# Artificial Intelligence and Machine Learning Master’s Degree MSc University of Portsmouth

<p>_Published on 2023-04-25_</p>
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<p><p><h1>MEng Electronic Engineering with Artificial Intelligence Degree Electronics & Computer Science University of Southampton University of Southampton</h1></p></p>
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” width=”300px” alt=”artificial intelligence engineer degree”/></p></p>
<p><p><p>You will have the opportunity to work on real, research and industry-based projects supplied by external partners or emulated industry case studies. These will challenge you to apply what you are learning to solve real world problems. Going to university can offer you a series of once-in-a-lifetime opportunities. As part of your course, you could study abroad with one of our short-term Global Experience programmes. Opportunities include summer schools and placements, lasting from one to four weeks and funded by ARU’s UK Turing Scheme grants.</p></p></p>
<p><p><img class=’aligncenter’ style=’display: block;margin-left:auto;margin-right:auto;’ 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” width=”303px” alt=”artificial intelligence engineer degree”/></p></p>
<p><p><p>For Postgraduate programmes, Kenyan nationals with a degree from Kenya or another English speaking country (as on the University’s approved list) are not required to submit an English Language test. For Postgraduate programmes, Ghanaian nationals with a degree from Ghana or another English speaking country (as on the University’s approved list) are not required to submit an English Language test. Candidates from Costa Rica generally require a) A levels or IB Diploma or b) Bachiller en la Enseñanza Media plus a recognised foundation programme or c) successfully completed the first year of the Bachiller or Licenciado with 8/10 or higher. Yukon – Senior Secondary Graduation Diploma with an overall average of at least 85% in 5 grade 12 subjects (including provincial examinations where applicable). For Postgraduate programmes, Cameroonian nationals with a degree that was completed in English from Cameroon or another English speaking country (as on the University’s approved list) are not required to submit an English Language test. For Postgraduate programmes, Botswanan nationals with a degree from Botswana or another English speaking country (as on the University’s approved list) are not required to submit an English Language test.</p></p></p>
<p><p><h2>Robotics and Artificial Intelligence MEng</h2></p></p>
<p><p><p>You’ll cover different areas of computer and data science, including topics like modelling, cyber security and data structures, learning how they drive innovation and change. During the degree, you may also get practical experience in the form of industry-focused projects, using specialist facilities, as well as a possible placement in industry. AI graduates can go on to work in various industries in roles in app development, data science, AI engineering, programming, and more. The University of Glasgow’s MSc in Robotics &amp; Artificial Intelligence introduces students to robotic and intelligent systems technologies, including machine learning and AI, for sensing and interacting with the environment. It offers a solid foundation in core topics with customisable optional courses for specialisation.</p></p></p>
<p><p><img class=’aligncenter’ style=’display: block;margin-left:auto;margin-right:auto;’ 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6lhqMBwPcL217FDORB0y7Jzsx38FS23MwQl4AL39AHsOvqW8cfK+Pt8s26m2LX1fOSOsTgxEtv7VRc5KVG5fWxxmM1Hjt2lZW4dGjduI07d6lqZr4rswvuC65y3G4356+dUiUvPAdYh2ThYkixtYG/8Auiuo7z+o9STWzZJxvbkOzUncFWkdiItiA33tu0RK8OeOy+mn+6oJUYz9S5di6u7JrzDKCT0HZO7uKoEpt1nKSzVYl09BkGFjiwA3zUcTsbRiFiqHJ+sMkIxG+HorRqWOLegV8+zV8b38vXLubiCrfJjYGAW3qw02OeqNA0OIuqzqd5mDsfRt/oU74qnU/OiR9yC3VWJW42HAbFMDwbtvmNVFTx801xLr53zWbzyvXBIYzFH03X49iJ4BKBY5aqWaNs7Mjl2KOZzIGtAV3zudpr56OfK2PC0nI8UGmYXh5zS82x5a4i9tFFJVYZcAabFJvvHs38nNmFyPBMipo2Y3BmZzJCnAGZsqFJVvdJJGYyA3Q7rcFrvpLx2x9s1ThU0jw0ucxwLWjVxDwQ3vOiuS8ppS9+Che1zZWzzhz5HEYDfQj7MdttFDtt4ZWUTnWDWvDiewPaSVqVlDJDLtaokAbDLA5sb8Qs4uaLAedevHOY4zX/vLyZ78rtlxcoJWlgmonPLnvkpulLG60jsWEFvXaSRlvUsHKOsvd9I+Q/SHGXouDXF7MHMkYTbIjI3OQWtGYpf4bTyWa8QwTQv/ALm2xM87R6u5UdqSOZS7Qe3Jza4EHtGAhWerbdac9qI5R1T5Y2CmL5I/pAljLXOL2SvxOYW2u0DIeYdykp9sTQiF9Ps58VLE4zEDnXB5LCMRkI0AKvbRcyKKo2iwgGqhjZHnmHuHT8A0HzFM2jE92zKctZUG1KLmOTDGBhF8bd+Ss9TaeSlDtusjpWMkpJXRxzMmbI5rwAxrw8Mvhtbt4FVaquknmirIqOZojkMjnB8sjXEODrAkWaMjpx7F0/PYGhzDK+WOiY4QYrRvabjFh3kW9YVXYYllpaYdOMBjgyaF7SwDhIx2V8rb8+CfkrN9SucbVTyVza1tPI7HKZGNAcQ62rQ62dluR7