn26v\/mB1786XqY3Ns4sDcuLrJPu5zzeoR1VXnnwMAAADrxwAbAACwzO5Z\/cBurr+3ul916vrmALAKL6w+Wr2macgDls2W6vfa9xair64ePv8c9tNDq1\/cx322ZJU9AAAANiEDbAAAwDI7eHbs6i7VM6szqnOatub6zDp2wXo4Z3QArLELq3+vHt+0OtER1c9UNxvYBOtpS3XYCu53r+p51Z\/k+c1oD6tuOzv\/4aZ\/t2Bejmn6dwIAAGDhGGADAAD4TodWD9zp9j\/lA142n+9uGuz5SobZ2Dwuql610+3vywAb7Opa1WOqb1d\/UX1hbM5Sulp106aB25sObmHzu6Tp+d5H2vcKjQAAAENsHR0AAACw4L5dnT46Aubgx5tWF7zV6BCYk6OaVmIDdu9h1e83De6zvu7dNDx4\/dEhLIUzq99qWmH6ksEtAAAAu2WADQAAYO8OafqA9+6jQ2CNHVvdqWk7KdiMLm4aEHlT08pswBUd1zTM\/NvV94xNWTrHVDfK8CDr46Lqg9VXqx2DWwAAAHbLFqIAAAB7d0T1yOqG1Uer83f5+o7q3KxmwMZ0enXh6AiYk\/OqFzZtj\/j9TQPJwBVtq57YtGLh5\/dyvwv7zudA7L+t1ZWrw0aHsFQOatq2FgAAYGEZYAMAAFiZO1Qvry7d5foF1a9Wn133IgBWYsvoANgAfqw6YS9ff03TttOszpHVM6q7jg5hqVwjq\/0BAAALzgAbAADAylylOnEPX\/t89c6dbp9Xvb\/69ryjYJV2NH2\/wma2LUNssC\/Xnh17cpWmVTt39qHqy3Mr2nxuWf1o9XOjQ1gKpze9Hjm\/OqP62tgcAACAvTPABgAAsHo\/Xz1qp9snVQ9q+tAIFp33BgDYl++tXr3LtV+vnj2gZaN6TPWzTcPjhmqZt882fc9dNrhmy3gAAGCheZMaAABg9Q7Z5fY1qjNHhMB+unL1hOpmTVvDXTQ2B4AFdaW+873kh1ZXrZ5enbPuRRvHHaqHVPfONo6sn4uahtfOHx0CAACwEgbYAAAA1t4FTR9Wnld9dXAL7M2hTduZHVW9MgNsbE5b+85BY2D1bl3dovpS9dY859mTWzet1gvr6bDq2Ork0SEAAAArsXV0AAAAwCZ09eoPq0eMDoEVOqtpSzPYjA7OqkcwLwdVT81znr2xdSMjXDlb1QIAABuIFdgAAADW3sHV8dUDunwr0S9Xrx9WBHt3XnXu6AiYk081DRX\/cHW7wS2wGX1XV3zOc5l3VB9c95rFs726tGnYD+ZtR\/V31d83\/YICAADAhmCADQAAYH5uWD1jdv6J6tPtexufC6vz5xkFu3Hl6trVaVkphs3nE9WvN20jaoAN5mPn5zyXeV71hb08xnMeWHvbqxdXbxwdAgAAsD8MsAEAAKyPG1XPb98f1L6ievn8c+AKvrd6WfXc6k2DWwDYHH686fnPnnjOAwAAAFQG2AAAANbLIdVdV3C\/w6vTqw9U35hrEVzuGtWJ1T9lgI3N68jRAbBkrjM79uSy5zz\/1nduPwocuG2jAwAAAPbX1tEBAAAAXMGdq7+obj86hKV0zugAmKNLRwcAV3Dn6i+rOw3uAAAAAAYzwAYAALBYrtS0GtZ5o0NYSlbAYTN7VfU71VdHhwDV9JznatWvVY8c3AIAAAAMZAtRAACAxXNudaumbbWqvlJ9e1wOS+Rm1Y2rL1cXDG6BtfZv1aern2jv2xoC6+v7q+tWn6rOqC6sPl9dMjJqDW2tDhodAQAAAIvMCmwAAACL57DqidXrZscPjs1hiTy0elb1XaNDYE6uVl11dATwHa7XtIX666rnNq1Gu1kcMjoAAAAAFp0V2AAAWCbP3OX2D1W3HBEC+7C1uvZOtx\/VtDLJSnysetuaF7EsrlHdsTpidAjMyenVc6prNb0vdo\/qRkOLgKpDqxNm5zeufr36wj4e8\/HqrfOMWiMfrv539T+r4we3AAAAwEIywAYAwDJ5\/C63X5ABNjaG75sdK\/EP1UeatuC6aG5FbGantnm2bYNdndo0SHKZ4zLABovo51dwn7c1DYct+nOeD86Og6uHrOLPOaxp0A8AAAA2HQNsAAAAm8udqldWT67ePbgFAGBe7tj0nOcp1bsGt6zEC6q3rOLxv1Tda41aAAAAYKEYYAMAYJkdOToA5uDo6geqrzat9PGvY3MAFta2vDcGG9lRTc95vtb03\/K\/jM3Zp8\/MjgO1rWkFtrtmJTYAAAA2ma2jAwAAYKBLRwfAHN2\/+uPq+NEhAACuJoIMAAAgAElEQVRzdP\/qaW3+5zx\/V\/1C9anRIQAAALDW\/JYpAADL7CXVN6vHjw6BOTikukPTB7qnV+dVz6i+PjIKAGCNHVx9b5c\/5zm\/6TnP10ZGzcHFTSu4PaV6YPU\/x+YAAADA2jHABgDAMntH9fHqhOqO1bWH1sDau1J1351uf6N6+wofe3L1rTUvAgBYewd1xec8p1Rv3cdjzq4+P7ei+fmb6rTqxk2vY44cmwMAAACrZ4ANAIBld0b1y9WjqicNboF5e3z1yBXe9\/erv5xfCgDA3PxK9fB93Offq5+tLpl\/zpr7UPVT1Z9WJw5uAQAAgFUzwAYAwLK7pPpy9YXRIbAOrrkf93140zakr6zOnU8OAMBcrOQ5z3FNK86+tvrIfHPW3HnV56o\/aRpmW4m7zA4AAABYOAbYAABgctToAFgwd6luVX29+qcMsQGb05bRAcAwRzatwHx49dtNW4peOjLoAPzN7FiJn65uVl25OnhuRYzm5xoAALAhbR0dAAAAC+KI0QGwgI6snlo9YnQIwBxsqY4ZHQEM95PV86urjw6Zs7dWD87K05vd1qahTAAAgA3FCmwAADD5cPXm6g5N2wkBk9tV25q22t1enVb9y9CiA3dw0\/8WgJq2EX9L0\/tjd6gOHZsDDHLd6v5NW3K+sel1wWZ0atPrnROq+1V3HpvDHJxUvb\/6zOgQAACA\/WU5aQAAlsaOHTv29uWDqqtVL6t+aF2CYOPYXl00O\/9g9T+rr47LOWA\/Vb02r4X35ZPVfauPjw6BdXBwdWL18qbnAcBy2lFdXL26+pmxKXN3cHX36lVNq+2yefxl9eim7+WNth0ue7Fli5cvAABsflZgAwCAyaXVKdWFo0NgAW3t8pXL7lA9ozpjPx7\/sep5ax11AD7QtB3qT1d3G9wCLIaLq7MzvAbLbkt1SPXD1Qubhvf35avV09p4rx8urt5Z\/Xz1mKzEtpkcUl0wOgIAAOBAGGADAIDLHd20IgGwZwc3rc61P75Yfbpp+9GLqi9V561t1op8YXbcNANswOUurv65uupO146pjh+TAwx0XPXwFd73vKbnFf9cfW1uRfNxdtPKk4e08u3V\/bu4uHY0bYH72dEhAAAAB8oAGwAAAPN2nepFTSsdfqP6xerDA3tW+kEtsBw+Vv1c03bil\/mxppWVtg4pAjaCbdUfVS+o\/mBwy4F6Y9NqbCtx76ZVeFk851e\/0cr\/fwkAALBwDLABAAAwb4dU15+dX7dpkG0kAynAzs5vWilyZ58ZEQJsKFubntf8dNO\/I69uGtTfSL49O1bir5q2W75vdYO5FbG\/3ln9bfX\/sn0oAACwgXnTHgAAgPV0enWtpm2ojmkabltvWwb8ncDGcvToAGDDuFn1zOpHqyMHt8zTydWvV6+rzqq2j81h5g3V0zO8BgAAbHAG2AAAAFhPx1a\/V712dtxmQMNRA\/5OAGBze2zTgNdm9+dN\/zsvGR1CVVcZHQAAALAWbCEKAADAejq0usNOt7\/ctP3W\/vp69e4DbHhHtW12fkJ16wP8cwAALnPz6urV55pWnN2bT1SfnXvRfHyuaTW2E6p7VDcdm7O0Tq3eV318dAgAAMBaMMAGAADASA+qHnAAj3v77HFnH8BjX1K9bHb+mOoZB\/BnAADs6tjqedWOfdzvGdVvzj9nbi6sntj0CwVPG9yyrD5aPbz65ugQAACAtWCADQAAgJEOnh37625NHxCf17QCxR9X567wsRfPjqpLD+DvBja\/w6utoyOADWdr02qz+3Lf6mqz8\/dWfzG3ovnYUV1U\/z97dx4v2V3X+f\/VnT1khSSEZRDZF0EHdETlp4A7Ku6oKOCOOOA2Ouqg4orgjguC4ggisjgKDgyI4I4gCijKviQIAZIQQva9u39\/nOKRJnan7+2uut9ans\/H4\/voU1Wnzn2n0\/dW1T2f8\/n0f6rLbma\/L6i+akcSbZ5rmwoIAQAA1oICNgAAAFbRyU3d26puqM6tXtk00mo7LmzqYHHH6pR5hQNW3geqf6k+obrl4CzA+rnLbFV9ZvX26m3VR4clOjznVs+4mcffWd3pJvfdrmnU6sFc3DRifjvP2UTHNL0+HWpcLQAAwEpwJSkAAACr7qjqZ6rvPIznvrz6pur1c00ErLq\/qx5e\/e3oIMDau2v1nOrBo4MswD9VX3uT9eJDPOdVB3jOSxaYEQAAgCWgAxsAAACrbldTZ45HdOMYq\/dVL9zCcy+ZLSOYgP1dPlsXjg4CrL3jm7qUPbapw+xzqr1DE83PldW7b3Lf71WX3sxzXnaA53xgnqEAAABYPgrYAADg4+0aHQA4bHeufnG2\/bbqHdX7D7LvDU3FbsdUt65utfB0wCo6cXQAYGN8XnWv6pzqLQfZZ29Tce2enQq1AK+bre24xSKCAAAAsDwUsAEAwI12p4gF1sWdq9+qrj7I42+tvrdpbNdvVp+0Q7mA1XL66ADARrlN9Uvd2FH2pj5UfX\/1kR1LBAAAADtAARsAANzo2ur\/VvuqTxucZdm9uXrXAe4\/q\/qsHc4CB3JsN\/9v8TOqNzR9rz94RxIBq+iV1UnVf0s3NmDxdjX9vLk572p6L\/4xF1V\/v7BEy+H40QEAAABYLAVsAABwoyurpzSN7HleUwEMB\/bc6tcOcP8Dm\/7uztjZOLBtJ1a\/09R5EeBgfrt6Y\/WH1ScMzgKwr\/qxplGiH\/NP1dc3dWdbVzeMDgAAAMBi+UU9AAB8vOuqv6q+s3rV4CzL7LLqmgOsf6geX71kXDTYkl3VcdUxo4MAS+366tLqzNFBAJrevxzb1JHsY+vTmy4s+byBuRbtedWPV+8fHQQAAIDFUMAGAAD\/2SXVs5vGC3JgB+tOd3X1\/KZCNgBYB3urv64uGB0E4ACOqx5ePaa6T+s5bvMfq9+qLh4dZIkc01TQCAAAsBYUsAEAwMGdPjrAErvmEI\/fckdSAMDivbv67upPRgcBuBlfUP1edefRQRbkzOq00SGWyIkpYAMAANbI0aMDAADAEntp03vmR1dHDc6ybL6saazaH8z+vKlXVSdXj6xO2sFcADBv11bvq\/53tafpNfCOIwMBHMAp1adVP1y9ZXbfn1bvGpZovi6ufrW6TdNntEfMtjfN9dX\/rV5eXTU4CwAAwNy4QgcAgI2xb9++w3naravnNZ0MUoj18T5cfWP1murKAzx+YvXc6oH73Xd0dWo+i8Aye2v1ddWbRweBJXRc9WfVF44OArAFP1H99iH22VNdNvtzlTy9+uqbefzkpp\/Z6+aK6iuqvxwdhJ2za5ePzwAArD\/vegEA2BiHWcC2q7p\/0xX+3z\/XQOvhDU2jig52YuyTq1vtd\/ue1VPT0Q6WmQI2OLiTqr9pem8AsOzOqd57iH0+UH1fU4ezVXKP6rY38\/jPVQ\/YoSw76crqK6tXjg7CzlHABgDAJjBCFAAAbt6+6vXVnUYHWVL3r3ZXF85uf6R6XXX17PabbrL\/a6u7Vrevjqke3NQdAQBWwa6m0W3XVf8tBdnAcrtTW\/sc8+7qxdW\/LTbOXL19tg7mt5uK8w7mAdXt5ppo5xw\/OgAAAMC8uWwDAICNcZgd2D7mMU1javjP9lY3zLb\/ofqm6oMH2XdX04U0u6pTqhdUD1l0QGBbdGCDm3dM9bDqOdUJg7MAHKl9Te\/lf7\/pM8+6OLrpQpuDeWr1XTuUZZ6urL6hesnoIOwcHdgAANgEN\/cBDgAAYCt2V8fO1q26+W40+6rrmzrXXFQ9qfrdRQcEtuX66oLRIWCJXV99tOk1DWDV7WoqzP3S6hnV3cbGmZsbmj5zHGz9TvXTTT\/TV8kt0oENAABYQ0aIAgAA83RZU0e2rfrL6kPV3atPqm65iFDAtpxcPaipo+LBuinCpjs5kw2A9XLb6jubLjL5k9l951UXDku0WP9SvbO6c\/Xgpv\/+ZffRpk65LjQAAADWjg5sAADAaO+pHt1UzAaMd\/vqV5q+LwGAzfKd1R\/P1lcNzrJoV1c\/XD17dJAt+qvqkdXrRwcBAACYNx3YAACA0a6t3lv9dnXO7L4HVJ8zKhBsuGObitge2fY6Km7F31evmfMxAYD5OWO2qr61OvUQ+19TPbepc9uq2Vt9oHpON17sf5fqq4cl+s\/+oqlbXNUrq3MHZgEAAFgYBWwAAMCy+OvZqvqa6t4H2Oeo6pTZn8Bi3bN68pyP+ZymcV1V1zWNHQYAltOnzdahXFK9qNV9XX9b9SOz7U9p+hxyxsF3r+rE2Vq051XP2oGvAwAAMJQCNgAAYBn9TfV1B7j\/1tWvVWftaBpgXr6wesFs+9XVEwdmAQDm44eqO7Uer+tvr76jqSPtzfmO6usXH8eFOwAAwGZQwAYAACyji6q\/Oshjd62+ovqvOxcHmJOzqofMtu\/eND74suqKpu\/568fEAgCOwL2r05rGW\/5V9b6xcY7INU1F9oeyrzq5elB1iwXmOWmBxwYAAFgau0cHAAAA2Kafr359dAjgiN2menr1R03f0\/ccGwcAOAK3qZ7RdKHJJvi76jurNyz469yw4OMDAAAsBR3YAACAebquOn\/BX+P66uXVt1ff39TxAVg9u7txPNfdqp+rPrTf42+rfnWnQ8EWHV+dMDoEwBL52Ov6t1VnVE9q6ma2rvZUH6x+tmmU6LfO+fhvrH6v+us5HxcAAGApKWADAICtOWp0gBVxy+rzqn\/r4wtR5u2CphM6p1ff0VT8Aqy2L73J7Q9U72yxP0tGubhpfCqr64LqtdVx1YlNr0MmHQDUfZu6qr6n+vctPuc91aULS7RYr2x6TbhH03\/36XM67rurp83pWAAAAEtv1+gAAACwU\/bt23ckT\/++dALaimuqC6tfqZ66A1\/vVtWDqmdXt9iBrwfsnOubitfWcXTWy6vHjQ7BEblFdVbT79buUf1B02sSALWvqTvZtVvc\/3uq\/7e4OAt3fNMI1V9pfiNU\/6KpuP\/6OR2PFbZrl1N5AACsPx3YAABga15b\/VLTSYR7DM6yzI6v7tDOncT\/SNPJridWZx5kn1tXj0wXPVg1xzT9PFlHX91U7HuoE\/sva+vda9hZV1bnzrbPrX66enj1WcMSASyPXdXttrH\/45o6l\/3hYuIs3DVNrwVPq94xp2O+uakQEAAAYCO4bAMAgI1xhB3YPuaPqm+Yx4HW3C9WP19d3vjuSbepnlv9t3RpA1bLL1a\/cDOPXzVbLIdHVL9enVwdOzgLwKp5b\/X1TYXbXttgPzqwAQCwCbzrBQBgY8ypgO0V1RfM40Br7tzqn6rvbxoBONKu6v7VY6pvH5wFYDveV737Zh5\/RvXCHcrCoZ1ZfWr1hHRiA9iuG6o3VL\/Z6nZig4VQwAYAwCYwQhQAALbu6OrPqxOrBw7Osuw+cbbeU72kqZht76As+6rXNxWy3bJ6cNOIIoBld4cOPUb1SKqz31m96Qiez8f7cPXy6lGjgwCsoKOrT6+ur66o\/qq6bGgiAAAAdozLNgAA2Bhz6sB2VPWQ6nnVreZxwDW3p3p+9S1NJ6NG2t00QvQ51ZcPzgIwD3ubfs4ermdX3zGnLExOaHqP4HUG4PDsrT5afWNT92vYeDqwAQCwCXRgAwCA7dlTvaZ6XPVd1eeMjbP0jqqOaXzxWk0nwy6vfqlpLN\/jx8YBOGK7Z+twPbR65pyyrIuLqp9rer0AYOftbrpQ6Eeqr93ic55T\/e3CEgEAALBwCtgAAGD7rmzqKnZU0yjKO1UnDU203E6rHlC9u6kwYLRXVx+o7tbBu+idXN19xxIBjHHb6ttGh1hC5zSNDH\/f6CAAG+xBs7UVx1cXV++orltQHgAAABZI32EAADbGnEaI7u\/U6l7Vb1T3n\/fB18iV1YerH20q\/FsGx1a3bipCPJBPbRqtd+KOJQJgWZxfPavpdWu7jBAF2HmXVm+pvrl619goMH9GiAIAsAl0YAMAgMN3afWGjBk7lFvM1q1HB9nPddX7b+bxC6ofr85oyv6opk5yAKy\/s6uvb3p9f0n172PjAHAIp1af2Y0XzPzF2DgAAABslwI2AAA4Mmc1dfPi0K4aHWAbrq5+ZbZ9dNP\/54dWpwxLBMBOumP1c9WFKWADWBXfUt2m+rfqo9W1Y+MAAACwVbtHBwAAAFhyNzQVMfzm6CAA7Li9owMAsC0PaOrCdr\/RQQAAANg6HdgAAAAO7c3V\/67uUD24ut3YOADskBu2uf+uptHTAIxxWvU51WOr2x9i30urv6z2LDoUAAAAN08BGwAAwNac0zSW6DerxwzOAsBy2lddMzoEAD2i+vpD7PP22T5vXXwcAAAAbo4CNgAAYKd8dHSAI7SvqRPP71T\/fDP7fWv1mTuSCIBlc1311OrFs9vfXD1wWBqAzXXUbN2c+1RPri6srq+eUr13sbEAAAA4EAVsAADATvmUpu4G76muHZzlSLxxtg5mT3XsbPusprGjAGyGPdWr9rt9Q3VqdaeMFgVYRl+23\/aHqudV7xqUBQAAYGPtHh0AAADYGN9V\/WJ19uggC\/ai6mtn6xmDswAw1our767ePToIAIf0uOrHR4cAAADYRArYAACAnXKr6l7VlaODLNilTaOH3ls9v2ks0fsH5gFgnEurN3VjZ04AlteZ1cOqJ1X3HZwFAABgoxghCgAAR27X6AAr5IqmMWpXt\/6FbFXnVD9anVA9ummMnH8vAKtj3xyOcVr1vur21clzOB4Ai3Nq0\/v346ufP8Dj1zcVJ8\/j9QEAAIAZJ04AANgY+\/Yt5BzDJ1SvrO66iIOvoSuqt1S\/VT1ncJaddNfqS6pfHR0EgG15WPWSIzzG8U0dSL+mqSgCgOV3Xgce\/\/xv1ffucBY23K5dTuUBALD+dGADAIAjc0X1gurus9ufXd16XJyld1L16U2dC66Z3feh6nWz+9bVu6rfr+5SnXWIfe\/dVOgAwHhfWF1V\/WOH3zn0muqN1W3nFQqAhbv9bN3U\/ar3NH2GuanXVB9YZCgAAIB15bINAAA2xoI6sO2qjurG99b\/u\/qmRXyhNbO32jPbfnn1yOqycXF2xE3\/rRzM46tfXnwcALZgT1OR9SOq\/zjCYz2qevYRJwJgpH1Nrw0H+nD5+OoZOxuHTaADGwAAm0AHNgAAODL7qhv2u\/2b1bnVd1VnDkm0GnbPVtVpbcbFNTf9t3Iwf1pdepP7vr16wNwTAXAoR1UnVx8eHQSApbCrg59X+c6mbtw\/140X6wAAALAFCtgAAGC+Xldd2NRlha25tBvHiVLvrX7vAPef1DSq9pgdTQPA7upzq3+uzh+cBYDldb\/qbtW7qr\/LOFEAAIAt233oXQAAgG06ozpldIgVckN17egQS+5Pqu9J4QTACHepnlZ99eggACy9E6tfygVNAAAA23LU6AAAALBTfvInf3KnvtSu6pLq2OqOO\/VFV9jupqK\/K6sPDs6yrK5p6sx2ZVMntk8cmgZgsxzdVJh+6+r46h0dXufQT66+co65AFg+u5pGT9+mOrX6\/5peP942MhSr7ad+6qdGRwAAgIUzQhQAAObvA01X3V9XPWhslJVw9+qJ1dVN49k4uN9pGlF7rwM8trs6PZ\/zABbl\/tWnVB+uXt40Anvf0EQALKt7VU+abb+xent10SGec0XTBSsAAAAbx4kNAABYHO+3t2fP6AAr4u+qhx\/g\/rOqp1a33dk4ABvlqOoJ1SdVP50R2AAc2j2rZzZd4HRznla9YPFxAAAAlo8TagAAsDjHjA6wYm4YHWBFXNxUxHYgd2kaUXcgx1af2zTKCIDDd+\/qo03FbNtx7AKyALD8TqgesIX9bmgqjH5tdcFCEwEAACwZBWwAAADr4xeqXQd57JTqj6ov2rk4AGvrI21\/fOj1iwgCwNp4cNPo0UekgA0AANgwu0cHAAAAYG72No1iPdD6aPXk6unD0gFstldX31a9fXQQAJbSrur06tLRQQAAAHaaDmwAAMCy0Jlm8f62urC6W3Xf6oyxcQA2yntm68zqm6t7DE0DwDK6qmnc6MfO3byr6UIUAACAtaYDGwAAsCyuGx1gQ5xTPbp65eggABvqd6sfr64dHQSApXNq9cTqj2frQUPTAAAA7BAd2AAAgGXxFdVZ+93eU\/1Z9bYxcdbWtdV5TaNEz9nv\/qOqR1W3HREKYINcXL2sekLTqLgTq6+s7jgwEwDLYXcf\/5nov1f32uJzX1v91dwTAQAA7AAFbAAAsDi7RgdYMQ+drf29PwVsi\/J3s7W\/U6qv3sYxdlenVcfMKxTAhriq+uXZ9rHVvVPABsB\/9rmztRUvrt5SXZIunwAAwIpRwAYAAItz0ugAa2DP6AAb5qnVC7ax\/ynVr1efuJg4ABvh2BS9A3DkPrt6XvWD1RsHZwEAANgWBWwAALA4\/1S9qPqM6uzBWVbRddVlo0NsmHfO1nbcrfra6gHzjwOwtK6vrp7TsU5oGuMMAEfiltWDm8aOPqf6m6FpAAAAtmH36AAAALDGXlI9pvr30UFW2AmjA3BIv1Y9pWkcHsCmOLqpcxoALJtvrn46F1EBAAArRAEbAAAszr7q4qYxi2zf0dXjqh\/J3+Ey21v9bfUd1T8PzgKwU+5XPXP2JwAsk93Vp1W\/UX3u4CwAAABbYoQoAAAs1i2aRonumt2+c3WrcXFWyu7qQdVZ1bMzTnSZfbT6o+rkpsLNqttU\/2VYIoDFukP1yOrybvz92ger84YlAoAbHV99TdN788u3+JyLq3cvLBEAAMDN2HXoXQAAYD3s27fv0DvN3+7qjKYTCFW\/WD18RJAV9uqmky8XjA7CIZ3Wjd3yvq36iYFZAHbCJd1YYP2M6kmHcYwzq+dXD5lXKACYubzpYpOteGX17QvMwmHatcupPAAA1p8ObAAAsFh7qwv3u\/3bTScQvqrphDWHtnd0ALbsktmqqSPbUUdwrPtUDzviRACLddpsVX1Ttad6UfXOYYkA4EYnz9ZWfHl1fvWS6nULSwQAAHAACtgAAGBn\/U3TWJYHpIBtOxSxrZ53VD92BM9\/YHXf6oSmz66nN3U0BFhW96yeXL0nBWwArJ4zqidUV6SADQAA2GEK2AAAYOcdW5kBsnXXVh8eHYId969N3YyOqu5S\/Xp1i6GJALZG0TUAq2yrI0cBAADmRgEbAADsvOPTSWo7bl89pnpVU1cbNsMV1T\/Mtl\/TVMT2ZdUnDUsEcGhXN40R3Y5d1UkLyAIAh+Ozqktn22+r3jQwCwAAsCGcNAMAAJbdParfqr5udBCGuaH68ep3RwcBWIB91VWjQwDAzDdWfzhb3zU4CwAAsCF0YAMAAJbdrqYxko+sTq9+ths7ArA59lQvbhop+6PVJ4yNAzA3l1dPrs6pvnVwFgDYv\/HBlzV1ED+UX6n+fTFxAACATaCADQAAWBX3mK1zqr+Y\/blvaCJ22vuqZ1S3rb7oCI91i+qe6UwOjHdN9Yrqguqu1XH5GQXAcrhd9c1b2O+j1TObRo76jAYAAGzbrtEBAABgp+zbtzS\/R79X9YLqk0YHWVEfbvr7+76mrlxsnltVJxzhMe5dPXd2LIB5ubr6hurPDuO5x1VnNP2+7j7Vc\/IzCoDVcEn199WjZtvM0a5dTuUBALD+dGADAICdd3ROSB+JM6vbpHhtk31kDsf4YPUT1dn73XfP6mvmcGyAw3Ft9YHZ9vlNP6MeVn3hsEQAsDWnNb1e\/Uz1vOo1Y+MAAACrRgEbAADsvGuqt1cnVqcOzrKqdle3ry6urhqchdW0t3raTe67f1OHxDs2fX8CHI69czjGDU0\/o65LARsAq+HY6nHVydW5s\/uuaRovCgAAcLN2jw4AAAAb6LzqB6tnjg6ywh5YPb96yOggrJW3Vd9a\/c3gHMDq2td8T9QfM8djAcBO+OLqhbP1vYOzAAAAK0IHNgAA2HlXVW+s7jM6yAo7c7buNDoIa+Wq6nXV05s6KH1hikeA7Tm6+srqDrPb\/1idcwTH8zMIgFVz1mzV9Hp4Xofumv266j2LDAUAACw3BWwAADDOLUYHWANXjg7AWnppUze25zeNFQXYqmOr72\/qxFb1hOrJ4+IAwFB3qH6nG18XD+bHqyctPg4AALCsFLABAMA4f1k9+ib3fW31pQOyrKp5jmmDj9lXvbup8OTW+91\/7+p\/DkkErJJds1X1qKaOob\/VkXViA4BVtf\/r4sE8srr7bPs1ba3oDQAAWCMK2AAAYJx3zNb+bpcCtu24f9Pf4VtGB2EtveImt29T3a361Or2Ox8HWEH3rO5YvajDK2DzuzsANsE9ZqvqtOoZA7MAAAAD7B4dAAAA+DgnjQ6wYh5b\/Vx1yuggbIQPV99dvWB0EGClXFRdf5jPVcAGwKb5yOgAAADAzlPABgAAy+VQo1X4eKdXX1T9bPV5g7Ow\/m6oPlRdMjoIsFKuaypiOxx\/Vz2leuf84gDAUrtf9RNNHUwBAIAN4SpOAABg1R1XPb6p+O9Vg7OwGa6sLmgqoDx2cBZg+R1b3b2po8x2C2D\/cbbu2jTCGADW3SfP1jXVc25mv0uqq3ckEQAAsHAK2AAAgHVx6egAbIz\/U727+pmmk2sAN+fM6knVHzeNvd6uozNFAYDN85jqy27m8SdWf7VDWQAAgAVTwAYAAMvlhNEBVtinVF9dvaZpzCMsyvtn6\/GjgwAr4fimYtf3H+bzT6iOml8cAFgJd5qtg3lsdfZ+t2+oXll9dJGhAACAxVDABgAAy+Wa0QFW2EOrB1SPSAEbi3frpvG1AFt18egAALBGvrr6qv1uX119U\/XiMXEAAIAjYfwAAAAslxdWP1C9Z3SQFbSrOjWjRAFYTlcd5vN2VbeaZxAAWAO7ms5xfWzdovrB6vtGhgIAAA6PAjYAAFgu\/1I9rfrA6CAr6qrq06u75\/MOAMvlE5peo87Y5vNuaBqP\/c65JwKA9fJZ1fdWX1ydNTgLAACwDU7oAADA8jmjOmZ0iBV1UvVj1Q9Xxw\/OAgD7+5ymTqufvc3nXV09pfr5uScCgD9RMqkAACAASURBVPVzu+qZ1ZeMDgIAAGzd0aMDAAAA\/8mxGRV2uHZXZ1Z36PBHtQHAIpzY9Pq03df4fdVF1f+tfqT6puqT5hsNANbGMdVtq++obn+Tx\/6g+o8dTwQAABySAjYAAFg+11Xvqk7e775jqtOro4YkWj17qzs3FbHdUF1c7RmaCDbXpW29oPTE6tQFZoHR9jZ1VDscFzd1YttX\/Y+m9wU6tgLAgX3GbO3v6uq5h3jeDdVHZ38CAAA7RAEbAAAsn4uqJ\/TxBWz3rH6muvWQRKvn\/tVzmorW3lM9vrp8aCLYXM+sXrzFfb+m+t4FZoF18EfVe6ufqu4xNgoArJTHVl9+iH3OqZ7Y9FoLAADsEAVsAACwfK6t3nST+z5U\/fyALKvqlt14tf1nNhWx\/Xn1z8MSweZ6ffXqLe57adMY4FHOrD5\/4NeHrTiveln1Y6ODAMCKudNs3Zy7VD+5+CgAAMD+FLABAMBquFXTCL5bjQ6ygnY3dak5OwVsMMLp29j3zdUjFxVkC+7XdFLzzgMzwFac1TRyHACYr4uq40eHAACATaOADQAAVsN7msbqfX318MFZVtGuat\/oEMAh7Wvs9+qbqu+vTj3AY\/+9esDOxmEN7a5OnMNxLqx+vPqq6tvncDwAYHL76inV71cvGpwFAAA2hgI2AABYDR9p+uX5bVPAdrhu21R88q6mv09gZ1w\/OsA2XF+95CCPHVft3e\/27ure1cmLDsXauKR6S\/UfczjWFdXLm4rhFLABwPycVn1Z03u\/C2b3faR6x7BEAACwARSwAQDAalEocfi+oPrk6vHVywZngU2yLmMO\/7j68\/1uH9PUmeNBQ9Kwil7bVGx2yRyPecocjwUA3OiB1Qtn239ZPXpgFgAAWHsK2AAAYLXsGh1ghd2iulN1+uggsGEeXp3UVAD24cFZjsRls7W\/X6n+dgFf6+5NI6NZH8+unl99cM7H3T3n4wEAkxO7cez3l1a\/UF11iOf8v+qfFxkKAADWlQI2AABgk1zToU86APP1JdV9q79vtQvYDuQlHXzk6JG4b3XP6owFHJud9x\/VT1fnjA4CAByWW1Y\/tIX9zq7e3zRy9PqFJgIAgDWjgA0AANgk+5rv6DZga66p9o4OsULe2TRq8tjRQZiLq5tOZgMA6+3Lq9tUj8trPwAAbIsCNgAAYJMcXX1FdVT16qaiGmDxrm0qIGVrrqlePzoEAADbcnb1sOpd1f+p\/nFsHAAAWB27RwcAAADYQcdU31P9aHXy4CwAAACsn\/9R\/UC66QIAwJbpwAYAAKtF0dV8HFN9eHQIVtpR1ZmjQwAb7xajAwAAB\/SQ6lnVnuqc6olD0wAAwJJTwAYAAKvl7dVrZttnVncdmGWVnVg9tLqkabThO6vLhyZi1VxT\/XVTZ\/O7VbvGxgE21LnVa6t7VacOzgIA3OhW1TfMti9r+sx57mEe6zWH3gUAAFabX7ADALAx9u3bNzrCPJxcnTLbflj1tIFZVtm11Uebrob\/QPXY6o1DE7Fqdle3rL66+o2mrn4c3Jurr6veOjoIrJkTqzOqZ1afPzgLAHBge6qPVNcfzpN37dp1+\/nGAQCA5aMDGwAArJbLu7FT2Iuq06tHN3WAYuuOq86ebZ\/aVNAG27G3uqhpHNDewVmAzXVV9b7q17qxO8tnVw8elggAuKmjqrNGhwAAgGWmgA0AAFbX+dWTmjo\/fXdTNyjv8bfv0upO1QeburLBdpye7ztgvJfNVtUPpYANAAAAgBWye3QAAADgiP1+9T+q80YHWVFnVD9XPT6fkdi+45s6KgAsi9NHBwAAAACA7XByBgAAVt\/7qlc0dRJj+46r7lP914yCZPveXj2r+sDgHMtuT3XZ6BCwIf6p+j\/VhaODAAAAAMBWKGADAID1cOumUaIcvivyGYnt+6fqW6qXjg6y5I6qThkdAjbEi6vHNRXYAgAAAMDSc3IGAABg8lnVH1T3Gh2ElfT06qdGh1hit6+eXH3l6CCwIS6tbhgdAgAAAAC24ujRAQAAAJbEJ87W+dWfzu47r2lEKxzKv1bnVndpKoa849A0y+e06suaRvZeMLvvkuqdKbKBRTg1v\/cDAAAAYEXowAYAAPDxvq164Ww9YnAWVssV1Q9UzxqcY5k9sBu\/v36sOmlsHAAAAAAARnMlJgAArIejqzNGh1gTp81WTR1sYKv2VBc2de7jwE6crZq61fm9BAAAAADAhtOBDQAA1sPV1Vury0YHWTMnVbdpGnsIW3Xy6AAr4uKMDwUAAAAA2HgK2AAAYD28v\/r+6nmjg6yZr6x+r7rv6CCwhq6rLhkdAgAAAACAsRSwAQDAeriq+tfqmdULqo+OjbM2bld9cTeOPATm547VY6p7D84B62h3ukECAAAAsCIUsAEAwHp5ffWt1d9We2dr39BEq++i6thq1+ggsGbuUz29+rLRQWAN7W0aK+49AAAAAABLTwEbAACsn6uqX6geOVsvHRtn5Z1c\/UhTpyhg\/o4bHQDW0KXVzzZ1ZgUAAACApXb06AAAAMBCvHa2qu6WDkdH4rjqIdWtq3dXb6k+NDQRrJdrRgeANXRN9arqw9VdqntWZw9NBAAAAAAHoQMbAACsv9NGB1gTd62eU33R6CAAsEVvrx5R\/eXoIAAAAABwMDqwAQDA+ntJtbf6uuq2g7OssmObutccOzoIAGzRtdX51fWjgwAAAADAwejABgAA6+8vq5+uzhsdZE2c2TRO1OcpAFbFhdUFTQXtAAAAALBUnHABAIDNcFJT4RVH7tuqX6xOGB0EALboGdX\/Sic2AAAAAJaQEaIAALAZrqn+oPqS6lMHZ1l1d6z+S\/Wu6i+q1w1NwzI6fnQAgJs4p\/pgdefqC\/JeAADm5XXVO0aHAACAVaeADQAANsNF1U9W51a\/P7tv17A0q++oprGsZ6eAjf\/s6mpfvseA5XJN9YSm9wQK2ABg+\/bN1sfsrZ5aPW9MHAAAWB8K2AAAYLO8onpk9V3VAwdnWQd7RgdgKf15dUX136v\/OjgLwE1dMzoAAKyol1V\/tN\/tfdWrBmUBAIC1ooANAAA2y\/nVc6vPSwHbPNyu+ozq35sKlqCmEULvqL44BWzA8jlhdAAAWCHvrC6cbT+jesnALAAAsLYUsAEAwGY6ZXSANfFF1adUj6r+YXAWlstJ1XGjQwAAAEfkl7uxaO3SkUEAAGCdKWADAIDNs6t6TnVx9fAUsx2JE6s7VT9U3aF63tg4LJGjqluODrEiLh8dAAAAbuKt1R9Uf1ZdMDgLAACsPQVsAACwefZVL67eVX1BCtjm4curT6zeVl1U7ak+Ul03MhRD7Wn6HrtbdcbgLMvu9tVtmkYz7RmcBQCA9XZD9eEO\/b7zD6unLD4OAABQCtgAAGCTHd\/UjY35uGv1zOr66kPVjzVdtc9murr6+aaixicPzrLsvrHp++e7mgo\/AQBgUT5SPa764CH2O28HsgAAADMK2AAAYHPdojptdIg1ckJ1\/9n2NdWvDMzCeHuqdzSNHbpj9dnVvUYGWmJ3mK13Vi+r\/mFsHAAAVsS+pveP27kI4q3Vny4mDgAAcLgUsAEAwOa6obqkOimd2Obt\/IwPZfKh6rHVL6WA7VD+V3W7FLABAHBo+6q3VD88+xMAAFhhu0cHAAAAhnln9T3VH48OsoZuqC4cHYKlcsLoACti3+gAsAFOHh0AAObgT6ofqt42OggAAHDkFLABAMDmuqh6cfWPo4OsoZOqz6\/uNDoIS+Nt1RuqK0YHWXK3rj6rOnV0EFhjb2967b9ydBAAOAxXVK+tfrv682rv2DgAAMA8KGADAABOHx1gDZ1ZPalpdCRU\/UH1+Orc0UGW3IOqF1SfPjgHrLOXVo+u3jw6CAAchjdVj2oqYgMAANbE0aMDAAAAw\/1Fdf1s+37VVwzMsi6Oqs6ovra6enbfOdWzRgViuMuaxvaeODrIkjuhul31fdUdqhc2\/d0B83Nl08+jX6juPbvva6v7DEsEAAd2bfWMpu7hH\/Nv1bvHxAEAABZl1+gAAACwU\/bt2zc6wir4\/5qKrM5Ooc28vaf6xqbRbZcOzsIYd6yeVj0gnQ+34i3VQ6v3jQ4CG+CHqh+oblUdMzgLAOvhouqaIzzGG6pvahoburF27XIqDwCA9eddLwAAG0MB25acVN2jekr1kMFZ1s111duqp88Wm+f46s7VI6r\/NTjLKnh99VXV+0cHgQ1w26bi2p+v7jY4CwDr4YervznCY1ze9BlqoylgAwBgExghCgAA7O+KpqKRpzWdLHhQderIQGvk2OqTqzuNDsIw1zR1FfuX0UFWxHWVymPYGR9sGin+I6ODALCyrq\/+X3VJ0+fK51QfGpoIAABYGQrYAACAA\/mT6h3VH6eAbd6ur46q9qY4Z1MZHwoso7MzPhSAw7O3+temcdTnDs4CAACsoN2jAwAAAEvruurM0SHW0FdUv1mdMToIAADAHPxR9aMpXgMAAA6TDmwAAMDB7KleXn1GdefBWdbJvWbrnOr\/NnW6AwAAWCX\/Xn10tv3b1WsGZgEAAFacDmwAAMDB\/Ef1fdWzRwdZUz\/a9PcLAACwSq6qfrJ6+Gy9cWgaAABg5enABgAAHMwN1UeqS0cHWVOnN40Tvaz6\/ertY+MAAABr7LzqmU2f847UpdUrqivncCwAAAAFbAAAwCFdWb2\/Oqs6bnCWdXN29T+r66rfqi6s9g5NBAAArIvLu3HM559WPzUwCwAAwEEpYAMAAA7l\/1XnVL9Z3WtwlnX1zdV\/qR5bXT02CgAAsCb+vPql2faHRwYBAAC4OQrYAACAQzl\/tp5afU31OdWxQxOtn9tX39BUKPhn1ZvGxoGlcEN1yegQsEGOqk4ZHQKAubimemn1jOqfBmcBAAA4JAVsAADAVv1O9d7q01LAtgjHNo30Oav63qZRovuGJoKxjqluVV2V0bqwE\/Y0FY3urXYPzgLA4dtb\/XP1+KYLkQAAAJaeX0YBAADbsa86bXSINfew6nerO4wOwsLcYnSAFXHX6terLxgdBDbE+dX\/qp4\/OggAR+RZ1U+keA0AAFghOrABAADbcVn1suq+TWMvmb\/\/Un1L9b7qhdVbx8ZhAd5d\/X11j+rMwVmW2RlNBZ17mrqwVV1UvS3dCWERrqheUV3Z9Fr0yRkpCrATrqveVF09h2PtqX6reuMcjgUAALBjdo0OAAAAO2XfPvUOc3BcdWr1xOq7B2dZd5dWL62+aXQQ5u6EptGYv1F9xeAsq+Cq6vLZ9kurx1bXj4sDa+\/4pgLSZ1cPGZwFYBO8s\/rG6v1zOt4l1bVzOhZLYNcup\/IAAFh\/OrABAADbcW11YU6I7IRTq4dWv1y9qHr12DjM0dXVeaNDrJATZ6vq7BSvwaJd0\/Qz6perc6qvq04emghgvfxede5+t99bvX5MFAAAgOWggA0AADgcF1UfbOrQcuzgLOvs9OoHqotTwLZujm4qELmwOmtwllWyu7pLdX7TuENgcV7W9Fr\/pSlgA5iHy5pGhf5sU9EaAAAAM7tHBwAAAFbSc6rH9\/GdA1ici0cHYO72VL\/WdAKTrXtA9bzq80cHgQ1xSopsAeblz6rHVR8YHQQAAGDZKGADAAAOx\/urv6z2jg6yIT6n+srqmNFBmJt91Xuq5zaN6XvH2Dgr4\/TqU6tPHB0ENsQF1a9X\/zo6CMAKu7x6QfW71b9lHDoAAMB\/ooANAAA4XGdWVzZ1kvrYUtC2GF9X\/Wp1v+qo2do1NBHzcnH1g02FbHuaCts4tCtHB4AN8Y7q+6sXjw4CsMP29vGfc45kvaZ6bPX3O\/pfAAAAsEKOHh0AAABYWedXT6huud99d6++5yb3MR+fUD2purCpyOm3qn8Ymoh5el51UfW9Td9HAMvk2tEBAHbYK6o\/mNOxzqs+OqdjAQAArCUFbAAAwOG6ovqLm9x39+pbU8C2KA\/Zb\/vlKWBbJ++uzq2+JgVswPI5fnQAgB3wjqbRyVXPqP5sYBYAAICNooANAACYp1s1jbdksfZVl48OwdydVR07OgQAwIb6tepFs23vtQEAAHaQAjYAAGCejm8qwmHxvqU6vfr90UGYm92jAwAAbKC3Vf+7enE3dmADAABgBylgAwAA5umy6g3VvapTBmdZZ7uqh1X3bBp19Jbq0qGJYGftHR0AAFh5e6vzq+dWvzQ4CwAAwEZzdTcAADBPb68eU71sdJAN8QnV06svHR0EdpixXgDAkbqm+pHqWYNzAAAAbDwd2AAAgHm6ovq36neqK2f33an6nFxAswjHVvepvqNpfGvVudXfpEMV6+2h1bXVX6X7IOyEE0YHAJg5r3rFHI\/1guq6OR0PAACAw6SADQAAWIS\/nq2qr60emAK2Rfqc2ar60+rVORHHentkdb\/qrSlgg51wZXVDdVTTGGuAnbCv2jP782NeUn33mDgAAAAsigI2AABg0Y6qjhkdYoPsTfEam+Ho6oLRIWBD\/EnT99v3VfcYnAXYHO+vntiNnZ2r3j4oCwAAAAukgA0AAFi0C6tXVfeubjM4yyY4o\/q86l+qjwzOAot0TPWl1T9W7x6cBdbdW5qKRh45OgiwMd5avbB61uAcAAAA7AAjfAAAgEX7h+oRTUVsLN5nVH9UPWhwDli0O1RPrR49OghsiLOrW4wOAWyMX6h+bXQIAAAAdoYCNgAAYNGurT7cNNqSxTuuOrN6XPVdg7OwPUdVtxodYoUcXd2yOmV0ENgQl1W\/XP3Z6CDAWvu36geql1aXDs4CAADADjFCFAAA2Ckfmq2zq12Ds2yCB1V3bxqt+O6mAsIPV1cPzMTNu656c3XC7PYZ1Unj4qyMk6o7zravTsEsLMrl1R9W768+qano9tjqrPyOEfh4N1QXNr232a5nV7863zgAAAAsOyeNAADYGPv27RsdYdN9QlNR1e80nfBm8W6o3tFU1HNl9WPVq4cm4uYcU925G4vWfqz68nFxVsYFTQU1Va+tntBUaAMsxsnV3Zp+r3iP6snV7YYmApbNB6ofqd5+mM\/90HzjwGrbtcupPAAA1p+rIwEAgJ3yH9Xzq7tUD6vuOzbORji6uvd+t08cFYQtub6PP9F70aggK+bWs\/Uxx4wKAhvi8uoNs+3zmwqkAfZ3ZfU31XmDcwAAALAido8OAAAAbJRrqx+vfq+pO5i2eDvnsur4ppFvrIY9+T7ZrosyPhR2kvGhwIEc3fTzAQAAALZEARsAADDCi6vvaBoRxM44ofqh6nGjg7Blv9s0RvSC0UEAALbhhrx\/AQAAYBtcIQkAAIzwvupZ1SdWX1ndM59PFu2Y6oFNoxbfU\/1zTiwuu9dXF1aPHR0EAGAbTq4eWr2rqZPsv1aXDk0EAADAUtOBDQAAGOlXqidXV48OskHuWP1+9cWDc7A1ZzWNfgUAWBVnVU+pXlg9v\/r0sXEAAABYdjocAAAAI11and\/UpYGdcUx1RvWd1d1m9\/1t9Yphibg551U\/WT0sRYcAwGo4qjp9v9s\/UN2u6SIKAAAA+E8UsAEAAMvgzU2dwU4anGOTfMZsVd2nenvTSNFrhiXiQM6vnl7tSgHbVuyr9owOAQB8nC+s7lS9o\/pg02v1h\/O+EwAAgBkjRAEAgNHeUD2qqQsYYzywabzTvUYH4aCOGx1gRVxXXT46BAD\/P3t3HiZHWe59\/DuTfSULAULYQyTIoggiynKOIqjoQVAREBEEF0AFF0AU9JwjoqggIqigiKIoAnJA3FFR3uOCLLLvCQl7ICH7vsy8fzyVM5MwSWa6q\/uuqv5+ruu5Ul0zXfO7Mj01PV1337f0EluTivKvBb4L7BgbR5IkSZJUJBawSZIkSYo2D7iLdEHr58CLsXFa0ihgL+Bk4MDgLOqZHdR7ZyLwUVJXQUmN15\/0O0SSNmQg6ffzHqTnmwNj40iSJEmSisQCNkmSJElF8Svg08CT0UFa2DHAfwJb4d+LKqedgYtw3KrULCuAWUBHdBBJpfI8MBToFx1EkiRJklQMXpCQJEmSVCQrgHHRIVrcbsC3gf2jg0h1WBwdQGoR04FPADcG55BULqOBzwEfjA4iSZIkSSoGR5BIkiRJKpJO4DfA9kAbsBOwSWii1jMEeCuwFFiV7XseeJD0\/ZHKYGfgDdn2k8CUwCxSlc0h\/d5eBYwFXgUMC00kqQwGA68nvXHlcWAlMB+4IzKUJEmSJClOW3QASZIkqVk6O629KYF+wAjSm20GAJcAB4cmal1LgEXZ9vXAiXQVtKn5TgW+Fh2iRBaRHsMAPwBOD8witYLBwATgSmCv4CySymMFqXCtE7gHOBKYGZpIKqC2Ni\/lSZIkqfocISpJkiSpSFYBc4FZwHP4N0ukIcDG2RqLxWsql2F0PX4PA74EvCI0kVRtS4GpwLnAz4KzSCqPAaTnmRsD\/wZ8mdQJWJIkSZLUYrwYJEmSJKmoBgDTSYVsijUQmIRj4SL593vttgE+A+wanENqBb8AzgfuBeYFZ5FULv2B44G3RQeRJEmSJDWfL4BLkiRJKqqVwNeBL0YHEXsDVwOvjg7SwoZGB6iAF6MDSC3iQeB9wK+jg0gqpTnRASRJkiRJzdc\/OoAkSZIkrUMnMA24itRB6Y3AbpGBWtjobH0EGAH8MjZOS\/o78GPgYGCj4CxltAp4L+lx\/AtgYWwcqeGGAPsD4\/twn3nAn6i\/2HMxcA\/weJ3HkdSa9iAVwd4IzA3OIkmSJElqEgvYJEmSJBXdHOB04D+xgC3au4DJwGN0FSasBDrCErWOm4C\/korXDsK\/5\/uqH3AksCVwMxawqfo2Io3OfV0f7vMEcCj5dSscntNxJLWWA4B9gQV0dXJclS1JkiRJUkX5grckSZKksnCEYjFMBi4kXVRcAJwFPBOaqHUsBr5M6kx4SnCWslkFXEbqHjgvOIvULIP6+PmDgfZGBJGkPhoMnAEcld2+EPjfuDiSJEmSpEazgE2SJElSWTxE6pwEMAHYITBLK+sPHNjt9jTgOuCBmDgt51ZgNrAdMIxU2LkzdjrakFWkccS3RAeRmqQTWNTH+8wj3+6EA3M8lqTWs2e2AJYAK4D7sYuqJEmSJFWSBWySJEmSyuIa4FfZ9hHARYFZ1OVTpGKqY4NztJJppP\/vdmAicDnw8shAJdAGjIwOIZVAniP67OYmKS\/vACYBHyAVsUmSJEmSKsYXkiRJkiSVxWJgVrauB04HHg1NJEhFQW8FvkHqBKbGW0HqwjYLmAIsjY1TCv1IF71PAEYEZ5Ga4XlgeR\/vMw44k1QokodrgfOB53I6nqTWNRTYBruvSZIkSVJlWcAmSZIkqYyeAb4G\/DTbXhEbp+VtDJwCHANsQSoWUnOMxe7qvdEOHAycRBq9KlXZaNLYvb52HRxN6u54WE45bga+igVskvKxmPRmibHRQSRJkiRJ+bOATZIkSVKZfR84A3ghOogAOIrUbccOVyqqucDM6BBSg70LuIzaRwsvyTHLcCxqlpSPzUlvYDkmOogkSZIkKX++S1uSJElSmT0N\/B0YGB1EAIwnde6ZAkwHVgK\/JI26lIpgPPAJ4NfAQ8FZpEbZAtiljvsvyisI6fdzW47Hk9S6BgGTSZ0i55KeY1qULkmSJEkVYQc2SZIkSWU3GpgNLM9WR2ycltcGfBb4LqkD0AHAgNBEUpftSd1bjiYV1gzEN\/epGvrT9ZjurPNYQ7oda\/Wyi5qkotiF1IX5QDxHSZIkSVJl+CKtJEmSpLJ7HPg4MAwYCZwNTAhNpNXagU8B2wJfCs4idXc48LJs+2\/AN4FVcXGkur0feFO2vWOdx3oD8NO19l2Trb7qD2xaZx5J6skngEOz7Z8BPw\/MIkmSJEmqkwVskiRJkspuDvC7bre3AQ4BdsJuDEWwO7AZ8Chp3OuzsXEkALbLFqRuUxcEZpHqsTnp992JwG45HXPbbHX3JLUVsM0njfnbF9ihzlyS1N3u2QJ4BAvYJEmSJKnUHCEqSZIkqWrOB74KLIsOov+zKXApqbBQKprZ0QGkOrweuIpUxNZIC2q83zPAacD3cswiSWubFx1AkiRJklQfC9gkSZIkVc184AVgaHQQ\/Z\/+wBjgOODT+L3JU39gXHSIktsd+BqwZ3QQqQajgbHAwAZ\/nc4a77cKmIvFJZIa6z9IzzFHRAeRJEmSJNXGEaKSJEmSqqgDuJ80TnR4bBR1szuwKzAduD3bNwNYHBWoApYAd5GKV8YGZymrHbP1JHBbcBapr5ZEB+ilRcA0YDwwODiLpOrZB9gLeBq4CZgZG0eSJEmS1Fd2YJMkSZJURXcARwP\/LzqIXmIAcDZwbbZ2j41Tes8CpwI\/jg5SASuiA0gV9gfgKODB6CCSKqs\/8F\/Ah4NzSJIkSZJqYAc2SZIkSVU0D7gb+A7wTLZvN2CPsETqblK37Y8Ck7PtW4H7mh+n1JYBDwE\/AIZl+zYH3gAMiQpVUquiA0gVNitb3wSOBN4UG0dSRW0PvI\/Uga0j+\/dPwILIUJIkSZKkDbOATZIkSVKV\/SpbAMcB3yZ1ALMbdXG8O1sA3wDOIHXC6ghLVE73Ah\/KtvcmFWtawCapaK4AHiUVLk\/A1yYl5W8ScEm2fQ\/pzREWsEmSJElSwXnRRpIkSVKr+C1wDDAlOojW6R3ApcDO0UFKrg3YNDqEpEqZn+Ox7gFOAG7I8ZiS1JM2YEZ0CEmSJEnShlnAJkmSJKlVPAdcDVwG3Aksj42jHmxFKjIcFx2k5BYA1wLTooOUzLLoAFINmvW4fSWwLzAqh2MtBn4H3JHDsSRpfQaT3iCxTXAOSZIkSdIGWMAmSZIkqdV8BzibfLvJKD+zgCXRIUruAdI40eujg5RMZ3QAqQbNety+i\/T7c3KOxxye47EkqSfbARcBR0UHkSRJkiStX\/\/oAJIkSZLUZAuB54GNo4OoR8OAjwOHZrd\/SCrIUu+tBOaSigHVe+8FRgDfjg4i9dKJwNub9LWGANtn\/+alLcdjSVJP+gMbkQrYGfQhBQAAIABJREFUBgAX4\/MjSZIkSSokC9gkSZIktaI24DZgDOli1ubZv4o3BDis2+0O4HvdbncCM4BFzQxVUsOiA5TMgcAuwBTgcdJjbwZp3KFUBINIv6\/6kcbhnQlMaOLXnwUsbeLXk6S87Aj8J\/AscHO2bxap4F+SJEmSVAAWsEmSJElqRfcBx5P+JpoAfJdUFKDiOZpUWLTaMuCzdF18lPI0DriQVKSzAPgM8LfQRFKXbYBLgFHAYGDTJn\/9VVjsIancziB1rwT4KnBVYBZJkiRJUjcWsEmSJElqRQuB+7Ptu4HzgHcCe4cl0rqMz1Z3dhbrnaHRAUqoPzC52+1BUUGkbgYA+wOHAP8emGMkcBxwI\/C\/gTkkqVbbdtveJCyFJEmSJOklLGCTJEmSJLgAeBrYjVSw0i82jtZjCWnM6EBgeXCWoptP6lg3AGgPzlJGc4HhpP+\/FcFZ1NoGA6cAbw7OMQo4FZgI\/IvUqXBVaCJJql0\/0vPJFaQR9ZIkSZKkQL6ALUmSJEnJn4GjsKtM0Q0EPpktrd81wEeBR6ODlNQw4NPA6djNTrEWACujQ3SzH3Al8ProIJJUh2OAc7HbqiRJkiQVggVskiRJkpTMAm4ApkUH0Xr1A14DnAQcBmweG6fQHgR+SOokpr4bALwO+A9S4aQUYUvgYGDj6CDdjCWNM51Y53H8uZIUaVfgI8Dx1H8+kyRJkiTVyQI2SZIkSVrTsOgA6pXxwHeBt0cHKbjNSOMHVbsXgY7oEGpZbyEVou4enKMnC+u8f1suKSSpdv2BL5GK2CRJkiRJgfpHB5AkSZKkgvkhMBs4ITiH1q8\/MIp0wXG7Hj4+Bbi0qYmKaR7wNeBdwKHBWcpqCTA\/OoRa1uhsFdHRwEbAt2u8\/y+A57PtfbAgWVLztQMjgXeTOq8CTAV+DCyKCiVJkiRJrcgCNkmSJEla02+B+4GXAVuRRlZOwFFnRbU7PXcmegJ4BLiP1EGrVS0Afgo8A+xE6sg2MjRR+YwFXglMx3Gsar4l0QHW402kEXyPAneTRnH3xV+zBXAnsCPp962dUCU120Tg1Gz7LuBaLGCTJEmSpKZyhKgkSZIkvdQM4KPAYcAHSMVQKpfNSV2BjogOUhB3krqL\/CU4Rxm9CvgR8NboIFIBjQMuInVjq8cdpHPUnXUnkqT6zKW13\/wgSZIkSSEsYJMkSZKkl1oBPETqKHMz8HXgJmBlZCj1yQBSN5+tooMUxELgHuwgVouRwC7AJtFB1JKK3gGoPzCZdL6txwLSOepi4PrstiRFmAB8inRukyRJkiQ1iSNEJUmSJGnDLgGeBvbFv6PKphMYnG2vIhUntrJlwHJSgV9bcJay6QcMIv3\/dQZnUfW1kX5ON4oO0kvzcjrOtcAU0tjeETkdU5L64mXAeaTz7zn4e1+SJEmSmsIObJIkSZLUO\/2BIdEh1GeHAD\/N1oeDsxTBpcCZwMzoICX0PuAreB5QcwwCzgWOiQ4SwGIRSUXwHuBCylNILEmSJEmlZucASZIkSeqdmcCvgVfjKMEy2SFbq7enkbqQrfZ4tlrFnaTH8ofxcdxXu5DGJE4F\/kgaMyw1wkTgzcBHgIHBWSIMwzfdSoo3MVuPkUYcAzwAPBeWSJIkSZIqzBeDJEmSJKl3bgeOBm6KDqKaTQJ+DFzdbbVid6Nx+Ia2WrUDXwQ+EB1ElXY88CX8OZWkaJ3A5+l63rhfbBxJkiRJqi5fCJMkSZKk3lmere\/Q1YXhAODAsETqqwHA6LX2HQH0Ay4GZjQ9UYyB2H2tVu3AyGxJedsFOBJ4Nz7GJKkI2ljzfOx4Y0mSJElqEAvYJEmSJKlv\/p4tSCOFJgITgMFhiVSPlwFnAs8DP6c1xkItJHUU3BkYG5ylrIaTfvafJ\/1\/Snl4OfCZ6BCSpHXamvS8\/1ksZpMkSZKkXDlCVJIkSZJqdwvwXuCR6CCq26eAT0eHaJKpwEnAldFBSuwA4CrgtdFBVCkvAh3RISRJ6\/RR4GxS915JkiRJUo4sYJMkSZKk2s0FbgUuAH4JLI2NozpsTRrddzowKThLoy0GHsTCy3qMBV5N6sQm1WsIcDBpdOiq4Cy1WpLjsfrz0nHPklQEWwGHk7r3viI4iyRJkiRViiNEJUmSJKl+VwDTSN2YHCVaXpsAXwEGAef18PEOYDnVGRk1MjpAyS0HhpKKjwBWACvj4qjEhgOnAftEB6nDCLp+FlaRfj5qtZw0znkoMKDOXJKUt6HAfwFjgDOyffWe9yRJkiSp5VnAJkmSJEn56AdsHB1CuTga2L2H\/fcCn29ylkYaER2g5PoDpwCHZbcvAX4XF0clNpPydl5b7W3Attn2\/wO+XsexpgInk0Z0v6\/OXJLUKIeSOvgC3ELqyCxJkiRJqpEFbJIkSZKUj7nAtcBG3fZtBUyOiaM6TKLnMaJ7A4+RLlI+2dREjXEvcFO2PR7YJTBLGbWTxoiu1kkao3gP6Xwgrc9A4DWkrmWjWPN3Rxltny2AnUhdSRdl615gQR+ONQf4A7AjFrBJKq4tswXpfDUVuAt4KiyRJEmSJJVYW3QASZIkqVk6O6sy9U8F1R8Yxpp\/Zx0NfDMmjhpgFakY42x6HjFaNoPoGvl3MGkUrmq3lFS0cyxwW2wUlcBOwM+ALUi\/N4ZRnTeariSdKzuBR4HjgAdqOM5ZpPOtJBXd6vPeqcBlwVlUQW1tXsqTJElS9VXlhTFJkiRJirYSmLfWvutJXXaOpOeRlCqXfsBIUkegocCFvPR7XibLsgXwW+BjwLuBfcMSldtgUtfFRdFBVGhtpN8JhwI7B2dplP50dZTbhlQsW4vfkzodngyMrT+WJDXM6vOeVUaSJEmSVKP26ACSJEmSVGFPA+eTxqepOnYB\/ptUgLJZcJa8zAQuBv4WHaTkFpKKksZHB1FhdZIKRd8VHaRJZpMKvGtxO\/AF4DrgWaAjr1CS1CBbAFvjdRdJkiRJ6jP\/kJIkSZKkxhsTHUAN8XngI9EhclZrpyQlY4BzSB2jfM1F6zI7OkDJfBn4Kl0dIyWpqI4njZkfHh1EkiRJksrGEaKSJEmS1FhtwA3ZvwcHZ1G+tgXeC7zASzsMLSONkJ3T7FB1GhkdoOQGABOBydgtSi+1A7A\/sFN0kJKZDtwHDAnOIUkbMgF4B\/AY6Xng7bFxJEmSJKk8LGCTJEmSpMbqBH4I3A3sSBotBKnTlR2aym8b4Js97F8OzAd+nd1eQe1j9JppLrAUGIiPz3osI3VfWUo5vu9qjtcB34oOUVJDgVnAKHw9U1KxtQOfATYF7s\/2dZCeG3ZGhZIkSZKkovPFaEmSJElqjodI4yaPBE4CZsbGUYMNBD4NXJWtvWPj9NoVwGnA09FBSm5v4CfAftFBVCi+Dle7O4BjgZuCc0hSb72FrueBnwVGxMaRJEmSpGLzHYuSJEmS1BzLgD90uz0ROATYOSaOmmCPbAEsInXi+ifF7sh1H\/AscBywVXCWMtsiWzdGB1GhLIwOUGIzSB0t9wUOCs4iSb0xHnh7tr0F8NXALJIkSZJUeL7zU5IkSZJifAW4IDqEmuYdwDeAbaOD9MImwIDoEBWxKDqACsXRcfUbHh1AkmowC1gVHUKSJEmSiswCNkmSJEmKsZDUTeYU4IHgLGq8waRubGcDbw3OsiEDgHHRISriWNLoYOkk4P3RISRJIXYEvg68OjqIJEmSJBWVI0QlSZIkKc7zwDdJxU0fIY0X8o1G1XY4sBHw2Fr7ZwJzmh+nR4uBO4DXABsHZym7NwG7kL7fdwCzY+MowBjgVcBnSOf4VtNJsccmS1IzbAWcSHqePwt4Cs+NkiRJkrQGL4xIkiRJUrwfAZ8mFQ6p+l4HXLvWeltoojU9DXwS+HF0kIrYhFSo+o7oIApxCHAxsGl0kCCrgLnRISSpIN4BXISdbiVJkiTpJezAJkmSJEnxZgDXAduROvQMBA4lde5R9YwEdl1r3weB4Wvt+xWpQ0ezLQUeBX5I6g4IMAE4sNtt9V5\/YAfgeKAD+AMx31c110jSefwDpO9\/q9qYND71GVIx2x+Bx0MTSVKccaRR8qeTnmt1Ajdn25IkSZLU0tqiA0iSJEnN0tnZGR1B6q0BwJXA24FBwVkU52PA94DlpAuckfYBrseRovVaDLwT+F10EDXUQNL42J\/y0sLUVvduUtfJWl1MGrktSVVxLHBFdAgVW1ubl\/IkSZJUfY4QlSRJkqTiWQF8FbggOohCnQD8d3SITD8sXstDP+DF6BBqqIHAqcBZWLzWkznRASSpYByzLEmSJEk4QlSSJEmSiupOYCawPfA6YPPYOAqwE7AlMAX4EzAtMMs8UtekPYBtA3OU3XLgjcBK4F7SSEVVy3LSuN09o4MU0HJgP2A28K8aj2FXUklV0kl6nv8McEdwFkmSJEkKZQc2SZIkSSquZ4EPAL+KDqIww4HzgaOCc9wPfBC4IThH2Q0HPgucjoU4VWaXvZ4NAD4JfB4YGpxFkoqgDfgo8EVgdHAWSZIkSQplAZskSZIkFddKUuer7wFfAZbGxlGAdmAkqYDtfOKK2VY\/FmcHfO0qaSMVsY0BFgdnUf52Bi4EXhEdpKDagGHAG0gjst9YwzGuyu5r90JJVTEU+DfgPGCf4CySJEmSFMYRopIkSZJUfHcADwBbA68kFQFsQSoEUGuYnC2Au4BHgIXr+NxFwFMNymHXpHwMAHYDlgDLgCexIKesNqWra86xwMlxUUpjBPAhUqe6P\/bxvjeTxo9uA+xIKvLdEhiSYz4JYAYwt9vtfqTH2uCYOKq4wcBxwEBgVrZvAakbc2dUKEmSJElqJgvYJEmSJKkclgJnkgqI2oFvA3uHJlKUycCPWHfB09+AE5oXRzXYA7gS6AAeI120nrvee6ioPgAckW2PiwxSQrV2FZ0PnEYqWhsMXALsnlcoKXMJcF232yOAy4CXx8RRiziI9GYVSAW+Z5AK3SVJkiSp8ixgkyRJkqRy6AQe73b7m8Dd2fYewGuankhRhpA6D63LBFIHtv8BHsr5a9v1Lx8j6CqC2IlUxPYb4JawRKrVNqTRoeq7WrsOdgBTu93+BvBO4M3YHUv5eRC4f6195wOHAgeSOmVJeRuTLYCnsXhNkiRJUguxgE2SJEmSyumabEHqzmABm1YbDXyR1K3vHFKXo46cjj0HWEwqEmnP6Zitrg04nXTB2gK28uhH+jnI62dLtbsSmEbqSmoBm\/Iyqod9l5MKxPfDAjY13jJgLDAPWBmcRZIkSZIazhebJUmSJKn8hkcHUCEdSerUNzrHY\/4M+BipY5jytSQ6gPpkD+AKUicmxau1m5vUVwOAkdEh1BL2JI2Mf3V0EEmSJElqBjuwSZIkSVL5PQj8BdgLu8+oy7bA8cAUusbN3gHMquOYD5M6HZ1QXzT1YDtSMdQ\/Sd1WVGybkcZWqhiGkroZSo02izSi+7XA+OAsqrbx2Xohu30r0BkXR5IkSZIayw5skiRJklR+15EKih6MDqLC6QTOAq7O1r\/lcMzNcHRaIxwA\/JjUcUXFtxS75kmt6F\/A+4HfRAdRyzgC+CowITqIJEmSJDWSHdgkSZIkqfyWAY8AZ5Much0eG0cF0gYM63b7ZGCfXt73JuC3PeyfDXyZNTvPbA0cQ77jSlvNQGAT4FTgoGzfVcBtYYm0tj1Jo3kBJpJGCUpqLSuB+cClwIvAx7GoW401mNTx71xgJrCcNFr0gchQkiRJkpQ3C9gkSZIkqTpuAGYAL2fNwoqNsyXtl63emARMBZ5izU5TC0jd3LrbAXgXFrDl4cBsQRqL+CLwLHb7ijSY1PnmeOBDwVkkFcPtwEOkcd27kArGNwdGRIZSZfUDjup2+x9YwCZJkiSpYixgkyRJkqRquY\/UIait274TgZNi4qjE9gF+QhpPe+cGPncMMLbhiVrPO0jFEacC9wZnaWWTgPOAV0UHkVQoi4EzSMXGA0gdsg5c7z2k+i0ndcOVJEmSpEqxgE2SJEmSqmURL+3IcDnpwuoBwDbNDqTS2gjYgzQe7SrgN+v53OdIBT4HAHs1PlrL2Jjej3xV43QCe7PmOF5J6gAe73Z7cVQQtZz3kAonfxcdRJIkSZLyYgGbJEmSJFXfncBHgOuwgE19915ge1Jh5LPAih4+ZzrweWA+FrDlbRapu90gYFlwllY0iPT\/PwsL2CSt20BgIbCUdN5oW\/+nSzUbCHwY2In03GwGPT83kyRJkqRSaY8OIEmSJElqig7SmEepFrsC3wVev4HPm9OELK1mY+ALwPujg7SoY4AvAuOig1TQvByPNYj0syJFWQl8gzRG1OI1NcNuwGXAvtFBJEmSJCkPdmCTJEmSpNYwCPgTMBx4RXAWlc9Q4EBgAet\/M5zjLvM3hPT\/OpzU6Q5gNnBbVKAWsCddBb8fBl4VmKXK9gDevNa+O0jd7vrqWeBq0qjXLerMJdWig9Tx9mlgErAfsGVoIlXdMNJzszmkrmyQHn\/3hyWSJEmSpDr4bjBJkiS1jM7OzugIUqQ2UiHM24ErsSO3arOM9Y+xHAgMblKWVrMCWJJt3wYcTipkU75GkQqhVo\/CHQIMiItTaT2dT44jjbvuq\/6k79WXgI\/WmUsC+BDwvRru149U9P0F4OO5JpJ61v1c+iPgY4FZ1CBtbV7KkyRJUvXZgU2SJEmSWkMnsBj4Peni\/qBuH9sfeFtEKJXOINZ87Kh5BtBVSLUvcD7wc+DXYYmqZ1\/SqNb9sBCzGXo6n5wMbAVcQd8KNFeSOkReDkzN9r0aeE+dGaW+WkV6LP4QeCLbtw\/wzqhAqrzu59LhkUEkSZIkqR4WsEmSJElSa5kNfGetfQ+Rxl1tSeoaIqnYBgHHAvOwgC0PQ4EJpI5L7w3O0ur2AzYHbqS2DoN3ZQvgUCxgU5x7sgVptOhk0njbjcISqRUMB3YgjRJdFJxFkiRJkvrEkTGSJEmSpH8ARwD3RweR1CeOEM3HLsD3gYOigwhI3as6cjjOmByOIeXhLtLY5z9HB1Hl7Q9cA7wyOogkSZIk9ZUFbJIkSZKk+cDdwIXAr4KzSOq9vUkjL0dEBym5fqTxoRY8FcMK0tjret0HfAt4JIdjSfVYCDxAer4lNdJoYFfSOOaDg7NIkiRJUp84QlSSJEmStNpPgUdJY662BgbExpG0AQeSithmATdn+5YBK8MSFV8bMJg139Q5ivR\/uHFIIjXKbdn6IWmknhRtSbYGk85FUqO8G3gZ8DAwjVQYLEmSJEmFZgGbJEmSJKm7B4ATgU8CbwnOImnDhgGfAz6Y3T4X+HtcnMLrB3wRmNRt38bAyJg4aoI8xpGq9QxrwDEvIRUTnduAY0tr2xH4NqnD8i+Ds0iSJEnSBlnAJkmSJEnqbgnwR9KF27W7g+wOjGt6Ikkb8upu23Oyf2\/Fwp217Qj8O3ACMDQ2itZjFbAox+PZTVR9MYfUue\/hBhz7blIB20RgS2Ag8BoaUywnDQL2B5aSxtj+I9uWJEmSpEKygE2SJEmS1JPf0jWScLXvAkcEZJHUe4eTxoYdATwRnKVo3g+cRBrfp+JqY80Rr1Iz\/RU4FljQoOMvAD5BeoyPAX5CGgUtNcoBwGTS84M7g7NIkiRJ0jr5YpAkSZIkqSfLSRdZu6+LgW9EhpK0QYOAPUkj6hwDvKZBpE5Hvh5WbNuSHr8H53S80TkdR9U2H\/gmcAEwG1jRoK\/TQeowuIBUZPwl4Huk511SIwwkdf37PL4RRZIkSVKB2YFNkiRJktRbfwOmADuQRhZuHBtH0jq0ky5SDyeNq3uCNB64VQ0BtiJ1O1LxbUpXB6wbczje\/cDLgS1wnKjWbSlwGXBfk7\/ub0jjHd\/X5K+r1nMw6fz6EPA4jesyKEmSJEk18R2nkiRJkqS+eBH4GHBtdBBJG7Qf8GNgx+ggwXYAfgQcFB1EfTI7p+NcBJwJzMrpeKqmMcDYwK89KOhrq7XsAlwFvDY6iCRJkiStzQ5skiRJkqS+WAlMBS4n\/U35bmCj0ESS1mUksAfwCeD2bvvnANcAyyJCNdhA0nmpe7e1PUhjVVUuewMfID1W59dxnGeA20gdtqSe3A\/cADwV9PWnAOcBhwDbB2VQaxhKKmr\/KOn5u29IkSRJklQYbdEBJEmSpGbp7OyMjiBVzQDgZ8AB3fa1k8b12fFbKq6ZpBGjq4valgIr4uLUrT\/pvAOwO+m8tGlcHOVoGemx+qfsdq2P1b2Aq0mjZKXVVpEeU\/9FKiCLdg6pyy2kYly7sqmRHiOdXx+gmgXtldLW5qU8SZIkVZ\/PeiVJktQyLGCTGmJ3YLNut7cBvkZXMYmkYrqVNBK4E\/g68OfYOHXZhVT40U7qvOZotGq5E5iRbV8C\/KqGY1jApp48CHwFuAV4IjgLwCTgZdn2YcAxgVlUfSuBv5POq1cFZ9EGWMAmSZKkVuAIUUmSJElSPe5c63Z\/0virSUA\/UtHAqGaHkrRBe3XbLvMIsT2B9wH\/ER1EDbN7t+3\/pbYCNqknzwFXAh3RQTKPZQvSqOdNgVey5hsFpLz0B\/YjFbK\/CPwDWBCaSJIkSVJLc6SLJEmSJClPq4AzgSNJRSW3xsaRtAGdpBF6ZTQK+G\/g+OggapqF0QFUKYMobnHY7cDRwD+jg6jyXgdczprFwpIkSZLUdBawSZIkSZLy1AksJnVwmAmcB1yERQdSkR0PnBQdoo\/2BS4gdY8ZHJxFxTeQ1M1KWltR5\/KtAGaRiuykRhoATADOAN4fnEWSJElSC3OEqCRJkiSpkf5EGkt0VHQQST1qAw4EJgOPAs+u4\/OWAE\/Q3FF77cDWwJAePvYh4L1NzKJymwf8lTSOcWxwFqm3BgGPAC8HtgrOoup7E7AF8CDpcTc3No4kSZKkVmMBmyRJkiSp0cZkS1JxjQe+Ter605MHgeNI3RWbZShwLrBzDx8r6tg\/FdOjwInAacAHg7NIvbWc1Mn2IeCS4CxqDROBK4DPAv8TnEWSJElSi7GATZIkSZLUaE8CXwKG9\/Cxd5C6PUiKNQCYtJ6PTwLOAp7pxbE6gJ8DM3r42KbAu4B+vTjOeOAQ0vhHqR5LgMeA72fbkAo13kzvHotShE7gaeBa0nOlkcAo4N04OlmNMRjYATiB1P30amBlaCJJkiRJLcMCNkmSJElSo00BzlzHx9pJXZ2GkEYZSiqmAcDpffj8paQL32s7CLg4l0RS3\/0zW5Aei\/tjAZuKbzbwuWx7LLA5sA8WsalxDiB1P30CuB1YFhtHkiRJUiuwgE2SJEmSFOk7pO4i50YHkZSrU0jd09a2VbODSOswCAuAVD4vkrphHgZ8KjiLqm088BVS58rLg7NIkiRJagEWsEmSJEmSIj0IPEsa5bY\/sF1sHEk52TlbUp7y7AI0A7gB2A3YOsfjSo32T2AzLGBT472OdA3pOeBWYE5sHEmSJElV1h4dQJIkSZLU8uYDnwB+Gh1EklRoeY6avh04GvhDjseUmmVUdAC1jN2AK0ljayVJkiSpYSxgkyRJkiRF6wAWAT8hjcV6MTaOJKmg3gOcBvTL4VgrgYWkTmxS2fyTNKr5seggqrwBwBjSm01OCM4iSZIkqcIcISpJkiRJKoqHgXOACcC\/dds\/mDTeLY+CBUlSef07qRvQ48DfqK\/4bATp98329ceSmu7hbI0CDs\/2bQqMDUukqns96fn4I8A9wOzYOJIkSZKqJs+2+5IkSVKhdXZ2RkeQ1DtbkgoLVtsB+D4wOiaOJKlAOoDpwA+AL9ZxnDcCXyMVZPj7pTX9FTgCeCY6SB02I3XHAvg48MHALKq+5cATpDecXBGcpaW0tXkpT5IkSdVnBzZJkiRJUtE8tdbth4GJpMK21SYCb21aIklSUbQD25EKz+qxBfDK+uNIoWbQ1Ynw+9m\/b2bN50xSXgYCk0iFkm3ANcDi0ESSJEmSKsMCNkmSJElS0XUA562177XATsDmpItpkqTW0gEMB5YCK2u4\/4vALGAjYECOuaQo\/wTuA67HAjY11t6k5+EzgL+QzsOSJEmSVJf26ACSJEmSJNXgHuB40kVaSVLreTPwY1JHzlrcBhwF3JRbIileGzA2OoRawijgbNLoWq8zSZIkSaqbf1hIkiRJkspoMXAzabyoJKn1bAUcAnyY1JWzr904nycVrz2ecy6Vx1BSwVeV9AN+C9wdHUQtYQ9gX1JHTEmSJEmqiwVskiRJkqQyGxYdQJIU6iTgLGBEjfcfkmMWlcuq6AANsAA4h5eOXpcaZU50AEmSJEnV0D86gCRJkiRJdbgOmJ5tvx54Z1wUSVKAQcCmpM5TtbiSrm5VbyONJlX1XQ1cQ\/WKbzqBpcDvgRNIBZ67hiZS1e0JfIv02JsKXBAbR5IkSVJZWcAmSZIkSSqzW7MFcD+wQw+f0x\/YllTkIEmqnjnAshrve0u2AJ4kjSbdkto7uqnY5gBPABcC\/wjO0kizgEtJHQaPz\/aNBcaHJVJVTcoWwAvAFNJz85lhiSRJkiSVUlt0AEmSJKlZOjs7oyNIaqxhpKKDtY0Fvk\/PxW2SpPL7HfCWHI4zEpgInE\/q6qnq+Tlp5OxTwOLgLM0wjvQ8COA9wOcCs6j6VpJ+ts4ndWVTTtravJQnSZKk6rMDmyRJkiSpKhYBD6\/jY18DDgcOaF4cSVKTTATOBG4Cbq\/jOPOBu0jdq1RNC4FHokM00Uy6OmE9FRlELWF11+P3Ax3Ab4HpkYEkSZIklYcFbJIkSZKkVvB90oXbVwCjgQGxcSRJOZoEfJH0Wmc9BWyQunkOqTuRiqaD1HFtYXSQYPOBoXhdQI21O7AraSzz9NgokiRJksqiPTqAJEmSJElN8k\/gaOC26CCSpMJqo2vkoqpjBvAZ4NLoIIF+DxwDTIsOopbQid0sJUmSJPWB77SSJEmSJLWKeaTxcpuSOrHsQypUkCRVw\/IcjrES+A3p98Pu2LGzKlYBN5I6QrWqJ7O1HXAE8OrYOKp5wkWEAAAgAElEQVS4FcCbgU2y23cCz8bFkSRJklR0dmCTJEmSJLWaq4HTSCNFJUnqbilwHvBlHDdZJW3AuOgQBfEt4BxgUXQQVdpQ4Azgqmy9LTaOJEmSpKKzA5skSZIkqdUsB24HTgc2XsfnbAZ8ChjSrFCSpMJYCjxP6tap8rsBuI7W7r7W3TLgz8DHSEVGmwCnZttSXtqAwd1ufwgYA5xP6s4mSZIkSWuwgE2SJEmS1Io6SJ3Y1mUQsA2wPzC+GYEkSYWyEY6ZrorfAVdGhyiY+cAPsu0BdD3nmRAVSJW3O\/Ay4HHgrzhOVJIkSdJaHCEqSZIkSdJLLQfOAi6LDiJJkupiZ7H1Wwl8jjRaVGqkYcBXSN3YJEmSJGkNdmCTJEmSJOmlOoEnSB1bNgLeBWwemkiStCGLogOokPpFByi4TtJ41WnRQVR57aRuf1sH55AkSZJUQBawSZIkSZK0bo8Cp5BGir6X1MXFkXKSVExjgZFr7VsCrAjIIpVNP9Jo0SGksaJSo3TSda5eBSzO9kmSJElqYRawSZIkSZK0YRcB04EvB+eQJK3bEcCea+37DHB3QBapbP4CHAmcA7wyNooq7o3A1dn27cDnA7NIkiRJKggL2CRJkiRJ2rAHgBnA9sAmG\/jcycCkhieSJK3tZdnqbjrwE+BOUje23uoPDM8nllQKz2RrK+CgbN\/OwLZhiVRVW2YLUrHkVODPpFG2kiRJklqUY08kSZLUMjo7nUoiqS7twGA2\/Lf0KaTuJZKkeMuAvwPHAE\/14X5vAa4jjVNUuZ0GnBcdokQG0fXG989mS2qUDmApcBZwQXCWwmpr81KeJEmSqs8ObJIkSZIk9U4HsLgXn3cNMC\/bfjlwHKnwTZLUfIOA8UC\/Pt7vfuBk4APAa\/IOJRXYsmwBXAksID2XsbusGqEdGAocC4wBfgA8HhlIkiRJUgwL2CRJkiRJyteUbAHsRbogJ0mKM5dUhNwXTwGXkbpujiGNUfS1VLWah7J1ABawqbF2BXYAfocFbJIkSVJLao8OIEmSJElShY0ldZWQJJXT\/5A6sc2MDiIFGZMtqdFeBGZHh5AkSZIUwwI2SZIkSZIaZyrwJeCR6CCSpJq8SOoIdA5wS3AWKcJy4HvATdFBVHnDgBOBT2Zrq9g4kiRJkprJtveSJEmSJDXOw8CZwDLgExv43HbShbt+jQ4lSeqzbwHPAa8gddYcGBtHapqFwLeBx0hjHgeTnqsMwzfIK18bAR\/rdnsVcDnpMdgZkkiSJElS01jAJkmSJElS410J3LqBz9kUOA\/YpPFxJEk1uAU4EjgdeH1wFqnZbgOOJhWt7QCcjwVsaqwTSV3YPhUdRJIkSVLjWcAmSZIkSVLjPZ6tDZkIvDLbfi0Ws0lSkaweJ\/pOLGBT65kH\/DHb\/l\/Sc5Y3ALuEJVLV7QBsDkwhFRA\/GBtHkiRJUiP5DilJkiRJkoqhDfgyqbvPkXRdJJYkFUc\/0ghRqZUtBc4ArogOosobBnyd9NxYkiRJUoVZwCZJkiRJUjF0AsuAJdm6mDSeS5Ik1W54dIAK6iQVsa2IDqLKawcGk4qHJUmSJFWYI0QlSZIkSSqmf5BGJm2P40QlSeqrpaTx3dOig1TYLOABYDtgSHAWVdumwMtJP9NLg7NIkiRJagA7sEmSJEmSVFxzgI8D10QHkSSpZB4DjgVuDM5RZb8B3gc8FB1ElXcIcDmwbXQQSZIkSY1hBzZJkiRJkoprJTAd+AGwvJf32Y50kU+SpFa0nFRYdT1we3CWqpsL\/Av4OvCqbN9BwOSwRKqqMcBrgNOB+7J9vwCmhiWSJEmSlCsL2CRJkiRJKr5\/Zas3XgXsSBq11A4MA\/o1KJckSUWzDPgW8MfoIC3kJ9mC1D32NHz+ocY4ttv2YOAiYDGwKiSNJEmSpNw4QlSSJEmSpGp5CPgwcDjwMdKFZEmSWsUIYEh0iBb2E+BkYFp0EFXe+4HzgS2jg0iSJEmqnx3YJEmSJEmqliXALd1ubw+8Hdg1Jo4kSU0zlTQ2dEZ0kBY2DXgBODU6iCpve2Aj4GvRQSRJkiTVzwI2SZIkSZKqqw04B3gCuCw4iyRJjfZb4HRgeXSQFrdZdAC1jBeiA0iSJEnKhyNEJUmSJEmqrk5gGfBr4ETg4dg4khRiHNAvx+ONzvFYylc7qRPpquggLW4m8AXg+uggqrzNgbOB\/4gOIkmSJKk+dmCTJEmSJKn6ZgCXkIoujljP520FjGpKIklqnKnAom637wWW5nTsTuAeYEK3ff2BrYFhOX0N9d1SUrfR6cE5lMwHrgVeBCZm+0YA24YlUlWNBg4njRJ9Yq2PzcAObZIkSVJptEUHkCRJkpqls7MzOoIkRduE9ReonQsc2qQsktQIy4FjgTu77VsKPAuszOlrjCcV46w2FvgGsGdOx1ffPQKcDNxF6v6lYhhO6pAFsBdwOfl2Q5RWWwA8t9a+rwOXBmTJXVubl\/IkSZJUfXZgkyRJkiSpdbzA+jtRfAeYtoFjjALeAwzOK5QkdbMM+Ckwp8b7zwJuII2RbJTnWLNQwsqCeAuB24C50UG0hoXAo9n2c8CWwEHA68ISqapGsGZhMaTiYkmSJEklYQGbJEmSJEla7Q\/ZWp\/RpNF5+wJDG55IUitZDPwNOI00erAsxpGKgxfhGNEoA0hdRi1gK64FwDmkTogWsKkZBgEjSefmVcFZJEmSJG1Ae3QASZIkSZJUKnOAs4AfBueQVD1XAGdSruI1SEVTXyCNEc1rTKlUVSOjA6hlHAl8C9g+OogkSZKkDbOATZIkSZIk9dUdwHeBX5DG9UlSPWYBNwLfA24PzlKL5aTcN2OXH2lD7gFuorFjfiWAScBh2DFYkiRJKgUL2CRJkiRJUi3uJ3W2+HN0EEmldwvwHuDe6CB1Ggu0RYeQCu564ETgvuggagkzgM7oEJIkSZI2rH90AEmSJEmSVEqrSN1TLmTNIraNgFNJhRyStC5\/Bq7Ntu8DFgVmkdQ8K4DHSWN3jwSOio2jihsLnAW80G3fNOD7wOyQRJIkSZJ6ZAGbJEmSJEmqx9+y1d0EYJ8ajjUuu6+k4nsGmFnH\/S8Frs4pi6Ty+TXwPLAD6TrFEGAbYFBgJlXPcOCda+2bAvwcC9gkSZKkQrGATZIkSZIk5e3LwNAa7ncU8F\/5RpHUIJcDP6rj\/vUUv0mqhgeAI0ijd3cELgK2Dk2kVjAH6IgOIUmSJGlNFrBJkiRJkqS8PVvj\/X5C6pQB6QL2YfnEkZSTnwPTs+0rSV1sJKlWS4Cp2fYKait+l\/pqKTArOoQkSZKkNVnAJkmSJEmSimIKcFq2vRMwmTRStJ1U2ObrGFKMpaSfzy8A9wVnKbq26ABSSY0EniT9vh8SnEXVNgSYCDxGKqKUJEmSVADt0QEkSZIkSZJ6MAU4ETg8+\/eF2DhSS\/s96efw0eggBTcEGBAdQiqp6cApwP8E51D1TQK+BRwZHUSSJElSF9+5LOn\/s3fvwbaedWHHv\/vkQsjtxCRg0I6QRkyptszUWpWqM51xpnbU6TgdcaQgrcHrWNChgLQWbEutUxCboRAQgShJSAw2ik41khIKOQaSmBhigJAbuZBAyIWTcC7kXHb\/WAvPSYZwbnvtZ621P5+Zd\/a71+Ss9ztzstdK3vXbzwMAADCPvlJt2e\/7s6rvnJ5\/b3XGuhfBxnJD+7YLfWd11biUhXFbdWn1\/XmNgkP1WJP3\/aOqzdUPNFmVDdba5ur7qk9U7x7cAgAATBlgAwAAABbBG9u3kvx51b8ZlwIbwpur90\/Pd48MWSAfr34qr1FwJLZUn64urH5wcAvLbevoAAAAYB8DbAAAAMAieHy\/8\/Oqj83gGmdVr5rB88IsvKnJil+zsLf6i2rnjJ5\/We2ZHudVn6teVn3j0CJYPHuabBv+m+0boj2n+q5hRQAAAMycATYAAABg0VwzPdba6dVzq+c0uWdyVvX0GVwHDsfOJgNru6u7mqxK+MDQIp7KNdX91U9kgA0O1\/+dHl91YpP3Z+\/LAAAAS8gAGwAAAMDEl6pXVMdWm6t3V\/9waBHsc1v109Uj1a7q4bE5HMDp1SmjI2BJXFrdUZ1bPW9wCwAAADNggA0AAABgYnd1937fv7F6\/vT8R6uz172Ije4z1Qem5zdV1w5s4dB8oclryI9V3zO4ZSM4tTpqdAQz83B1fZMBcwAAAJaQATYAAACAr+2C6VH15erl0\/PjquOHFLERbG+yXWjVxdXrB7Zw+O6r\/keTbV7PbrL94TFDi5bX9urO6vHRIczUKdXnqmflPRgAAGDpGGADAAAAOLDfr7ZMz3+ietnAFpbbxdX7pud3jAxhTfx5k9Wj\/kP13YNbltVF1buq+0eHMFP3V69uspXyzw5uAQAAYI0ZYAMAAAA4sDunR9XW6rSBLUfiO6tvGR2xDu6prhsdcZh+p\/r46AjWzOebbAP7UxlgW2uPVB9p8jNje93lt73Ja+Oe6hnTx76xesGwIgAAANaMATYAAACAQ3N99aLREYfpv1e\/PDpiHfxRk5V6FtGu0QGsuZObbD3M2trSZDBw2+gQ1tUN7XsP\/oEmK1aeOi4HAACAtWCADQAAAODQ7Jkei+g91acP4889p3pNtbKmNYfmguqqg\/xnP1btnGELMM6j1e82Wdnu0cEtrL\/934Ovql5e\/WT1w8OKAAAAOGIG2AAAAAA2jk9Mj0P1DdW3To8RdlXntrjbggJrZ1t1fnXT4A7G215d2GRrbANsAAAAC8wAGwAAAAAH8mj1yurYQddfre4bdG1gvmyqThkdwVyxhSgAAMCCM8AGAAAAwIHsqe4eHQFQnV4dNzqCuXJFdXL1r6sTBrcAAABwGAywAQAAAACwCHY0GabdMTqEuXJ59ZfVs6p\/On3sxMatGspiWBkdAAAA7GOADQAAAACARXBZ9Y7q5tEhzJ3HqtdXp02\/f0P13eNyWAAnjw4AAAD2McAGAAAAADA7K9XxoyOWxI3VR0ZHMLdu2O\/8m5us1Pdd2VaUJ3q4urbJqn0AAMCcMMAGAAAAADA7q9Wu0RFLwopJHKyLqlurC6ozB7cwX26r\/l115+gQAABgn02jAwAAAAAAltjO6s3VudX2wS2wUeyqtlanjw5h7jxefb7aPToEAADYxwAbAAAAAMDsPF5dXl3cZDU2YH2sVh9uMqwEX3V8deroCAAA4IkMsAEAAAAAzN5p1QmjI2ADub36peqS0SHMlRPy2RgAAMydo0cHAAAAAABsALdV\/7k6br\/Hnl\/90JgcWHpfqe6uzm+ylW\/Vt1c\/MiqIdfdo9cfVffs9dnf1yJgcAADgqRhg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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tReal World Applications\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTraditional AI excels in scenarios, where structured decision making is crucial. Industries such as automation and expert systems in medicine heavily rely on Traditional AI due to its stability and consistency.