dmjldI3ZUjZJT0nHnS52V7XLeA0HDsWVtGV0ezaFzHlrg6cBzCW/mOltyn5VV8sNdG5r3dBsbw25w3z3douPOlkyvKW3Lj+Um0OVM1RTTM+iEMIwveHOIYTx6OXnXQchT/APz2fvf/AJLnOVtS1rIoYmYGzf1Ena52l/X6lZ5GVDo8DPyy4rd4KcY470vpak3Jp28dSxzi0OBcNylLgBcrmT9ltVgGjm+4/BaHKOowQd5Ty737OuzQ4BwJ0V5ssZF8rLMcy7bFW6ekAgcOK6FadMWkdFTtVXZ0GCOytNUoqbR6i5eGJpqSbZ63XUbT6i5Wnd/UlYsNL80DHyMD2g5j2rep9nxRm7GAFYpzljH9w9q6WyYxLCAJQlshbkSRxPKYf1b+5vsWStjlQP6t37W+xY6512nRwTgmhOCilGqnYoBqp2LTKZqkCjapAis+u+88ygjwmVjXaE2Viv8AvB3KrzBfIy3WBy715s/2dsenQw7OZSiSVjyBrYnIDgpjzVbDxGvaCoaKqLsUEzSHDI30ISVjforGuiZcXAsOB4rz3e/ts+GtEMohdex6vwVmSjjYJJmN6RzNtfMlicyQY8PStodQq9DUyiSRr2EMBydussfw0WjqmVMdnN7wQsnlKGtfGxuQte27gt7aLXczeBoLgcgPWuW2zK50vTFnAAEX7F6P6abz3OnL1L/0s8lRuUzIy7TJvE+4JJnsj1Oe7e49y+k8yAtKa4G3VJ84+Kjlr3Hqtt2uzPgoPpEp1dbuAU8o1MLUojdvaR5x8UjmHgUmKTy794CBO8dZt+7IqeUW4WIym3VgPY/XXtyco5KcjMG47dUZaPJ+UmR0Qdh5wEA9oFx7108A+jwjnH4iNbritmz83URuOVntvfcL5+pdtUQx1DLXuAd3FeT15zz07+leDKiNkxa4OIsdxUpmaHBl87ZKCofHEWC3ZZOp4g6Quw6DeuGuOem96p7KdrXOfnmkjlbK0jxSMqMT3MwnLepCAxjsLe3JP57X+DXvbBHdoOSnAZKGuLe2xVaJ7nxgvba/HeitqXjAWNvnnZTV39rvj6LW1BEjQ1uvrUrTY3tmpW52uLEKhM2d1SAABHbVJz0m9dpI3Oc45b9FNfI23pzBrxVClp52yyue8Fh6o96d8zheu1Wq2GatzC+QstcCwvqkdyOaQGmpkLRoC0WHcLrap7Oc0g71cXT82fU4Z/Fj3WFRcg2ysa81UgO7ojKx3Zqwf/HTDe9XJnmegMzx1XUbG+4b3n2q+vfjdx5L287rOQzYyGfSZCLXALRYea6h+qQtb6TJbhbK3iuz2t94O5ULLNyppzP1TF7/AEmS4Fr2ztw1TRyUaAWiokAOoDRY94uumIHFJhHFZ8qmnE1WwSw4TI4t/LcJ9Fye59xHOuuBvAJ9a6jaNLzkeRzGiwI5XMN2kg9i45epnjl3wnSf6nA9aeS+gu0fFaUeyvosFNhdidFLcm1snOzV7Ztc2VnWzA6V9FMx8cpczPLeNF28vKKq7UbbaVK7iPZ/+pvLB5PMsGpJVzaEWKekfqWvIPcR/wBKttiPnNoUzNwF/wDfBZynFRfhpy/PgrjYnAWTtm9Uq6uzSvBcZFWGoQ1EUtq9RcnTn+pK6va5+zXIU7v6krPu1Om1FnUQ/uC6hc1Ri9TF3+4rpUhkEIQtMuI5T/i39zfYspafKP8AFyeb2LMC5Xt0nRwShIE4KKBqp2KDep2LTKZqkaomqVqKoV/XHcqhmMckbgLgHPuVzaHXb3Ku0AyMa7Qmy82f7OuPTq+hUxXYRcjI9qgpZJAAycAO07Ckg2b9GL5GSHBYHCdBxUsrGVkIwusdWuG4ry2Tp0+1WanmbO18bhzduldXBLjY4NNjoRwKYyXA4RPPStl2qFtCIXSTB5zzsTkFGz6Fz4GASuBF9eC57akYlqZD+UO049/Yt57o6qGwOR4agrFnpbymIOwNxEYibm3Af3HtXq/puMra5epjbOGbVVBuWRjMau1DfiVllpuTmSdSdSumqKNsYDGDLcsypZg7PBem5bMfT0pMZfcp2Qdiaycg9neCr0Mocpt0kVhT2Kjmj4BXZzZQvmAHamysqdp3tRBM4agkesK5JiJ6rvX8FJTxZ3sfBblccsZVWRoc3EM8sl2LHCGnjLG/lHrC5ipga03jycdW/l7+wrodn192Rxv61gPUuHrcyL6eF3VtvTwuc3MZi6QTv57CGdG2ZRUskLmYLWvmrAyNt68tunSYnHQkAXVWnEha4vFhfJPpopMb3FwtuCkl6bCGusnXFEFXjLLNKTm3MDS4+ftTmQGOMF7tPUo6lhkDQHWzWvpPssvOOkZhcAFba4XsTmqzsMZaC7XQlMEF5ceI6J2iZsBDnEu7k1k7ZMTQ4XGRtuTROHXF9MlSpqJkJe8E3cb3O4K99m9cRdpIubkaLnNy07qhRTB7m8bq6VnK23lqak4amxvuG+f2lX1n7E/Dt7z7StBfSx6jxZdsja33g7lSsru1R9oO5UyVm9hMKMkliUvNKAsFzu2aUMkxN6rvaui5oKttClMkRFrkZhc/Ux8sUsYmyy4vMTdH6+ZdTTwNa84ej0QFyVBJzc7DpY5rqoKlzybN6N9eKx6N4SLTmaXGhuCFU5rHXMf5MZv33Clp6q8jozkRmL7wrRABxWz39y9HaqtPUlvRAVr6Q/gqVJ1wtSwW1Op5C7VTNTI9E5qIqbVH2a46Nv8AUrsdqfdrkI/xKz7tzpr0V/pMPf7iupXLU/4iH9wXUpimQQhC0y4jlIP6uTzexZYWnyjH9XJ5vYFmhcq6ToJwSJwUUKZiiUrFplM1StUTVK1FUdoddvcqM8RcW21BuFf2gOk3uVKaYxuY61+lmvPn+zrj06LZW08d4Zm2eBmCNQpKiFtHHjiacN7kDPVWI8M0WJtsRGvuTKCpfhwztscx3rzV0ShkdQGuI6QzBOouoYJ+m+J7SCOIyIKKqKZszHRAFhydusroIe0jLFb1rGvk38M+tpmxRDmm2sd3jmqTYhI8YsxhNj4ELTiErY7TAAm4yORWXECJYx3+oHJen0bdaejCeWFitPC9j7WJbuOfA5XUTogekCO4/HW62phl3Z/H1XVGWmDs25jsXocvFgzRlt7uukgaQLnLtWlJTW1UYpQ8g8L2F+OXsTeyY66UJyLXLXemPlUIcciNFfqoiq1PHh6PgqmeOqGgXvfPuUsMdjloU7mlLGLcfBXbHiJoRcG2dx4WTWxl0rWt1T6l2Q71Ps6wkfI7QdEd655Xh39PjG1sjoNaHOudL9qiFKXTh5eQANErqdkjmOJNgnS1DBJgC8s+Y5fyXnGuLmh2YyyUdJTCFjiXkm989LJ8VOxrnOOpUbJmyBzdynXXS999iZjZ47Amx4JsjGQsaBuy71I8thj6I09acMMjQSO3NX/DP+VV8LHva5wuAnOmAfhCdVS2e0BuqALOvZan30n8GBg6Vh2qOGbFcEJzXG5yS36JsBdW/afwmpgGvYAPzLRWZQPJLcQ36rRWM9y8t461w09ifh297vaVoLO2J+Hb3u/yK0V9LD9Y8WXbK2r1x3KlZXtq9ZvcqQWcuwAJyS6FAtk4BNw9qURoOc2vShkoI0cbrpIYw0DDkOCpbWog+O46zTcK3FE6wuVywx8cqhtRGDNE7fcj1K8247QqVS13RLdQb+pWaWYSNDh5xwK7TsR0EOLpK9zZVXZoOEq7crahgspGpl0rXIirtT7tchH+JXXbUd9muTZGfpGJZ92p016b8RD+4LqFy1MPt4v3BdSmJkEIQtMuJ5Sfi39w9iywtXlL+Ld3D2LLC510nRbJQhLZZUKVijspI1UqZqmaomqVqopbRHSaqjgC5oO82VzaOrFn1LCcNtzrrz+p2649Okp6F9O4va+8ZA6J3FW6mIVUP2b8LtxHEbis/Zu0xK7mZHWcBvVkMZRtc5uLBe51OXYvPe+WuauUspjLY5HXcRkeKjmpHRSSTh5LSB0dwSVLYqh0UuuHMW7U6k2ix0j4Hat47woXfZZCyrgwtdbgRuKgdShps7Nwz8/EJ0kcVIxz2CwvcgJ0kwma17TqOC36eXjfp0wvijIUE4bbMA94CmJVSqevTvTpOWXOcT7NyVym5tmG7gDbed6y3VYY47yVWq6h77ZHwWpDzkbFa5ueiynlpOWvYVBIZTHmD2myr0s5b1h51qRnLOfDYjaOCkCqQVTXGynusVNyllFwtOgp28yARldVaCHG/MXAWnPI5sdmBcs7/wBsTy4FVUBpYA3sTmMbixFuaawGzS4ZpHve6QADKy4/x2hGT4pHNDTYJ5IYx1m9qUOw3tqoqcSFri7S+SnfMP5ELi5l3DJFXI4YS0Inc4ss1DSQAHEXV/1e3wd8e54dc59YKu5r+c7EPiOIEGwUhkAvfVNzHn2Zv2jF81XZiF08GxJukxlPKThyucTQOOJp1zV9sw33CzIRmM876KZpJdYErNsqz1K6PYZ+wH7nf5FaK5qJ/N0wka4hxeQBxzzVyZ9YGBzcJyvbevo4ZzWnnvabavWb3KioJtqukaCW2c0ZhNpKxsjMWmdrKect4JVpKmB4IJByCgpKwSOItom4q2ClxJhcBqbJcTWgm4sN6okLC4WO9MgGVicxkkiqmOtY66dqeRheODvan2H2N1XpxgneNA4Yh37/AHK3ZRyM6TDwPtVqHbOf0SrnOrBpqzCM1Y+mXBN8gnkumvzwTedCo0zucFwclJMxwaVdmiVzw9hA1WRHs52O91Y5pwbiuVXbtPp4N6zdrI0KekIljPBwW+udp6w87GOLguiVxMghCFtlxnKUf1Tu4LKAWvykJNSb7gAO5ZYC510gATrIATgFlSWTowiyWNWImaFK1MapGqintEZsVGSTA5h/uC0NojqKhMOr3rz+p27YdOrFPG4GRrQXubqN/YqVHUyuaedYWtuWjFvCXZjJYiSSHQ2BHG+9WNqROmhPMuAdqO1eW96rcQVTpGSMMbMTTk4Dd2q7CGkE2GIjXf3KKmxRtYJXAutqOKaaeQTGRrhgIzb2rNXdJSyPcC2VhbmRnoUu0OcaYzEy4vY9ylm+2iLWus7ceBTG1BhjHPuFwMyrObx/ZKga7Ig5EHRU612GNzlK2sD5C/RrrAX4blDtg2gPevdJeNtY5cOYkncCXNbisdOCnp6yeQdUXtlkc+5aGxqZpaS7f8Vbmha3TI9hW2/Txt6rFMs+jmkeYgKu6VxNubv23staa3aVDHDncpxG88brmqJZhscNnd601Sr5A0Ab06WsaGXB3JrbzWyNjZdyx5acybK7TMcI7uK4mDbE0TjgItvBFx3qyeUk1sLw0tPDIrll6WVrMzjrajG7CGnK6kd0Ta+ayKLbdO9jRiLXbw7irkbY5JGvx3A3Arhcb1W9+8TRROLnOLskPeS0hpTDUML3MBzCiY0Rtcb775qd99iSMYGDEb8exE7MViCow5srQQcks07GFrdLq++52ntpJjAIaTmUydl3WGnFGBriCUhqBzuEZ2GazfTmU25ZzfZmG2XrTubaAc+lx3AJ7XAuJI107FXZOHFwG5Tw/wDFPD2oYQ7Ia3VyGzR2qCItbYAZk+9SDJW4zfDeE96n2d9s+KP8rHOJ9K66SulwQyO4NNlh8n7DE49vrK0dpSYoXNF87e1e305rG15cu6ymUYEMZIzcCT7lnPgEb7N35+ddDWZNjbbRtlkPGKoF9wXP1MNYyHsiosTIZcWtzZLsEXEj+Jt4KxIzUt3ahRUb2RwuaDmMRSTVn0ulbnDUVWEE82zW3YopnOe8QtPRc/1K3sOHBCZDq7PzKjFcOEw0a5o8TmsZb4vyy6CSANEQaOq4KedwItfMZhUtrVnNxgjrXFglooTHEZJDd5FyT7F3lm9RpoRSBwuCnOWSJGwPBJyOo7xe6sTbUY1gcDmdArjnLORm7VYRA/BfFbK2qi2LFK7Z8uMOxnHa4IOmS36ama9uauxwtaLLq0pcm4XMpIw8EOAzB11WoW3TGEDIKUIijtGMNjNlyI/ErsNqfdlcePxKl7anTXp/v4v3BdWuTp/v4v3j2rrExMghCFphyXKb78ft96yAFrcozeo8wWW0LnXSdFATgEAJ1lFJZKwJbIjSIlaFK0JjVI1BU2j+VZ1UwuAtqDdaW0R1VQnlwYXHS9lw9T9nbDpubMrWSx82T0gLEdilhiFLGTjJZe+e4cAimp4eabLYB2HXeoJasPjLHNvfW+i88wyyusZw6eU7qzVUbagxuxkBpv0TqFFVbSbEC0dI6Kj9L5tmFpsBuCy5nB8gBcB35L0+n/S6/dzufw1KaUszBwg5lUpZzUz3ebxx8dC7/pSVMwbC524ZZFV6EOOLETbhkvVMMZdyOe6syVF74dBp3/7ZVKmsxDpdhUrnZlXJtmialjc3JwB8+dj7EzXGW9KmxpgS71LVlZG9t/WuVa58Lje4/wCrrRG0cIsbBtt2emfrt6lzs93XDPXFWpIWDRV3vABKoTbRB1Nwb5jiq1TtJpb0c+IKeLWXqRXrp8TiL71VmmNgNwyTmQOlddoNr6ncn7TiEeBg4XPef/xbjz3fajdPceKYnOWmStNt6tR1WHQ599lSTmqK1KfaD2uxBwBWnDtwkWeA4HgubaAnsWcvTxy7N2OxbtSHm2hgsRu0VlobIGuLbjUXXFNcRoVoUe1XxEC9xwOi5Zeh749tTP2rpaqrtI1rWHP/AHJPZk4m2eiZBUB4bI22ngoJJ5TOGhvQI19683+XQrKhzpnNaw2A196lY4NBy19acx5aSoow92IkWHvTW+Yb9qWB5LgbZXCdUTYchmU1r3Ai3Ee1JLTl2mt81Lq3hdWTTY2APsibZknNW9ozYYzc55ZedV9jG1PbeHOHrUppMYcXZk3XsxmsNR48u1LaFW8luYaPEqk/ccdnHfZXqyDFh/KLa71U+itde4Jscs1zyltSlDnWzdnucPeoH/qOGXVePerbIANAkfG0ghwyKtx2qqyUsjmivkBdvcVTjk/pXcecC0ZYLua7VoFj3LNmjtDIAc+cv5lyyliU2tqzK8O3CwHer+0NqO5ottbFkCqtU1gEMQNgM3HvUEkWOS1yQOqOzis7uO2VkEkCSU3eTYNOVgpaUNlmc94sBkwd29UZJcbmtBuAclNK/mwbLMy1lyOuoY7t1VvmDxVfZ7wGq5zoX0XQ1kNjdSpGvB0SqiltZ1oiuRbG4y4hoF12048TLcVjy04juFitxFSOvUQj+8e1dguLoHXqof3hdorimfZUiVItMOV5TN+3H7R7SsloWryiN6k9jQsxoXO9uk6KAnWQAnAKKbZDE+yRiRErVK1RtUjUFTaOje9VHxB1sWgN1br2EubnkM1WkPgpPT8st1vy1NHOkNuwf7koyb65poyu3cR601huAvRrTCdo6N1TnlYM3AHJWZ5MMZ7lz3OmQAE6uI9aDWr5T9DuQBfOwVmE2bfLRVNtdGmA7laceiAio5TYg8VtbElxQvbva647j/pWBVusWD/dFY2TW81MLnouyd7is5zcawuq0K6nY/rAFZclAw31twvl/ua6GrgvpksqWA3Xm3XquMrEk2OL5OIHcnt2dG22V+9bEdOnS06vlWPCM2KIDQABc7tGcSTOI6oyHcFtbcqebZgb1neoLnF0wnu4532KEFASLq5hOYmp7VA4p7cgmDVIOkewKiZpsLlDDv3lMebkBSBVF2kqZGuAY62Y10866lt8iciuLa7PJdTTwc7JFM6RwAZoNCbLy+vjO3TCrMMT3PeXOFt3wSFxAIBz96UyNxFodmFDS0dnOJfluHvK8/fbZdnwv1ccsQt46rRw2JVCJ4JADtHDTvWjKcys53d21jxF/YTbxu/c72rTDVn7AH2bv3uWoQvfh+seTL9qy9oi2Hzqi0a96v7WHV86zw9TLtIcVE+S2oyT3SAKCWdo1KzVRGQG5abKCZocw3yOqJpcILo8+IVZs4kFg433tXGxNldd0gfbRpNu3RJEObc55cCbH1qKUYW5OIxa8clmmsIBFzY6rjMcvLbFWI8iCCMs/wDpXZpgSTq05XWUHANuMvensmu22gvcX49itx52vGneU7CXWurop+1V6HrLSXvdNm08dgpkjEqqK9Tu71h7Td9oVuVWo71hbU+8Wa3iq7Nbepi/eF2i5DZg+3iP9wXXq4s5FQhItMuT28b1Lu4exUAFe2zc1L78R7FTaFzrpOigJbJQE6yim2TWBSEJrURI1Oe8NF00ZKpPJc33blrGbDZHl1ydVCc0SOUTXgE38y6oQGzgD5k6PWyjqTYtPaFPbpIK215MMJWdsGEOu4i5DslLyhk6AHEqfYDLRNPEk+u3uUWE5Qn7MDtCtW0VPbRu5g/uHtVwHIKirtA9U8ConKTaPVKgBuLIOp2RXc9DhcemzI9o3FWDFdcdR1hikDh3EcRvC6unqw4XvfguGWOq9Pp57nKcRAKltCdsTHPccgP9CsyTWC4jbm1DPJhafs26dp4qY47azy8Yo1c7pZHPOpPgOChY3VSOFm3OpQBZg7V308lpibZSAIwoiOye0ZJ2FOsimO07SnNFgkAue5K/cFUIwb95T3G3eUE2zKazyj5kRIMl0Wza5gjjYTna3ryXONXScn42OjxOaCWPNvALj60njy3h3wvQ0sYlLyPhfikE7HOc1pvZDqrFPgaw6Z5KxCWsxnD1tSBn3Lx8+7rr4RU8UUUZ4k3JPfkFdeMys6kqOcx9AgA8MloE5lTPe+WseuGvsH7t/wC8+wLTKy9gH7OT959gWqvfh+seTP8AasPbtVzZZiacOfS+KxHbUYcgCSVs8qoXPjja3eTfwWPT0GEdLPuXPPe+EVpa1rTdwcd2mSkjr4z1XDtBVzmG6EXUL9nxOGbAs6FOecN6cVu1u4qF8TajpRkslG7RTybMLSSw3HknRZFQJGvxZtLdOKlSrcT3X5tzSSBv1FuCpVNKS/o7zvyzV9k/0hlx0Z2ZjtUU1WyZmFwwy8eKlmuT6Uml0bRjFwDk32lLcF5fY83qAdb8FZgeybnOebY4Q1ptpa+az5XgWaM2jzXPFXSaem0WWav88FWoACDdXMDeBXfToRktzZThMbEOClwKoqVere9c9tp+GRdU+FrrX3JRC0G+EX42UsWZacnsRsjpWHA+wcM8JsuvQoZquNnWeB51Zwlu06RZc23IgDhJcd1goptuMw9DEXEdmSbNMvarsVRIe23gqrQnyyF7i46k3Q0LDZQE6yAnAKKYQmNCmcFCXWuVYhlQ/d4qo5yWRyhJXaTUZKVE4f72JXGyRsgOR1RUNSfswrbjcAqnJ1Hjh7FHTvJLTi6zAfUgo7eku5o71tUDMMbRwaB6lze034pbcMl0ziGMDexFZ20Dd7e8K60qjVdYd6ts3IIq3qlUoXdEdiu1RyWdEcygZUZHsKsUu1HxlgBGFpu64vdvBRSDELKlLGbW4necksN66Xtp7ffO0saMDD4kdpWZCy5UrgD0WC53utYebgpo4g0KSFyt7V6k5gJ0osAOxRE4n+dTzdZVDWjJAapGhIQgZZNmdZTNCrS5vQSxNsEjc7u3J7xlYb/YmWvkMmj1ohB0jc6DRLe6Dn3JTlmdEC33ra2E+TJjBe7ru7MliNzNzoFucn39cXscretc/V148tY9tyIljzx0Pcoqd0z5JLss0Z33D4pkMEr6jEXgMAz+Csh+IOaHd68WtOxkz3c2Qy3EjiVZJzVCCF7Q8vcNch71dLs1nOaaxbPJ89CT9/uC1lhbFiDmSEFzTj3HsCtS883qyj/kF7cL/wBMeTP9qTbXVb3rHLwN4Ue2ayd4a04DY36BNys5sx3x+tYy9SbTbUxg70hdh7lm/SWXzY4EKUVQIOE37CkylNrpcFWqoo5BY2vuKiZUjfcDgdya9uMkjTvWblorFewwTdxuLINhLjkbkToO3etaeixtzYL2yN1kz0jmEAkA20UtZPriYZC5pu1wse4hVqtsTXM5pxe0i5HuUhbiBaTcEZdhGirClOAu4a+xXGzovy9kgpWR9Ua8TdTLKn5QwMvZ2LuCz5+VXkRekfcF6Nt6rpVHLOxmbnBvebLjKnbtRJliDRwaLetZ75HON3OJPabqbXxdlPyhp26OLj2AqhPykOfNt7rhc4E9qm10vy7VnfrIR2DJV8ROpuowE8BRTwnhI0J4CACcxJZPY1FPATw1DQngKIjcFQqJM1dqX4R2lZcjl0wnulMJTCkJ4JMV1tDSPMongOBBUxKhl1RTLEMeTwt8FU2fJlB/zb4XI9isueMDgTa5yHcP+1V2WOhfyHP/AMQPegqNAdVi+mK/hn7lsOkL3diwI3Hn7/3+9b8LbKCCo6w71aYVVl6ysxKiKpKzGmzytGoKzJMnIJiU0pAUu5AjBa91FUS5Jz1VnKISmF3KaTrJtKN6e7rJFPCSydZPLDa9jbigYcgqkQu9WZDkoIcg5yIffETw393BOwX7twSxssAN+/s70ON8h4qhjjbTMplrlPtuGqa91shrvUCk7gtrYEbHY8QuRa2fesRgXS8kKLn5ZG4sNmA6dv8A2sepLcdRrG6u61AG8D4pkVPG12IAgntK2fq+f1PUj+Av8seC8n4c3b8mLGqLEEWNjwKQucbHTILXdsB5/OPBRS7EkaCcTTYKX0sk88fk3ZUpax93HN2QGpyCuCkc/N/Rbw1PnKm2dQc1cusXHfwHBWZocYsT0d/b2LvhjfHl58rusKrDbDm22YD1vKKpuAaMR13LX20zoxgCzQf9CyZW4nNG5c85pEbIMWbhe6gZTgvOAWHFXpHWaUyFlm96z48zFNIJoHEWJuN+WapteI8icr7lpvBsc1VfTgNxHM9quX7ahUXPPDgGm4KbtG722sMW4hVnF4vmACp4Ko6FwuNBbVXHLaM6KECMkuGIOs4X3HQpOcAcA4HBoSNbKaqiwh7mgGxId58wVVZGZGFw/Kcxv70s52NxCVIuzuEJUBAoUgTWhPaiHBSNCa0KQBA5qeAkaE8BANCkaEgCc1BI0J9kjUyplwMPE5BBRrpbu7AqLinylRldpNMmvUbhfMZHinON1ET4opQ6/YeCgndvUjs+w7iFWq7kW/MPAoIZRd8R/vI8QpqZmCF19Tdx8+nqCpCQmIuF7teD4BXpMoXnj8P+0GNSZyt/cuibosCgbeZnf7lvvNggrvOanj0VferByCCrUFZ8+quVDs1UlQDSpFA0qZiBkipTHNXZdFRdqpRapxklI6SWFH5lRq7PrYo2faRc47d0i0AcTbVJtTaYmjaxsbWNaSQG77i2fEqheyjJVdfzZePiY89FRxDqjznuT5z0UU+d+y1+4KOKU59gTTwCd1tNNyimkt0W6lUNkfbIZuOpTGMT2R211SkqAC6vkC/+qeOMR9Tmrkwuj5EyYa5o8prh6r+5EekXRdNS3RkpKY9t/FOSIGkJCE5IVBl7a6jO/wByyMW5a+2x0Gfu9yxlyyikfnYJyRCxJzaC11BMCQdwCnabFNcL5cVjLHm36KofRA8G+5UZ6fDd7blt7doC28GVlBNAL3GV1MMNYxNMqCcXLT1XZG6PorY3AgklzgG8CDqFFV07mPzHROltE1tQQ0sOYObTwcFLLtGwUJbIXodyJQhAQPantCa1SNCIc0KRqa0KRoQPaFI0JrQpGhAWShLZDRmglas2umxOPAZD3q7UTYG9pyHxWO4reM90prlC4kG4UpUT10Q11j2HgUyQEJkzbqNtQWmzsxxUUheG57k17gd6dUtaWmxy4FZDJCx1tRuUDatxDiATYm9uJ4rVq8oT5/bb3LMnd0weBBK0q8/ZDuCClspv2w7AT7vetaY52VHZEfWd5gtEt4hURxMzTplNbCFVmcgpTHNQv0UsqidoghCsRlVypoTkgbUaKkNVdqdFSbqoRdi0RvQzRIqhxKQJE8BUV6o5J9Kzo5C5OqiqTdwCnfJgbZosToN/eVATTW6LdTwTI4rZnVPhhtmdSpCqIiEwqRyYUDVscmZcFdAf77eIt71jhWqGXm5WP8l7XeBBUR67dF0wOvmEt0ZPuhNui6ByRCFBnbbH2Q/cPYVgPFxa9lu7fvzAtriC55sXEklYyWG2c3R4PYU5tR5Qt27k8sbwCgdBiOXRHtWLwLJNxklBsq30ctza7xQZi3rjLiFL0LBTXBDHhwuDdKVoQPYHNLTmsOupiw5aahb7xbPgqlcwGM9nsWMolSoQhadggJEoVEjVI1RtUjURI1StUTVK1ESNUoUTVK1A6yGjNKFHUNdhdhFzbPu3oqjVzYnZaDIKq5OKYc9F2ZIUyTRKVHI7JFRKtO4ZjeFKw5lQSDM3IUFaqfdlgVnucdCtGZrXDJwxDf7kU2zTLFLKTZsYJ0viIF7D1eIUWM12Zy3+1bu0Y79G6yqGPFPG3diB8wz9y2arU96sKKNgaAAreShpm5JXuKqEleqUrlNI5VpHZoIJVESnylQkqBrlLTFQPKmptFQlSVVZqrNSq8agtN0SpGoVQ5gTilaMkyQqiBjvtVZiizxHU+pQUgvKewK9ZSBhCjIUxCYWKiByYQpnMPBM5t3A+CgjUjUc27gfBWIqOV1i2OQg6EMcfcg9M2ZNzlPC8b2N8bZq1dZHJpkjKNjJGlrml1g4WNr3HtWsjByVNulCByEiEFDbf3P/ACC5+639ufc/8gueuueSnubpdKm3SrOlKkshKiK8lPbpR5HhuKfDLiGliNQpUxzBfF4oFKgcNx008ymBTJW5KUQoXOfx+byY/B3xR/H5vJj8HfFa8a35R0aULm/4/N5Mfg74o+sE3kx+Dvir403HUNUjVyv1im8mPwd8Uo5STeTH4O+KeNTbrmqRq48cp5/Ii8HfFOHKmfyIvRd8yeNNuzapWriRysqPIi9F3zJw5X1HkQ+i75k8abdu0K5SttnvK89HLGp8iH0X/MpW8uaof+uD0X/Ms5Y32bwyxnbsq7Y+PpxZHe3ce7gsKaJzSQ4EEag6rPb/AOQKsf8Arp/Rf8ygquWtRMLPhpzwOF9x58SuPlO0uUrRcVXkOSxnbelP5Y/B3xUbtryH8rPA/FdGdxpPktdZ0jiSTdQu2g86hvgfiovpLuAUq7i7BE97msa0lzjYAcVubYiMMcVOHZNbZ1sgXHV3jdYmzduyUxJZHEXHK7muJA4CxTa3bcszy97WAm2gNsvOmi5HbMaWztJ3X9i2pGguzyXNMrXNIIAuO9WDtqU/lZ4H4qw3HSNAAyUUp4rB/jcvBngfimnbEp3M8D8VU21JiqhKpO2k87m+B+KYa13Bvr+KhtZlKhJUTqpx3BM549iG0pzViFUhKexPbVOG4etDaWpKji1Ub5i7WyRspHBDa8ErBmqf0l3AJzatw3D1qm192igJVd1Y47gmfSD2Js267kRsxkvPyysDgCGNBFxfU+0LtI6OFvVijHcxq8z2VynnpIubjZERiLrua4m57nDgrv18q/04PRf8y5ZS10mWOnoDmN3NHgFVlA4DwXEO5dVR/wDXB6L/AJlGeWlSfyQ+i/5li4ZOuPq4Tt2D2DgFA9g4LkzyvqPIh9F3zJh5V1B/JF6LvmU8Mmr62DppWDguhoWYYY2/2j15rzQ8pZz+WLwd8VeHLqq/Tg9F/wAy64Y2duHq5zLp6InArzr691f6cHov+ZH18q/04PRf8y24vRrpV5z9fav9OD0X/Mj6+1f6dP6L/mQejpV5x9fqv9On9F/zI+v9X+nT+i/5kHbbdP2H/ILn2NJWHV8tamZmB0cAF75Nf8yqN5Szj8sfg74qaHWtZxFkOiIXKjlVUeRF4O+ZP+t1RbqQ+i75k0jpmsughct9ap7WwRei75kn1on8iLwd8ymldSkK5Y8p5/Ii8HfFMPKOc/lj8HfFTVHUBw0S33FcmdvS+TH4O+Kf9Y5rWwxnzO+KzJl7oyEIQuqhCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIP/9k=” width=”306px” alt=”artificial intelligence engineer degree”/></p></p>