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-94a459c e-flex e-con-boxed e-con e-child\" data-id=\"94a459c\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5577420 elementor-widget elementor-widget-text-editor\" data-id=\"5577420\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tUnderstanding <span style=\"font-weight: 600;\">GenAI<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-751cf8e e-flex e-con-boxed e-con e-child\" data-id=\"751cf8e\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-a299610 e-flex e-con-boxed e-con e-child\" data-id=\"a299610\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ebec2c7 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"ebec2c7\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"60\" height=\"60\" viewbox=\"0 0 60 60\" fill=\"none\"><path d=\"M60 30C60 46.5685 46.5685 60 30 60C13.4315 60 0 46.5685 0 30C0 13.4315 13.4315 0 30 0C46.5685 0 60 13.4315 60 30Z\" fill=\"#1D1D1B\"><\/path><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M12 17.5C12 16.8787 12.5037 16.375 13.125 16.375H46.875C47.4963 16.375 48 16.8787 48 17.5C48 18.1213 47.4963 18.625 46.875 18.625H13.125C12.5037 18.625 12 18.1213 12 17.5Z\" fill=\"white\"><\/path><path d=\"M42 17.5C42 19.9853 39.9853 22 37.5 22C35.0147 22 33 19.9853 33 17.5C33 15.0147 35.0147 13 37.5 13C39.9853 13 42 15.0147 42 17.5Z\" fill=\"white\"><\/path><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M12 28.75C12 28.1287 12.5037 27.625 13.125 27.625H46.875C47.4963 27.625 48 28.1287 48 28.75C48 29.3713 47.4963 29.875 46.875 29.875H13.125C12.5037 29.875 12 29.3713 12 28.75Z\" fill=\"white\"><\/path><path d=\"M25.5 28.75C25.5 31.2353 23.4853 33.25 21 33.25C18.5147 33.25 16.5 31.2353 16.5 28.75C16.5 26.2647 18.5147 24.25 21 24.25C23.4853 24.25 25.5 26.2647 25.5 28.75Z\" fill=\"white\"><\/path><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M12 41.5C12 40.8787 12.5037 40.375 13.125 40.375H46.875C47.4963 40.375 48 40.8787 48 41.5C48 42.1213 47.4963 42.625 46.875 42.625H13.125C12.5037 42.625 12 42.1213 12 41.5Z\" fill=\"white\"><\/path><path d=\"M39 41.5C39 43.9853 36.9853 46 34.5 46C32.0147 46 30 43.9853 30 41.5C30 39.0147 32.0147 37 34.5 37C36.9853 37 39 39.0147 39 41.5Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tMeaning of Generative AI\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tGenerative AI takes a creative approach. It involves training models to generate content whether it's language, images or complete pieces of art. Prominent techniques like Generative Adversarial Networks (GANs) and language models like Generative Pre trained Transformers (GPT) fall under the umbrella of Generative AI.\u00a0\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8f36338 e-flex e-con-boxed e-con e-child\" data-id=\"8f36338\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d235016 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"d235016\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg 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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tReal World Applications\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tGenerative AI demonstrates its proficiency in fields such as art, music and content generation.\n<br> <br>It plays a role in producing results making it a driving force in the advancement of deepfakes and other cutting-edge applications.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4e765f7 elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"4e765f7\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-5471430 e-flex e-con-boxed e-con e-child\" data-id=\"5471430\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a68a605 elementor-widget elementor-widget-heading\" data-id=\"a68a605\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\"><span style=\"font-weight: 600\">Advantages<\/span> \u3001 <span style=\"font-weight: 600\">Disadvantages<\/span><\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f5bf7c6 elementor-widget elementor-widget-text-editor\" data-id=\"f5bf7c6\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tRecognizing the imperfections in both humans and AI the responsibility lies with developers, data scientists and innovators to cultivate ethical practices. It is crucial to have accountable AI development processes. This includes examining training datasets for biases implementing fairness metrics and actively seeking diverse perspectives throughout the development process.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-86f032d elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"86f032d\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-c5be9db elementor-hidden-mobile e-flex e-con-boxed e-con e-child\" data-id=\"c5be9db\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-a1b233f e-flex e-con-boxed e-con e-child\" data-id=\"a1b233f\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-314ba2a e-flex e-con-boxed e-con e-child\" data-id=\"314ba2a\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-b067aa4 e-flex e-con-boxed e-con e-child\" data-id=\"b067aa4\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ec3fa4d elementor-widget elementor-widget-text-editor\" data-id=\"ec3fa4d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"font-weight: 600;\">Pros<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2786a8f e-flex e-con-boxed e-con e-child\" data-id=\"2786a8f\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d95e262 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"d95e262\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tTraditional AI\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-806e50f elementor-widget elementor-widget-text-editor\" data-id=\"806e50f\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul>\n \t<li>Transparency; The clear definition of rules ensures a decision-making process.<\/li>\n \t<li style=\"margin-top:15px;\">Stability; Traditional AI systems are generally stable and predictable which makes them suitable\nfor applications, where consistency essential.<\/li>\n<\/ul>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-201b66f e-flex e-con-boxed e-con e-child\" data-id=\"201b66f\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-93b1986 e-flex e-con-boxed e-con e-child\" data-id=\"93b1986\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6f8a0fb elementor-widget elementor-widget-text-editor\" data-id=\"6f8a0fb\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"font-weight: 600;\">Cons<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-939bc8d e-flex e-con-boxed e-con e-child\" data-id=\"939bc8d\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7b4beff elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"7b4beff\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tTraditional AI\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-02006a0 elementor-widget elementor-widget-text-editor\" data-id=\"02006a0\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul>\n \t<li>Limited Adaptability; Traditional AI faces difficulties in environments where rules may require\nupdates.\n<\/li>\n \t<li style=\"margin-top: 15px;\">Dependence on Human Expertise; Success heavily relies on expressing expertise.<\/li>\n<\/ul>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f37f591 e-flex e-con-boxed e-con e-child\" data-id=\"f37f591\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-d82bda5 e-flex e-con-boxed e-con e-child\" data-id=\"d82bda5\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-7360aab e-flex e-con-boxed e-con e-child\" data-id=\"7360aab\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-08e2cb4 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"08e2cb4\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tGenAI\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6b58da2 elementor-widget elementor-widget-text-editor\" data-id=\"6b58da2\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul>\n \t<li>Creativity; The ability of AI to create content is invaluable in creative domains like art and music<\/li>\n \t<li style=\"margin-top: 15px;\">Adaptability; Generative models can adjust to datasets generating outputs, for scenarios.<\/li>\n<\/ul>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b187fba e-flex e-con-boxed e-con e-child\" data-id=\"b187fba\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-4ad91f2 e-flex e-con-boxed e-con e-child\" data-id=\"4ad91f2\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d58ebc5 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"d58ebc5\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tGenAI\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0d23352 elementor-widget elementor-widget-text-editor\" data-id=\"0d23352\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul>\n \t<li>Lack of Control; The creative outputs may not always align with requirements posing challenges in\nmanaging the process.\n<\/li>\n \t<li style=\"margin-top: 15px;\">2. Ethical Concerns; The ethical implications surrounding the use of models, such, as deepfakes are\ncentred around issues of privacy and the spread of misinformation<\/li>\n<\/ul>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-36382fd elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"36382fd\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-130dabe e-con-full e-flex e-con e-child\" data-id=\"130dabe\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5f28e90 elementor-widget elementor-widget-heading\" data-id=\"5f28e90\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Applications and <span style=\"font-weight: 600\">Future Prospects<\/span><\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ef4e88a elementor-widget elementor-widget-text-editor\" data-id=\"ef4e88a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tWhile traditional AI excels in applications that rely on rule-based systems like automation and expert systems, generative AI offers opportunities for content creation, artistic expression and even generating human-like text.\n<br><br>\nIn summary, both Traditional AI vs Gen AI approaches have their strengths and limitations. Understanding these differences is essential for leveraging the appropriate AI technology in various applications. The future of AI may involve an integration of these approaches combining the decision-making capabilities of traditional AI with the creative potential of generative AI to tackle complex problems, across various domains.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-3e49883 e-con-full e-flex e-con e-child\" data-id=\"3e49883\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a8b1225 elementor-widget elementor-widget-image\" data-id=\"a8b1225\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"582\" height=\"353\" data-src=\"https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/person-using-ai-tool-job-1-3-1.png\" class=\"attachment-full size-full wp-image-16769 lazyload\" alt=\"person-using-ai-tool-job (1) 3 (1)\" data-srcset=\"https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/person-using-ai-tool-job-1-3-1.png 582w, https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/person-using-ai-tool-job-1-3-1-300x182.png 300w\" data-sizes=\"(max-width: 582px) 100vw, 582px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 582px; --smush-placeholder-aspect-ratio: 582\/353;\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c497247 elementor-hidden-desktop elementor-hidden-tablet e-flex e-con-boxed e-con e-parent\" data-id=\"c497247\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-4e2428b e-flex e-con-boxed e-con e-child\" data-id=\"4e2428b\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f9b936d elementor-widget elementor-widget-text-editor\" data-id=\"f9b936d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"font-weight: 300;\">Traditional AI vs Gen AI: <\/span>Decoding the AI Landscape\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7e3cf5d elementor-hidden-desktop elementor-hidden-tablet e-flex e-con-boxed e-con e-parent\" data-id=\"7e3cf5d\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-de0f0ab elementor-hidden-desktop elementor-hidden-tablet e-flex e-con-boxed e-con e-parent\" data-id=\"de0f0ab\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-f9f3a18 e-flex e-con-boxed e-con e-child\" data-id=\"f9f3a18\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7148a7f elementor-widget elementor-widget-text-editor\" data-id=\"7148a7f\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"font-weight: 600;\">\u7d39\u4ecb<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-da93d1a elementor-widget elementor-widget-text-editor\" data-id=\"da93d1a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tArtificial Intelligence (AI) has become a force in our lives, revolutionizing how we work, communicate, and make decisions. In this context, understanding the differences between Traditional AI vs Gen AI is crucial. As we explore the field of AI two distinct approaches have emerged; Conventional AI and Generative AI. In this blog post we will delve into the complexities of these paradigms examining their differences, strengths and various applications.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0772c74 e-flex e-con-boxed e-con e-child\" data-id=\"0772c74\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2b55783 elementor-widget elementor-widget-text-editor\" data-id=\"2b55783\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tKey Differences Between <span style=\"font-weight: 600;\"> Traditional AI vs Gen AI<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-09128d4 e-flex e-con-boxed e-con e-child\" data-id=\"09128d4\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-8cf08c0 e-flex e-con-boxed e-con e-child\" data-id=\"8cf08c0\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b935d07 elementor-widget elementor-widget-text-editor\" data-id=\"b935d07\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"font-weight: 600;\"> Data Driven vs. Rule Based Approaches<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-33c36a0 e-flex e-con-boxed e-con e-child\" data-id=\"33c36a0\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-41f42d9 elementor-widget elementor-widget-text-editor\" data-id=\"41f42d9\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tTraditional AI, also known as rule-based or classical AI, relies on predefined rules and algorithms to solve problems. In contrast, Gen AI utilizes data-driven approaches to generate content through pattern learning. It encodes expertise into a system that enables it to make decisions based on predetermined rules. On the hand Generative AI embraces a data driven approach by generating content through pattern learning from vast datasets.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8c8f8c0 e-flex e-con-boxed e-con e-child\" data-id=\"8c8f8c0\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-7814dc7 e-flex e-con-boxed e-con e-child\" data-id=\"7814dc7\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8d05aef elementor-widget elementor-widget-text-editor\" data-id=\"8d05aef\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"font-weight: 600;\"> Supervised vs. Unsupervised Learnings<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-eb0c623 e-flex e-con-boxed e-con e-child\" data-id=\"eb0c623\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f881a13 elementor-widget elementor-widget-text-editor\" data-id=\"f881a13\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tConventional AI often engages in learning by utilizing labelled data to guide its decision-making process. In contrast Generative AI takes a path by employing unsupervised learning to identify patterns without relying on labelled data.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-629ec96 e-flex e-con-boxed e-con e-child\" data-id=\"629ec96\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-7a57106 e-flex e-con-boxed e-con e-child\" data-id=\"7a57106\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7fe414c elementor-widget elementor-widget-text-editor\" data-id=\"7fe414c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"font-weight: 600;\"> Discriminative, vs. Generative Models<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-81b1170 e-flex e-con-boxed e-con e-child\" data-id=\"81b1170\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-156afdd elementor-widget elementor-widget-text-editor\" data-id=\"156afdd\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Conventional AI primarily utilizes models that differentiate between classes based on explicit rules.<\/p><p>Generative AI on the other hand relies on models that create fresh instances and content by understanding the underlying patterns present in the data.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f50882c elementor-hidden-desktop elementor-hidden-tablet e-flex e-con-boxed e-con e-parent\" data-id=\"f50882c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-44cc9ce e-flex e-con-boxed e-con e-child\" data-id=\"44cc9ce\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7af37b8 elementor-widget elementor-widget-text-editor\" data-id=\"7af37b8\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tUnderstanding <span style=\"font-weight: 600;\"><br> Traditional AI<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-de6b987 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"de6b987\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"60\" height=\"60\" viewbox=\"0 0 60 60\" fill=\"none\"><path d=\"M60 30C60 46.5685 46.5685 60 30 60C13.4315 60 0 46.5685 0 30C0 13.4315 13.4315 0 30 0C46.5685 0 60 13.4315 60 30Z\" fill=\"#1D1D1B\"><\/path><path d=\"M10 29.0974C10.1203 29.0208 10.1094 28.8786 10.1641 28.7692C10.5469 27.9489 11.4219 27.5223 12.3188 27.7192C13.172 27.9052 13.7845 28.6818 13.7736 29.5787C13.7626 30.4537 13.1611 31.2084 12.3188 31.3943C11.4329 31.5912 10.5469 31.1537 10.1641 30.3443C10.1094 30.2349 10.1203 30.0927 10 30.0161C10 29.7099 10 29.4037 10 29.0974Z\" fill=\"white\"><\/path><path d=\"M29.1743 49.1134C29.054 49.0587 28.9227 49.004 28.8024 48.9493C27.9383 48.5665 27.4899 47.6258 27.7414 46.718C27.9711 45.8539 28.8133 45.2742 29.7321 45.3508C30.6728 45.4273 31.3837 46.1711 31.4494 47.1336C31.515 48.0196 30.8915 48.84 29.9946 49.0587C29.9509 49.0697 29.9071 49.1025 29.8634 49.1134C29.6337 49.1134 29.404 49.1134 29.1743 49.1134Z\" fill=\"white\"><\/path><path d=\"M21.8141 25.9692C22.7438 26.3521 23.6516 26.724 24.5595 27.1068C25.9923 27.6975 27.4142 28.2881 28.858 28.8678C29.0659 28.9553 29.1424 29.0428 29.1424 29.2834C29.1315 31.5257 29.1315 33.768 29.1424 35.9993C29.1424 36.2946 29.0768 36.3056 28.8252 36.1962C26.5611 35.1352 24.286 34.0961 22.0219 33.0461C21.8469 32.9695 21.7812 32.882 21.7812 32.6742C21.7922 30.4866 21.7813 28.299 21.7922 26.1005C21.7813 26.0677 21.7922 26.0349 21.8141 25.9692Z\" fill=\"white\"><\/path><path d=\"M30.1133 36.1742C30.1133 33.8554 30.1133 31.5366 30.1133 29.2287C30.1133 29.0428 30.1898 28.9661 30.3539 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fill=\"white\"><\/path><path d=\"M18.9462 42.048C18.9462 43.0981 18.104 43.9294 17.054 43.9294C16.0039 43.9294 15.1836 43.0871 15.1836 42.0261C15.1945 40.987 16.0258 40.1667 17.054 40.1667C18.104 40.1667 18.9462 40.998 18.9462 42.048Z\" fill=\"white\"><\/path><path d=\"M30.0266 17.0113C30.0266 17.5692 30.0266 18.127 30.0266 18.6849C30.0266 19.0458 29.8406 19.2536 29.5453 19.2317C29.2172 19.2099 29.0859 19.013 29.0859 18.6958C29.0859 17.5692 29.0859 16.4316 29.0859 15.305C29.0859 14.9878 29.2281 14.791 29.5453 14.7691C29.8406 14.7472 30.0157 14.966 30.0266 15.3269C30.0266 15.8957 30.0266 16.4535 30.0266 17.0113Z\" fill=\"white\"><\/path><path d=\"M17.0203 29.0864C17.5672 29.0864 18.1141 29.0864 18.661 29.0864C18.9892 29.0864 19.2079 29.1957 19.2407 29.5458C19.2626 29.8411 19.0548 30.027 18.6829 30.027C17.5672 30.027 16.4406 30.027 15.325 30.027C14.964 30.027 14.7453 29.8411 14.7671 29.5458C14.789 29.1957 15.0078 29.0754 15.3359 29.0754C15.9047 29.0864 16.4625 29.0864 17.0203 29.0864Z\" fill=\"white\"><\/path><path d=\"M42.0931 30.0271C41.5353 30.0271 40.9775 30.038 40.4196 30.0271C40.0477 30.0271 39.8509 29.8411 39.8727 29.5458C39.8946 29.2177 40.1024 29.0864 40.4087 29.0864C41.5353 29.0864 42.6728 29.0864 43.7994 29.0864C44.1166 29.0864 44.3244 29.2286 44.3244 29.5567C44.3244 29.8739 44.1276 30.038 43.8104 30.038C43.2416 30.0271 42.6728 30.0271 42.0931 30.0271Z\" fill=\"white\"><\/path><path d=\"M30.0266 42.1136C30.0266 42.6714 30.0266 43.2293 30.0266 43.7871C30.0266 44.1371 29.8297 44.3559 29.5344 44.334C29.2062 44.3012 29.0859 44.1043 29.0859 43.7871C29.0859 42.6605 29.0859 41.5229 29.0859 40.3963C29.0859 40.0791 29.2281 39.8713 29.5563 39.8713C29.8844 39.8713 30.0266 40.0791 30.0266 40.3963C30.0266 40.9651 30.0266 41.5448 30.0266 42.1136Z\" fill=\"white\"><\/path><path d=\"M22.3939 21.8893C22.4049 22.1081 22.3174 22.2721 22.1424 22.3487C21.9455 22.4362 21.7486 22.4143 21.5845 22.2503C21.1579 21.8237 20.7423 21.408 20.3157 20.9814C19.9329 20.5986 19.5391 20.2158 19.1563 19.822C18.9047 19.5595 18.8829 19.2861 