<p><p><p>To find a university that meets your needs, search for your program below and contact directly the admission office of the school of your choice by filling in the lead form. A bachelor’s degree is a post-secondary academic program that is typically completed within three to five years. Students who wish to enter a graduate or professional program typically must have a bachelor’s degree. The awarded degree may be called a Bachelor of Arts or Bachelor of Science depending on the course of study and the number of required credits.What is a Bachelor in Artificial Intelligence? This degree prepares students to develop artificial intelligence applications, such as speech recognition, facial recognition, and language translation. Areas of study may include data mining, advanced mathematics, engineering, and robotics.</p></p></p>
<p><p><h2>Use our Offer Calculator</h2></p></p>
<p><p><p>Moreover, businesses increasingly rely on computers and the software run on them. Programming skills and a broader and deeper understanding of programming are therefore becoming increasingly important to the jobs market. Teaching sessions include experiential activities such as critique of example <a href=”https://www.metadialog.com/blog/what-is-an-ai-engineering-degree/”>artificial intelligence engineer degree</a> scenarios; these scenarios will include situations tailored to real world case studies. This first-year project allows you to develop and cultivate a creative mind-set through collaborative innovative practice, allowing you to bring together knowledge and imagination to construct a viable product.</p></p></p>
<p><p><div style=’border: grey dashed 1px;padding: 13px;’><h3>M.Tech. Programmes in Artificial Intelligence and Data Science from BITS Pilani to Upskill Working Professionals — Last Date to Apply is September 11 – India Education Diary</h3><p>M.Tech. Programmes in Artificial Intelligence and Data Science from BITS Pilani to Upskill Working Professionals — Last Date to Apply is September 11.</p><p>Posted: Thu, 31 Aug 2023 07:00:00 GMT [<a href=’https://news.google.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?oc=5′ rel=”nofollow”>source</a>]</p></div></p></p>
<p><p><p>It is therefore primarily concerned with the problem of capturing and making sense of digital images. This module covers recent developments in electronic devices that reduce energy consumption, generate power, or advance the distribution of power. Together these devices are playing an essential role in reducing our dependence on fossil fuels. Partial Differential <a href=”https://www.metadialog.com/”>https://www.metadialog.com/</a> Equations (PDEs) occur frequently in many areas of mathematics. This module extends earlier work on PDEs by presenting a variety of more advanced solution techniques together with some of the underlying theory. To introduce the student to the concepts of programming using the C programming language, with an emphasis on programming for embedded systems.</p></p></p>
<p><p><p>For all courses not requiring A Level Maths UEC Maths must be studied, the grade required will vary by programme (C8 required for most programmes, some may require B6 or B3). A pass in 6 OACs (minimum of three at grade B, and three at grade C) is generally acceptable for admission to the first year of an undergraduate programme, although, some programmes may require higher grades. STPM is considered equivalent to A-levels and is acceptable for admissions to the first year of an undergraduate programme. Grades equivalent to the A-level requirement should be achieved in three out of the five subjects studied. We will consider students who have completed the Bagrut and achieved grade 8 or above in 6 subjects.</p></p></p>
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l113xaOUqQCkpySkkciOR5HpSAdb68lS273cNVXJi6Wdi5MW2YzAQ8Z6gGlssr+4hKgpRKcpSgnHI8qtlFuljnqIiT4b6v8AgcSo11+LxwAQw35PTyRyqTjMyzwLRZOXESY0zygtORxHJQvumq0xwhA1iD0dPQq8zeJ3EV6WvTiLu5bryL1PS6HYBU3HhC3lxkqOwjaHSMHmSRg56U4jrjVy+BcbUcGXckXIy40SbPfjtuPssKlIbkSUISgJUEtlak+RjABIOKkaHrXRVxcfEe9QSthwtO71hBCh3eVjNdnvk0uEdmL3bgjGNvboxj6aitVoeDTpm7y0tc1xBbrEkjvZgyImchvVwXVa6ZcHOdmCNDlpB1UI6AY1Lq7iXYb9qW5zbhFtkW5Jt8iRCaQmQ2l8IbfP3MbFqSTzTtyE+Y0i3rWWvIfEzVGu7farwzbJTEvTlufLO5kGK3uadCCCcmSJQyRgpUmrBM6v0o7dWLJFu8R2Y8glpppW7KR6RyFdMi+6cjOLiybrBbcQrCm1vJBB9IJ61Ib0tFO0F1WxGHMwhpBEMxEyAGjUxnEZHnyY6567WhkuBnFMGTlHq1UEwbxxcl3m0aPd1teEN3CY0p+6C3Rw822u1uSC2Mt7AA8gJBKc88ZzXPpXizxEuWuNEQJzs9DM1hiNeGHoqUNOrUy4rt0AN7keUgAkrxk421YGJeLFNfDEK5Q33iCQht1KlYA8w9FYybxp6G+WZdxgsvIxlK3EpUPN1qN17CoXUn2EYi2IDYIJkF0BvSOgEZJouu0BwAe6QZ36