19.1126 19.0892C19.3641 18.8705 19.6048 18.9251 19.8235 19.1439C20.622 19.9424 21.4205 20.7408 22.2189 21.5393C22.3174 21.6487 22.3939 21.769 22.3939 21.8893Z\" fill=\"white\"><\/path><path d=\"M37.2131 22.3929C36.9943 22.4039 36.8412 22.3163 36.7537 22.1413C36.6662 21.9444 36.6881 21.7476 36.8521 21.5835C37.235 21.2007 37.6287 20.8069 38.0115 20.4241C38.4272 20.0084 38.8319 19.5929 39.2475 19.1882C39.5319 18.9038 39.8054 18.8819 40.0022 19.1116C40.2319 19.3741 40.1554 19.6147 39.9257 19.8444C39.1381 20.621 38.3616 21.4085 37.574 22.1851C37.4756 22.3054 37.3662 22.4039 37.2131 22.3929Z\" fill=\"white\"><\/path><path d=\"M21.8778 36.7211C22.0966 36.7102 22.2607 36.7977 22.3372 36.9727C22.4247 37.1696 22.4029 37.3665 22.2497 37.5305C21.8778 37.9024 21.5169 38.2743 21.145 38.6353C20.7184 39.0618 20.2809 39.4993 19.8543 39.9259C19.57 40.2103 19.2965 40.2322 19.0996 40.0025C18.8699 39.74 18.9465 39.4994 19.1762 39.2697C19.9637 38.4931 20.7403 37.7055 21.5169 36.929C21.6263 36.8086 21.7356 36.7102 21.8778 36.7211Z\" fill=\"white\"><\/path><path d=\"M36.7109 37.2024C36.7109 36.9836 36.7984 36.8305 36.9734 36.7539C37.1922 36.6555 37.3891 36.7102 37.5641 36.8852C38.0672 37.3883 38.5704 37.8915 39.0735 38.3946C39.3688 38.6899 39.6642 38.9853 39.9595 39.2806C40.1782 39.4993 40.2329 39.7399 40.0142 39.9915C39.8173 40.2212 39.5438 40.2103 39.2813 39.9478C38.4829 39.1493 37.6844 38.3508 36.875 37.5524C36.7766 37.4539 36.7109 37.3336 36.7109 37.2024Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tKey Characteristics and Principles\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTraditional AI is known for its rule-based nature, where explicit rules and algorithms govern decision making. Its main features include transparency and predictability making it suitable for tasks with defined rules.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a3af90b elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"a3af90b\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"52\" height=\"52\" viewbox=\"0 0 52 52\" fill=\"none\"><path d=\"M7.66406 25.2181C7.76834 25.1517 7.75887 25.0284 7.80626 24.9337C8.13805 24.2227 8.8964 23.853 9.67372 24.0237C10.4131 24.1848 10.944 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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tReal World Applications\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTraditional AI excels in scenarios, where structured decision making is crucial. Industries such as automation and expert systems in medicine heavily rely on Traditional AI due to its stability and consistency.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d96dbbf elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"d96dbbf\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"52\" height=\"52\" viewbox=\"0 0 52 52\" fill=\"none\"><circle cx=\"26\" cy=\"26\" r=\"26\" fill=\"#1D1D1B\"><\/circle><path d=\"M20 14.5007L20 9.74889\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M20.75 9C20.75 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29.4407C28.3565 29.4407 28.0156 29.267 28.0156 28.9544V21.5209Z\" fill=\"black\"><\/path><path d=\"M39.7517 27L34.9999 27\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M10 23.25C10.4142 23.25 10.75 23.5858 10.75 24C10.75 24.4142 10.4142 24.75 10 24.75C9.58579 24.75 9.25 24.4142 9.25 24C9.25 23.5858 9.58579 23.25 10 23.25Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M10 16.25C10.4142 16.25 10.75 16.5858 10.75 17C10.75 17.4142 10.4142 17.75 10 17.75C9.58579 17.75 9.25 17.4142 9.25 17C9.25 16.5858 9.58579 16.25 10 16.25Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M31.1016 17.5007L31.1016 12.749\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M31.75 12C31.75 12.4142 31.4142 12.75 31 12.75C30.5858 12.75 30.25 12.4142 30.25 12C30.25 11.5858 30.5858 11.25 31 11.25C31.4142 11.25 31.75 11.5858 31.75 12Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M33.9983 20.1016L38.75 20.1016\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M39.5 20.75C39.0858 20.75 38.75 20.4142 38.75 20C38.75 19.5858 39.0858 19.25 39.5 19.25C39.9142 19.25 40.25 19.5858 40.25 20C40.25 20.4142 39.9142 20.75 39.5 20.75Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M40.5 27.75C40.0858 27.75 39.75 27.4142 39.75 27C39.75 26.5858 40.0858 26.25 40.5 26.25C40.9142 26.25 41.25 26.5858 41.25 27C41.25 27.4142 40.9142 27.75 40.5 27.75Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M26 34L26 39\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M25.25 39.501C25.25 39.0868 25.5858 38.751 26 38.751C26.4142 38.751 26.75 39.0868 26.75 39.501C26.75 39.9152 26.4142 40.251 26 40.251C25.5858 40.251 25.25 39.9152 25.25 39.501Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M28.75 10C28.75 10.4142 28.4142 10.75 28 10.75C27.5858 10.75 27.25 10.4142 27.25 10C27.25 9.58579 27.5858 9.25 28 9.25C28.4142 9.25 28.75 9.58579 28.75 10Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M25.5 16.5V12.5L27.5 10.5\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M39.5 34.25C39.0858 34.25 38.75 33.9142 38.75 33.5C38.75 33.0858 39.0858 32.75 39.5 32.75C39.9142 32.75 40.25 33.0858 40.25 33.5C40.25 33.9142 39.9142 34.25 39.5 34.25Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M33 31L37 31L39 33\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M18.25 39.5C18.25 39.0858 18.5858 38.75 19 38.75C19.4142 38.75 19.75 39.0858 19.75 39.5C19.75 39.9142 19.4142 40.25 19 40.25C18.5858 40.25 18.25 39.9142 18.25 39.5Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M32.25 42C32.25 41.5858 32.5858 41.25 33 41.25C33.4142 41.25 33.75 41.5858 33.75 42C33.75 42.4142 33.4142 42.75 33 42.75C32.5858 42.75 32.25 42.4142 32.25 42Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M21.5 33L21.5 37L19.5 39\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M11 28.25C11.4142 28.25 11.75 28.5858 11.75 29C11.75 29.4142 11.4142 29.75 11 29.75C10.5858 29.75 10.25 29.4142 10.25 29C10.25 28.5858 10.5858 28.25 11 28.25Z\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M17.5 31.5L13.5 31.5L11.5 29.5\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M14.5 20H12L10.5 17.5\" stroke=\"white\" stroke-width=\"0.5\"><\/path><path d=\"M29.5 34.5V38.5L32.5 41.5\" stroke=\"white\" stroke-width=\"0.5\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\t Meaning of Generative AI\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tGenerative AI takes a creative approach. It involves training models to generate content whether it's language, images or complete pieces of art. Prominent techniques like Generative Adversarial Networks (GANs) and language models like Generative Pre trained Transformers (GPT) fall under the umbrella of Generative AI.\u00a0\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3534f02 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"3534f02\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"60\" height=\"60\" viewbox=\"0 0 60 60\" fill=\"none\"><path d=\"M60 30C60 46.5685 46.5685 60 30 60C13.4315 60 0 46.5685 0 30C0 13.4315 13.4315 0 30 0C46.5685 0 60 13.4315 60 30Z\" fill=\"#1D1D1B\"><\/path><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M12 17.5C12 16.8787 12.5037 16.375 13.125 16.375H46.875C47.4963 16.375 48 16.8787 48 17.5C48 18.1213 47.4963 18.625 46.875 18.625H13.125C12.5037 18.625 12 18.1213 12 17.5Z\" fill=\"white\"><\/path><path d=\"M42 17.5C42 19.9853 39.9853 22 37.5 22C35.0147 22 33 19.9853 33 17.5C33 15.0147 35.0147 13 37.5 13C39.9853 13 42 15.0147 42 17.5Z\" fill=\"white\"><\/path><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M12 28.75C12 28.1287 12.5037 27.625 13.125 27.625H46.875C47.4963 27.625 48 28.1287 48 28.75C48 29.3713 47.4963 29.875 46.875 29.875H13.125C12.5037 29.875 12 29.3713 12 28.75Z\" fill=\"white\"><\/path><path d=\"M25.5 28.75C25.5 31.2353 23.4853 33.25 21 33.25C18.5147 33.25 16.5 31.2353 16.5 28.75C16.5 26.2647 18.5147 24.25 21 24.25C23.4853 24.25 25.5 26.2647 25.5 28.75Z\" fill=\"white\"><\/path><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M12 41.5C12 40.8787 12.5037 40.375 13.125 40.375H46.875C47.4963 40.375 48 40.8787 48 41.5C48 42.1213 47.4963 42.625 46.875 42.625H13.125C12.5037 42.625 12 42.1213 12 41.5Z\" fill=\"white\"><\/path><path d=\"M39 41.5C39 43.9853 36.9853 46 34.5 46C32.0147 46 30 43.9853 30 41.5C30 39.0147 32.0147 37 34.5 37C36.9853 37 39 39.0147 39 41.5Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tReal World Applications\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tGenerative AI takes a creative approach. It involves training models to generate content whether it's language, images or complete pieces of art. Prominent techniques like Generative Adversarial Networks (GANs) and language models like Generative Pre trained Transformers (GPT) fall under the umbrella of Generative AI.\u00a0\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ad0f20c elementor-hidden-desktop elementor-hidden-tablet e-flex e-con-boxed e-con e-parent\" data-id=\"ad0f20c\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-5c0184a e-flex e-con-boxed e-con e-child\" data-id=\"5c0184a\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d4caef5 elementor-widget elementor-widget-text-editor\" data-id=\"d4caef5\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<span style=\"font-weight: 600;\"> Advantages<\/span> \u3001 <span style=\"font-weight: 600;\"> Disadvantages<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2de60a8 elementor-widget elementor-widget-text-editor\" data-id=\"2de60a8\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tRecognizing the imperfections in both humans and AI the responsibility lies with developers, data scientists and innovators to cultivate ethical practices. It is crucial to have accountable AI development processes. This includes examining training datasets for biases implementing fairness metrics and actively seeking diverse perspectives throughout the development process.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-49c42d8 elementor-widget elementor-widget-image\" data-id=\"49c42d8\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"365\" height=\"914\" data-src=\"https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/Group-1000006235.svg\" class=\"attachment-full size-full wp-image-17152 lazyload\" alt=\"Group 1000006235\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 365px; --smush-placeholder-aspect-ratio: 365\/914;\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4837a87 e-flex e-con-boxed e-con e-child\" data-id=\"4837a87\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e4266b6 elementor-widget elementor-widget-text-editor\" data-id=\"e4266b6\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tApplications and <span style=\"font-weight: 600;\">Future Prospects<\/span>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4a548c5 elementor-widget elementor-widget-image\" data-id=\"4a548c5\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"582\" height=\"353\" data-src=\"https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/person-using-ai-tool-job-1-3-1.png\" class=\"attachment-full size-full wp-image-16769 lazyload\" alt=\"person-using-ai-tool-job (1) 3 (1)\" data-srcset=\"https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/person-using-ai-tool-job-1-3-1.png 582w, https:\/\/iauro.com\/wp-content\/uploads\/2024\/02\/person-using-ai-tool-job-1-3-1-300x182.png 300w\" data-sizes=\"(max-width: 582px) 100vw, 582px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 582px; --smush-placeholder-aspect-ratio: 582\/353;\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a2a665e elementor-widget elementor-widget-text-editor\" data-id=\"a2a665e\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tWhile traditional AI excels in applications that rely on rule-based systems like automation and expert systems, generative AI offers opportunities for content creation, artistic expression and even generating human-like text.\n<br><br>\nIn summary, both Traditional AI vs Gen AI approaches have their strengths and limitations. Understanding these differences is essential for leveraging the appropriate AI technology in various applications. The future of AI may involve an integration of these approaches combining the decision-making capabilities of traditional AI with the creative potential of generative AI to tackle complex problems, across various domains.\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5329e9a elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"5329e9a\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-5228c29 e-con-full e-flex e-con e-child\" data-id=\"5228c29\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-7d68a4f e-con-full e-flex e-con e-child\" data-id=\"7d68a4f\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-122aa87 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"122aa87\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Ready to transform your business <span style=\"font-weight:300\"> with cutting-edge software solutions? <\/span><\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f18ab13 elementor-widget elementor-widget-text-editor\" data-id=\"f18ab13\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\u5f53\u793e\u306e\u5c02\u9580\u6027\u304c\u3001\u5fa1\u793e\u306e\u30d3\u30b8\u30cd\u30b9\u306b\u65b0\u305f\u306a\u4fa1\u5024\u3092\u63d0\u4f9b\u3044\u305f\u3057\u307e\u3059\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-185ec7f e-con-full e-flex e-con e-child\" data-id=\"185ec7f\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e9bc760 elementor-widget__width-initial elementor-widget elementor-widget-shortcode\" data-id=\"e9bc760\" data-element_type=\"widget\" data-widget_type=\"shortcode.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-shortcode\">\n<div class=\"wpcf7 no-js\" id=\"wpcf7-f31975-o1\" lang=\"en-US\" dir=\"ltr\" data-wpcf7-id=\"31975\">\n<div class=\"screen-reader-response\"><p role=\"status\" aria-live=\"polite\" aria-atomic=\"true\"><\/p> <ul><\/ul><\/div>\n<form action=\"\/ja\/wp-json\/wp\/v2\/posts\/21314#wpcf7-f31975-o1\" method=\"post\" class=\"wpcf7-form init\" aria-label=\"Contact form\" novalidate=\"novalidate\" data-status=\"init\" data-trp-original-action=\"\/ja\/wp-json\/wp\/v2\/posts\/21314#wpcf7-f31975-o1\">\n<fieldset class=\"hidden-fields-container\"><input type=\"hidden\" name=\"_wpcf7\" value=\"31975\" \/><input type=\"hidden\" name=\"_wpcf7_version\" value=\"6.1.2\" \/><input type=\"hidden\" name=\"_wpcf7_locale\" value=\"en_US\" \/><input type=\"hidden\" name=\"_wpcf7_unit_tag\" value=\"wpcf7-f31975-o1\" \/><input type=\"hidden\" name=\"_wpcf7_container_post\" value=\"0\" \/><input type=\"hidden\" name=\"_wpcf7_posted_data_hash\" value=\"\" \/><input type=\"hidden\" name=\"_wpcf7_recaptcha_response\" value=\"\" \/>\n<\/fieldset>\n<p><span class=\"wpcf7-form-control-wrap\" data-name=\"EmailID\"><input size=\"40\" maxlength=\"400\" class=\"wpcf7-form-control wpcf7-email wpcf7-validates-as-required wpcf7-text wpcf7-validates-as-email\" aria-required=\"true\" aria-invalid=\"false\" placeholder=\"\u30e1\u30fc\u30eb\" value=\"\" type=\"email\" name=\"EmailID\" \/><\/span>\n<\/p>\n<p><span class=\"wpcf7-form-control-wrap\" data-name=\"CompanyName\"><input size=\"40\" maxlength=\"400\" class=\"wpcf7-form-control wpcf7-text 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value=\"ja\"\/><\/form>\n<\/div>\n<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-9d7c6a8 elementor-hidden-desktop elementor-hidden-tablet e-con-full e-flex e-con e-parent\" data-id=\"9d7c6a8\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-925fbc7 e-flex e-con-boxed e-con e-child\" data-id=\"925fbc7\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-227b065 elementor-widget elementor-widget-text-editor\" data-id=\"227b065\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tReady to transform your business with cutting-edge software solutions?\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7308898 elementor-widget elementor-widget-text-editor\" data-id=\"7308898\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\tLet\u2019s connect and explore how our expertise can elevate your business\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1cca149 e-flex e-con-boxed e-con e-child\" data-id=\"1cca149\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-19274ee elementor-widget-mobile__width-initial elementor-widget elementor-widget-shortcode\" data-id=\"19274ee\" data-element_type=\"widget\" data-widget_type=\"shortcode.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-shortcode\">\n<div class=\"wpcf7 no-js\" id=\"wpcf7-f31975-o2\" lang=\"en-US\" dir=\"ltr\" data-wpcf7-id=\"31975\">\n<div class=\"screen-reader-response\"><p role=\"status\" aria-live=\"polite\" aria-atomic=\"true\"><\/p> <ul><\/ul><\/div>\n<form action=\"\/ja\/wp-json\/wp\/v2\/posts\/21314#wpcf7-f31975-o2\" method=\"post\" class=\"wpcf7-form init\" aria-label=\"Contact form\" novalidate=\"novalidate\" data-status=\"init\" data-trp-original-action=\"\/ja\/wp-json\/wp\/v2\/posts\/21314#wpcf7-f31975-o2\">\n<fieldset class=\"hidden-fields-container\"><input type=\"hidden\" name=\"_wpcf7\" value=\"31975\" \/><input type=\"hidden\" name=\"_wpcf7_version\" value=\"6.1.2\" \/><input type=\"hidden\" name=\"_wpcf7_locale\" value=\"en_US\" \/><input type=\"hidden\" name=\"_wpcf7_unit_tag\" value=\"wpcf7-f31975-o2\" \/><input type=\"hidden\" name=\"_wpcf7_container_post\" value=\"0\" \/><input type=\"hidden\" name=\"_wpcf7_posted_data_hash\" value=\"\" \/><input type=\"hidden\" name=\"_wpcf7_recaptcha_response\" value=\"\" \/>\n<\/fieldset>\n<p><span class=\"wpcf7-form-control-wrap\" data-name=\"EmailID\"><input size=\"40\" maxlength=\"400\" class=\"wpcf7-form-control wpcf7-email wpcf7-validates-as-required wpcf7-text wpcf7-validates-as-email\" aria-required=\"true\" aria-invalid=\"false\" placeholder=\"\u30e1\u30fc\u30eb\" value=\"\" type=\"email\" name=\"EmailID\" \/><\/span>\n<\/p>\n<p><span class=\"wpcf7-form-control-wrap\" data-name=\"CompanyName\"><input size=\"40\" maxlength=\"400\" class=\"wpcf7-form-control wpcf7-text wpcf7-validates-as-required\" aria-required=\"true\" aria-invalid=\"false\" placeholder=\"\u5fa1\u793e\u540d\" value=\"\" type=\"text\" name=\"CompanyName\" \/><\/span>\n<\/p>\n<p><span class=\"wpcf7-form-control-wrap\" data-name=\"textarea\"><textarea cols=\"40\" rows=\"10\" maxlength=\"2000\" class=\"wpcf7-form-control wpcf7-textarea wpcf7-validates-as-required\" aria-required=\"true\" aria-invalid=\"false\" placeholder=\"\u30e1\u30c3\u30bb\u30fc\u30b8\u5185\u5bb9\" name=\"textarea\"><\/textarea><\/span>\n<\/p>\n<p><input class=\"wpcf7-form-control wpcf7-submit has-spinner\" type=\"submit\" value=\"\u63d0\u51fa\" \/>\n<\/p><input type='hidden' class='wpcf7-pum' value='{\"closepopup\":false,\"closedelay\":0,\"openpopup\":false,\"openpopup_id\":0}' \/><div class=\"wpcf7-response-output\" aria-hidden=\"true\"><\/div>\n<input type=\"hidden\" name=\"trp-form-language\" value=\"ja\"\/><\/form>\n<\/div>\n<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Traditional AI vs Gen AI : Decoding the AI Landscape Introduction: Artificial Intelligence (AI) has become a force in our lives, revolutionizing how we work, communicate, and make decisions. In this context, understanding the differences between Traditional AI vs Gen AI is crucial. As we explore the field of AI two distinct approaches have emerged; Conventional AI and Generative AI. In this blog post we will delve into the complexities of these paradigms examining their differences, strengths and various applications. Key Differences Between Traditional AI vs Gen AI Data Driven vs. Rule Based ApproachesTraditional AI, also known as rule-based or classical AI, relies on predefined rules and algorithms to solve [&hellip;]<\/p>","protected":false},"author":10,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-21314","post","type-post","status-publish","format-standard","hentry","category-blog"],"_links":{"self":[{"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/posts\/21314","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/users\/10"}],"replies":[{"embeddable":true,"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/comments?post=21314"}],"version-history":[{"count":12,"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/posts\/21314\/revisions"}],"predecessor-version":[{"id":49636,"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/posts\/21314\/revisions\/49636"}],"wp:attachment":[{"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/media?parent=21314"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/categories?post=21314"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/iauro.com\/ja\/wp-json\/wp\/v2\/tags?post=21314"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}