ZdP/AGVBPEyUYuq9dadcjSjO1GbEq1toYWoSA2VJc2qAx5JHPJGKSdSXvijI0/emZ17n3Bi62K8SkxHrWytuO5ElMJabSns/KDjbiwQvdnGRjFWIVqPSy1har1bipPQl9GR+mtsa9afmPJjRbnCedXkJQh1Kie88h6qdRvetZqTA+xk4IJJE960NylvJ71p841hLUuis4udJAM7iNSTnnnqVBGqtY8arOnUsK3mR2OnygtzBFbPbMyXUbFJG3GWW+07u4Eg1s0leOL9/etjFw1u9GiJt91nNS24rLnjSWnWURxIV2YAI3Og7AncEgipzlXuwQ3lxpt0hMujkpDjqUn5wa8i3rTsl1EWHdILjiuSG23Ukn0AA0ztu76PybC0HXFg/4wTm0jWXcwnoCO1VecZe7D6efqyVXbxetd6p0nKdXdbzIuLGldRMLnJiM71yGlxlJMdxLSVJQ4CpOBgkD75OafDPEbUVm1VbbI9qiVM06YIvz14fioCvEWm1JdbUEtjBLhSc4BwDU8hllIwGkgAYwBTSvcDhrbrhMn6gctrMm5MIjP8AjLw8tlJyEbScBOeZAHPvqalftG8v/GFlkcqA0Bx5R3ckRG7duIzkQ07rtGKaTy52XPu9eqavG/3MmL0fJ1NEVN0f7ply7Ndip1pYLK+wLqADubDhSSCCM4zTHDt4susrxq3hpJlQbIJunIbNqZtyUxZcZ7a0vkUb0bEryNpAGOeasJbrlZbxFDlsmRZkccstLC0+rlXsy42e2lKJ8yLGK+aQ6tKM482fNVGx3tVsbBYjQLiAWlp0IxBxlmE8rKMWsRzKetd1SrVJBh0zpmCBHPpvhVr0vrfjXqKOkStSSofj9xixZOyMyp+3rW4sOIQktYCAkAZXuIIznnXZG1rxhfgszV6huCF2Vh4Oti3Nbbitq7vRQpzyMgqYQlZCNvM5HKp/TqHSwJ2Xi3ZUcnDyOZ+mlQNtY5NpwfRVm039TpumpYWsBIIBaBpkRm3ePVrqo+1damBjqO+PWqtXDX2vNUTtS25b0922pkW6bFhzILTqmSm6NtONEdiBjYpK8EqUnalW4U9+Pi7jNmXGzpaddje8i9yI7aQTvklvZyA6qCTy/wCY+epjmTrNbCkz5UWMXc47VSU7vP1691c6WtPX+THuTDkWY9AKuydbWFFvcMKGR3Ed3oppvtvCU7Wyy4KbMWmhJa1ozgDVuZ1zKXtbW4J2JxMxmR0nrVU7bL19wzskqz2OG1pyRPu8YzPcuIG4keN4kCy80FoUkKdWnDhKc7gRy5GlKdxP4yM6nXaZuopEafGhPuiOxFa8Tk4tinG+zKmytbxfIVtBxtSeXKrVutx9ilvIRtAyoqAxgUyXdPcKXdXI1u+9b13ho7kOrmZShezs94bKtoVsJTuxnBNaNl2ks9tL6laxBzsJzDQ4lxAAkkZDLpIy3zNcXPaSAKFQwCOfIehRBO4h3q936HqUi43GBZJS3YvYwile73LWpYQCkZJcyBnIzypP0vqvXeor5Y/fHrO8sRLff1MomtMIPaMvwQtCXCGUoXh0rRnYADkdwNWZhXOxT3Cxb50N9aRuKGnEqI9OBXaI7AASGUADoNoqi/aKjZmmi6x4ThgTEgZ5wW6mTuzUjrrrB3LqHWSIInTp6FVmy614k2W2W6FDnS4T8ZEVVutjVqbS3eHHZ7iJIdw35G1sJPklGN245qRuEV/4gTdRBvVN6mT4txgSJaWpERtpMVaJbjaUIKEpJBQlJ8ok99TB2LWUns05T8U46VkG0J+KgDHmFUrdtDQtlJ9MWZrS6c8pHmOGdc9Zmc4gB9CwPouDjUJA3Z9fo/VVb1qjT1w1rrpelLYqA/DiCFMbjRHEOXVS5CHZbq1bcOJQkbBzPVYHKu5zTiZfDa5SdPouEOys62jSrNChpUw0uKZMdKstgAlsKLygnp345CrKBhkKKg0gE9TtGTXoabCQgNpCR0GOVT8ay1lNjGHklurpmAJ3amMjuBI5oZ2sBc4udrOgjWen/wDYChqZw+0fqXjRcbu5o62x2rNa3BMnphJQ5MkykFKtzmMrCGgR1PxzTv4HXW73vhBpC7X5xxydKtEZbzjnx3DsGFq9Khgn108J0CLcYciBLaCmZTamXUg43JUMEZHPoa2RozEOO1EisoaZZQltttAwlCQMAAdwArJtl7fTLI2zvBluECTMBocDn/yLpjdACtUrKKVU1BvmfSR/YBbKKKKxVbRUp8D/AOOv5t/eVFlSnwP/AI6/m395XedjP96bN9v/ABvWJtF9WVfs/iClOiiivq9eXoqvfEL9+V0/LfqFWEqvfEL9+V0/LfqFeRdmP6oof1B+Fy6rZL9rf/L+YTdooor5xXoKKKKKEIooooQiuG+3VmyWebdnyAiIwt0578DkPpruqLfCBvy7fpRqyxlHt7q8GsDqUDmfpOK3dmrqN93tZ7ANHuE/y6uPqBVy77KbbamUBvOfm3/BVvuT8mdNeuUpK901a3wpQ+NlRyR8+R81Wm4K6g93tCQwte56FmK55/J6foxUZcWdBJsegNMzmWgHbc2I0ogde08vJ9S9351Hg36hMW/TtOPLwia127QJ5dojr9KT/wDLX0Lts6y7abHPt9hH+w9xA6GEtPrbDl3t8GnfFzm0UR/tk+oGP7QVKHGPT0C+aJmvzd+63tqkM7VY8scufnFVi0naY171JbbRKKwzLkoZWUnBAJxyq2PEr94d7/kiv1VVjQLzUbWdlffdS22ia2pS1HASN3UmqPYitdo4sW4NceQXYeg4Jy9Oah2Uq1O1teD3sx0ZT/dOzijwvc4cKi3myXKQuK+52YUTtcaXjIGR58H6Kf8AwM4jXTUbEnT17eVIkQ2g4y8rmpaOhB85FI/hBa5sl0tsTTdpmtS3UviQ8tpW5KAEkAZ7ycn6KPBy0tPblTNUymVNx1N9gwVDG8k5JHoqO86j707H5t20bf8AyB3jnCHk4uT05iZ5xmm2pxtVwcPeA/1B3pOROeX/AHmzSBaOEEy82m/ap1F45bzHW8phhbRQtwgbtxChnbz/AKajS2RG51yiQnFFKJD7bSiOoClAE/pq5WsgBpS7fyR3+qap5p//AF9bf5Yz/aCuj7HW1Vu2msdutdoMBhAY0aNGHdz5ic1o7PXnXvGjXq1DERA5slMto4Wz9A8UbK9bUy51td3lT/ZEhrySCFkDApueEDpu3WTVLE+F2na3ZLkmRuVkb9wHLzCrNAdKr14TP+vbL/JXP69cDsDtbeG0O1dlNqdyhScxxH8YGJwJGkg/2lYNw3paLfelI1TnhLT0xJzWzwb9PQJk6fqFzf43AIaawrydq0kHIrj8IvT8C3X2JeGN/b3FKi9lWR5OAMDupf8ABk/7jfPyrX9Brj8Jz/vFk/5Hf6RW3Rt1pPZTdSxnDGGP+PB4o82LPzq6ytU4zls5aejDMevNNPg9w7s2vpFzZu7z7YiIbU32SsZKic5+gU+7BwmY0TxQtMq33yI5GCHVhiQ+lMk5bWnyUdVD0+vzVHXC2x65vUi4J0Vejb1tIbL5DpRvBJx0699PrTmkeIdt4qWKdq2U9c0tNPf6UFFaWkltwBJV3cz+mtTbC1Wtt4W+kLyY2maL/wDQObv9vdIAEnPIznpuVi96tYWiu0WkBuA8jf3v5+dJvhGabt9vukS/Mdp4zcSoPZVlPkgAYHdXF4POnoF21PJuMrtO1tjaXmNqsDcTjn56cXhM/wDY2X/md/oFcHgzf65vP8mb/r1UoW609y51bGcQaWzvw8JhjzYcvMmMrVOLJfiMxHoxRHqyT64y8S16ItiLdalA3Wck9mTzDKOhXjz9w+eo+tPCMal0PJ1vf73JNxkMOy2ys5SAkEjdnz4pscbbg9P4i3FLqiUxtrCAegAHtzU+cOEQL/wztcSS2h6O7ELDzZ6EZIINYlpp1NgNlbDbbvOGpWex1V4ALi0jFhz3RlHR0qjVa64rroVrPk55Bcd8RMeZQFwpsOtb1d1o0vOfgxklIlyUkhATnOD5z5hUrcf9NwpOjU3+UtxydbezZbWDhJC1pCiRUm2Sx2rTtuatVmhtxozIwlCB1PeSe8nzmmVx6/2bTvyzH9omsYbcVdp9srFaLOwUmCo1ogDEQ4gHEd8jKNAMulVO3LryvijVptwgOAHOQSAZPSFX/hjYIOpdaW+0XEL7B0qUrYracpSSOfrFXCSkISEjuGKqfwR/2kWr/wDV/qGrT3W4NWq2ybi+QERmlOqz6BmrXZsfXtF+2eyNJIwCB0ucQY6TA9Sl2yc+pbmUhmMIgdJJ/RVu4/Xp29azXAjhTjFmYCF7eiVKI3E+bmpI+iurwdNQeIankWJ1eG7g1uQM/wDiI5/0Z+ilPhlpZWt7PrHUFxTudvIcjMrUOhzv3D/zbPzaiewXOTpfUkK5AFLtvlBS09/knCk/RkV6TY7FZL1uG17IUe/s7GtPS8tDp9uQV0NGlStVgrXSzvqYA9MTPtSrpSWG5UZ2M7nY6hSFY64IwapvryzQ7Bq652iAFdhGfKEbzk49Jq48WS1MitS2FhTbyEuIUOhBGQaqNxY/2hXv+UqrzzsHVa1O9bVZiSG4JI6Q4D1iSFg7FPe211Kc5YdOkEKZ+BWirNBsMTVzAe8emMqbcyvKcbu4fNUr0x+C3+zi0/8AIr+safFeabbWyvbL/tbrQ8uLXuaJ3AOIA8wC5y96r61uqmoZhxHoByRRRRXKrNRRRRQhFFFFCEUUUUIRUp8D/wCOv5t/eVFlSnwP/jr+bf3ld52M/wB6bN9v/G9Ym0X1ZV+z+IKU6KKK+r15eiq98Qv35XT8t+oVYSq98Qv35XT8t+oV5F2Y/qih/UH4XLqtkv2t/wDL+YTdooor5xXoKKKKKEIooooQiq+cUGr5r7ig1pzTa2+2tLIUkrXtShYwonOD/wANTzdo0mZa5kSHJMeQ8w4206P/AA1lJCVfMSDUSWDgrq6y6ib1D79ULdU8lckpaUFPJzlSSc99ejdj63Xfc9S0XnaK7GVmsc2m1zXEFzt5gHKJESNVv3FWoWR1S01HgPDSGggnM+b1JCvvDvjhc7U/EvF+YlxAnetlUsq3beYwNvoqL9JXp3S+qbdeRkGHJSXB50ZwofQSKt3qu13K9WGVbbTcTAlPpARIxnZzqFl+DVeXFqdc1TFUtRKlHsFcyfnr0jYvshXbabvtFnv99Ki18gMYwtkEQ4mARnpz5eZdDc9/WepQqU7cWsBygNI1GZyyUscRXW3uH14eaWFIchlSVDoQcYNVS0lbIt51LbLTNCixLlIac2nB2k4ODVipvDPVUvQkbSJ1d92acV2r5QSFs4wG8Z6CmbF8HC/wZDcyJq6O0+yoLbWlhQKSOhHOquwN/XFsxdlssdS3ND3vdgOF+kYWu73frzqK4rfYrts1ai6sJcTBg80A6elRnr3Sy9F6rl2ZG/smlBcdauZU2eaTVmeFOqmNV6OhykhtEiOkR5CEAABae/A6ZHOm7xA4PzNasWlz3Zaamwo/YSH1tlXbdMHr58/TWHDnhFf9C3pM06oQ9CUD2sZttSQs45E5PdVTaraO5Nrdl6TLTaQLZSz0dyiMjujlgAjmMSorzvCx3rdjBVqRWZ0HOMju36p+6y/epdv5I7/VNU70/wD6/tn8sZ/tBVseIulb3q20N22yXz3MV2uXlbSQ42UkFBx6SKiprwa72y6h5nVUVLjagpKgwrIIPI9aTsYbQ3Js/dNop3hamsfVPew4kQCM4BGeuSNmrfY7BZaja9UAv3Qcso5lYAdKr14TP+vbN/JXP69Thpa2XKz2KLbrvcTPlspIckEY7Q5Jzz9BFRlrjgnqLWV/kXV/VbQYU4ox2XGlK7FBPxQc1yHY7tl23FtGbXbbS1tOmHgOh3LmWiIEjWc4y6VlbP1rPYbw4WtUAa2c8892X981x+DJyg3v8q1/Qa4/Cb/7xZP+R3+kU5uG/CO/aEvYnL1M2/CUlQdjNtlIWojCScnurTxD4OX/AFzfnLmdTttRQAGI7jRV2fIZxz7zXWUr9uRm37r8NrbwBbimHa4cGHSZ3zER0rTZbbGL+NtNUYImYPNEaa703fBk/wC/X38kz/Sqp8wKhnSXBHVGk7q1OhaxbQz2iFSGmmlJ7VKTnaedTN3VxvZLt1gva/HXjd1cVGVANARhwgDOQNYnJZG0Vahara60Wd4cHRz5QAN6gzwmj9yso/4nf6BXB4M3+uLz/JUf16dPEPg9qDXN8XcDqhtqIMdhHcaKuz5DOOffWrQXBfUGir+zdG9UtLjgjt2W2intUjuPOu5pX/cbdgjcRtbeHLJiHa4seHvYndzT0Lbbb7ELi+hGqMcaQeeY09Cjzj5YJFq1y7cSg+L3JtLrasctwGFD15H6RXfwZ4sQ9JNr0/qFa0W91faNPgFXYqPUEDng+ip11ho2za2tSrVeGdyQdzTieS2ledJqErj4Nmom5JFrvUN5gnkXQpCgPUAc1duDa/ZvaXZtlw7RP4NzAGycpw5Nc0wYIGoPxBU1hva7rxu4WC8HYS0AT5tCDzqQtT8dNHWiCVWSYm7TVjDLDIVgn/iVjkP01ycXLhJuvB1dxmQlRHpBjOLYUclBK08q06B4C2zTkxu63+Wm4ymjubbCMNIPn59TS5xR4fXvXjUaHb7+mBEQkh9lSCpLpyCk8j3Yrj6NXZK6r7sdK7KpwUqge+s+c4zDGtAGWWuHU6wshjrrs1totszjha7E57pzjOAAPy16FBfBH/aRav8A9X+oamjj1fzadELgMrw/c3Ux0gdSnqr9Apo2rwedR2aezcYGsGGXmVZC0MqBA7+/zU4OIPCLUetb+bojVLbEVvYY8dbZV2SglIURz7yCfnrq9ob52bvrayx3sbY3gaTZPJf3zHS0d7vLp8zT0LUvC13fbL1pWrhRgaM8jqDIGm+fgmlp/h1xutlpYYsl7YhRFp7VDIllON3PmNvWo01ppu/6ZvrsLUSkKmOjt1rQrcF7jnOcDvq22kbRc7HYY1tu9z90JTW4LkEEb8kkfQOVRhq/gZqPVl8kXWVq1kocWosocZJLSCchOc0/ZXslUm3xaDelSiyjny203AvM5GRJPPygNedOuvaJotjzanMazPMNILs8un1p0cD9Qe7ugIjbrm5+3FURfPnhPNH/AMpA+aoB4r/7Qr3/AClVTTw94Sag0PLlODVCHY8hhaCy22pI7QpISvr3U2Z/g6ahukx6fO1ew8+8oqWtbCiVH086bszfWzVw7UW68m2xvA1RyeS/VzsRHe7iPiEl22y7rDeda0CqMDhlkd5k7tykDg282xw0tbrziUIQ2sqUo4AAUaU9Ba6j68izpsSCqOzEkmOhSnN3agDO7oMdRyqMjwF1m1bvc1nXf+ipSQI6UrCD6MbsU+ODOkLtozSz1tvTKG5Lstb2ErChtKUgcx6jXF7T2LZ59mtt6Wa1trV6lUFjQHNLWucScjGLLI5QPSsa8qNgNOtaadUPe50gCRAJJOuv5J+0UUV5cucRRRRQhFFFFCEUUUUIRUp8D/46/m395UWVKfA/+Ov5t/eV3nYz/emzfb/xvWJtF9WVfs/iClOiiivq9eXoqvfEL9+V0/LfqFWEqvfEL9+V0/LfqFeRdmP6oof1B+Fy6rZL9rf/AC/mE3aKKK+cV6Cioy1/xikaFvKra9pl2QxgFuQXNiVnGSBy7qk2oT8JsD3NsX5d7+qmu27HtgsN7X9SsF4UuEp1JESRBAJnIjmiOlbFw2ejarcyhXbia6RqRumcvMlLSHHR/Vt9jWeNpR1KXVgOOpd3BpP3x5dKVeI3FiRoC5tRF6cdlx3WkrEgObU7yVDZ064Tn56jvwav3yXT+SJ/rinZ4SgzpK2gDmbikf8A/Ndd5eOz1xWXbmjcbbKOAIAIxvzJGLFMzlpEwtu0XfYad9ssQp8gwNTqRM6pR4fcbLdra8Kssi2m3vqQVMbndwcI6p6dcc6VeJPEaToBEZ5FhdnsvBRW4le1LZBGATjvqrBTdtOXVtz7pFmxFpdQQcFJ5EEVOmstaRdc8FXrqgpTKQ4y3KbH8B0Hn8x6itPaDsdXbdd9WK1WWjjsVZzWObidyS7IOxAzB1GeojQhWbfs/ZrNbKNWk3FReQ0iTkToZ1g/3TptPEufetB3fVwshgLgtrWwh4lSXQEAhXdkZOOXmpjQPCTnIgocn6V7VaeTjrThS2T6Mg4+mn7pixDUvB63WIyjHE22oaLoRuKcjrjIzTV4taXgaR4RR7PCShXi8tlKndgSpw4VlR9dYFyUtlq151LptNkDnvtGBjcTxgYOTOLUyZ5M6qhYm3Y+0ustSlJdUwgScm6TO/PcuRvwllPK2M6RcWrGcJfyf6KcPDHitddc3C9Ny7ewy1CZD8ZpsHeRk8lEnmencKifgS2hziFFQ4gKSWXeRGe6p707w6g6a1fddUW+UUt3RvaYgbAS2cgkg57yCcY760tu7u2U2aNe66VlwVjTa9j8TnScebYM4TAOfNIVi/LPdd3GpZmUoeWgtMk5zp0ZDVR/M8JB2BJciS9HutOtnCkLfwQfVis2/CInvMiSzoSYto/+Ilain6duKjHjAAOI15x/7Yf0CpN4XcT9B6f0RCtF8uoalNFfaNmOtfVRI5hJHfW5euyNx2O5LNetiuo131QwljX1Mg5sk5EnLTTertquqxUbFTtVGyl7nRIBdlIndKenDLiWOIiLgsWowvEVNpwXN27du9HL4tN7WPHKRpC+yLPK0o6tDSylt5Tu0OpH8Iculd/CO96cvl01M/puzIhsiUhSn0uqV4zkrIXtUBs9Q89MTwmP9fWj+SK/rmuSuTZ+6LZto+6LTYy2k5oIY5xlhwNdq1xmTOp36A5LLsVgsta+DZKtEhhHekmRyQdxTq0rxynapuseBE0c/wBk66lt19DpUloHvPKpXkuqZjOvJQVlCCoJHeQM4qEvBl/7re/yjX9Bqca5XshWK7rpvx933fQFNlOJ5TjikAyZJjWMlmX/AELPZLa6z2dmENjeTO/eoRm+Ec9b5K4kvRzrLrZwpC39pHzbadvDzihO1zOUyrTD8KL2SlpklZUhRB6A4xUE8Y+fEa8flB/QKnngb/s5t/8AzOf1jXe7ZbObP3TstRvWy2QCpWDB37zhLml0iSQYjeFuXvd1gsl2MtVKlDnxvOUiedOfVl7kadsUm7xbc5OcjgEMI6q51EavCZSlRQdKKCgcY8Z7/oqbJ/8A3GRn/wBkv+g1SSX/AKxe/Lq/rGqPYo2ZuXaahaWXlZ8bqZaQ7E4ZOnKAQMomelQ7LXbY7ybUbaWSWxnJGvm8yuPo3UErU9hZvEu2OQFulQ7FZyQB0PQdaR9dcU9PaGAjylKkzljKIrPNXoJ81d93v7emNDLvagCYsFCkJPRS9oCR9JFV34YML1rxOjSb6syVLcXKd389xSCoD1ZrH2Y2SsV8utt921hZZLPiOBpMkiThDjnAESdTIVO7bqpWzhrZWEUqcmAdd8SnvN8IXUcB5p6bonxeK9zb7VxSSoeglOKfOjeMel9Yy41rjB9ifISpXYuI5AjqNw5Vz8X9Ls6wtESyx7xb4T0eUh5XjCwMN4IOO/vzjvxW/QmldA6EYbZg3OFInvEIVJcdR2jij3JGeQ9Aqa8Dsnb7hbaaFjdTtRxBraZeQI0c4uBEb8sz5tHWh11V7CKjKRbVzgNJI6CSdyOJPE2Tw/ejY087NjvIKlPhe1KDnASTjqaZkfwk3JboYi6NeecPRDbxUT8wTTk8IQD4PnD/AO9M/wBNQjwmv9p0zreJdr3J7CI226la9hVgqbIHIAnqRXSbGbK3Je+ylS9K1i4WvTxiA58vLRIyByJmMgtK57rsVqut1qfRxPbOQJzjPd6slKTPhDPquEa3ytHSIypDqGgXHSkjcoDOCn01Ieu9WStH2IXmNaHLgQsJW2g42p71E4PIVH+suJfDW/O2lmHDbvMgTmwkEOMFrKgN+dvlc+6pI1qP/wAH3YYx/obn9WuPvq77DZrTd9R12us4qOIexzncqHNGRJxDXmHRKyLZRo06lBxs5phxMtJOeY58x6gowt3hKQpM+PHm6eXHYccCHHQ9u2AnrjHPFSnqO/uWnTj1+tsFVyKEJW0y0eboUQOR9RzVNHYEtmGzcHGVCPIUpLbncVJxkesZH01PvAPX4uVvVo+6P5kxElUUqPx2+9PrH9Fdxt72Orsuqy073uejLKTv9VmJxDmznnJIjQxoM9y2r92fs1kpNtdjbLWnlCSZE+voKW9AcYZOub2LW3ph6OyEqLkjtNyWyASAeXfin/eLzbrBb3bpdZKGIzIypaj+gec1Efg3f9jqPP4S1/8Avpo8fNZSbzqY6aYeUINsISpIPJbx+MT6ug+fz1ztp2Hst9bYvuW76fA0KTWl5BLjEAk8onMlwaN29Z9S5adsvc2OztwMaATmTlAO/fnCc978Ix9C1u2DS7j0NCtvjL5KQr6BgfTS7pDj7p2+hMa8x1W2WtxLaE53oWVHAwccvnrvmaaSzwdNos1pRKedtqFJaSBlbigCVDznmT81IfCjgo1YQ1qDVbSHbgcKZjE7kselXcVfoFS1m7DVbntFSpQNJ9N5YzC8mpUjeQcgDvkQNxnJK7tK+yVHOYWuaYbDpc7pjQdOUcyX+I/FORoCXHa97zkyM+2F+MBzagKJV5OcdcDNNCP4SL0xzsomjH314J2tvFRx58BNLPhIJA0LEI+U2v7Nyok4N6ksuldYG536V4vFMVxrfsUvyiU4GACe41r7JbK3Hemybr2fYeFrsxCA58vLdMgciegK7dd12O03UbU6jieJyBdnHmUnQfCBfk3aJapOkH4q5TqWgXHSCMnGcFNTIOYzUNar4j8OdQXaxNW6C3eJAnICVfdGCxk8l52+Vz7qmUdBXnW2dgs9kp2WrRsLrI54dia4kyQQJGI4h6QOidVz170adJtNzKBpEgyCSZg9OfrARRRRXCLGRRRRQhFSnwP/AI6/m395UWVKfA/+Ov5t/eV3nYz/AHps32/8b1ibRfVlX7P4gpTooor6vXl6Kr3xC/fldPy36hVhKr3xC/fldPy36hXkXZj+qKH9Qfhcuq2S/a3/AMv5hN2iiivnFegoqE/Cb/1ZYvy739VNTZUBeElfrdLet1iYeJlwlrceRtOEpWlO3n81eidiujUq7VWZ1NpIbiJ6BhIk9EkD0rf2YY5150y0aTPqK4/Bq/fJdP5Gn+uKdvhJfvUtn/Uk/wBmumF4Pt9t1o1Y/FnOlDlwZSwwAkncvdnHo5Cnb4SF+txg27Tvaq8dRIRMKNpx2RC05z669Kvmx2h/ZPoVGsJbDTMbgwgnzA5E866G2Uqh2lYQ0xkfRGq0cYtAG5aUt2sbYzmRDhNCWlI5qa2Dy/8Ay9/o9VQpFvE6HbpdsYe/0aaE9qg9CUnIPrq3eib5Z9VaWjO29zt46GUxnQtGAVJSAoYPdVa+K+hlaH1K4xGbIt8vL0U9yQTzR839GK0+xptKa9SrszerYqUnEsxawDOHPe05jo8ysbNXiXuddlqHKaZbPQZjzjUforH8MP8AZ9Yf5C3/AEU2vCH/ANnh/lzP9CqcvC//AGfWH+Qt/wBFMbwidSWpGnU6XLyvH3HmpKUbTjsxuBOeleUbP2eraNvG8E0nDXcTG4B5knoC5e76bn32MImKhPoDlHPAb/aLE/Iu/wBFWoFVG4SX+2aa1pFud2dU3HCFoKgkq5qGByFW0XJbbjKlqP3NKC4T/wAOM1vdm2z1e31KrhOF1MAHcSCZA6RI9YV/bKm4W5royLRHrKqXxg/2jXn8sP6BUqcJ+Gui7/oeDdbtZW5Ep0uBbhUoE4UQO+od4jXiDf8AWlzu1tcLkaQ7lCiMZGMdKkvh7xn0vpDREWzzGZbsyPvJQ23yOVEjmeVejbV2K/HbJWGzXQ14rjgw4MJDgAwgzBEAGJldBelC2m6aFOyh2MYZiQe93qT9D8PLdoSVdnbZIUpm5upcS0RgMhO7CR5x5X6Kibwl/wDX1o/kiv65p5cE9Z3nWcvUc25y3VspkNKjMLIIYQredo+gfRUe+ENfrdd9URocF0rdtzSmJAKSNq9xOPTyNcRsZd962fb8svJ3CVWM5bhoJpiJPRIE7zzrFuehaqd+4bQcT2jM/Zyn4BOTwZf+63r8o1/QanGqz8GOImndCxrmi+LfCpKkFsNtlWcA59VPLh3xAm6z4kXi6eMSmrTHgFTUVTqihISUjcU5xuPM/PVLsg7IXlb77t964C2gxrXBxGTjDW4W85n1QotoLqtNa217VhhjQDJ35AQFF3GL/aNd/wAoP6BU88Df9nNv/wCZz+sarxxJvMC/61uV2tjhcjPuZQopxnA81SVw+4x6X0hoaPaJSJL05jeezQ35JJOR5XSu521uO8bz2NsFhslFzqo4OWgZiGEGeaDrK2r6sVotN0UKNJhLhhkc3J3qdJ//AHGR+SV/RVJJn+sXvy6v6xqwHDDWMhWhdRas1Rc5LjKpziUlxanA2ChOEpB6DK+gqvkhxLkxx5HxVOlQPozTexNcde4bXeVkrZ4CxuIDIkAkgeaQjZSxVLDWtFJ+cECd0wZ9Uqy3F8OHhKOzzjbG3/8ALgf5VDHB67s2biDbZEhYQ26VMFR6DeMD9NWFjt2jiPw8MOI8VR5UYMBakkbXEgc8ehQqrF9sN30pd3bbc47kaRHX5KsYBweSknvHfmq/Y1+j3hdN4bNWk4Kpc+QcjDhhmOgjPmyUWznB2iyWi7qmTyTlvgiPgrJ8S+GenL/GuWqp3jPjkaC4tGxzCcoQSnl81V64ex2put7JGkDLa5jZIzjocj+inxE4+3N3S0nTl5tQlyHoq4qZKF7SQpJSCoY5nn89NrQtku1n11pp65wHoyZchLjJcTjcnnzrU2Vu6+dnLmt1hvmpo1wo8oGWtY6cAmQNDESrN12e2XdY69C2O0BwZ7g06Ka/CDGOHjgHdKa/pqFOENjteotdQ7VeIqZEV1t4qbUTglLaiP0ipa8Im/W5nTKNPOOkTZLiH20bTgoSrmc1DvC7Utt0jrKLfLsXBGZbdSotp3HKkFI5fPWfsDZ7a3YG0iztcKruFLIkEktABb6RkRvUFxU6wuKrwYOI4sManIRHpU+XTgho6SuG9aYwtrsWQh8rbyorCTnacn0U59bDGkLsPNDc/q1EOquOir5c7VbNIKmQ0GY327ygAXElQG3HPlUncTL7b7Hoyc5cXVIEplUdvCScrUDgV5deN1bSUrTdrL5c573uOBjpc8cpszqc9QJMDmXMWiy3gypZxbCSXHIHMjMf3UacOdGxdccH5NpeAS+iY67FdxzbcAGPmPQ1DzD130jfw63vjT7c/g56hQPMH0H+ip08HTUVrXY3dMJeUZ6HHJRb2nHZ+SM59ZpO8IPQIATra2sgYw3NSkfMlf6j81eqXLtK+7Nrrbs/eg/0a7yWYtJduz/hePRPnK6exXibNetawWkcio4xPOfyd/ddHg0LLkLUDh6qfZUfnC6iLiEl1Gtr2H87/HXM5/5qlzwY/wDV9+Gf/GY/oXSTx74dzmLovWdqjqdjSQPG0oGS0sDG71Hz+ekui97LdnZFt9mtDg3hWsa0nTEGsIHpEx05JbLa6Vl2hr06hjEAB54GXpUq8KtQx9R6Jtr7TgU5GZTGeTnmlSBjn82Kd5ISMk4qm2jteai0PKckWSSkIdx2rDqdza/WPP6RT6h6u4lcYpjVgjqTBgbgqS5FQUpSkHqpROfmFcjtN2JrVRvGtbW1mU7ISXFzjm0HMjDvI0EHPLQrKvLZarTtD6weG0tZO4c0b+jnT58JDB0JEP8A8Ta/s3Kibgtp606m1n7m3uGmTG8Udc2KJA3ApweXrNSF4QlzgQtLWzSKpbrs5t5mQCsZK20ocQVE+fNRrwl1Za9GasN4vHaeL+KuNfc07juJTjl8xrr9jbLbafY+rssYdwjuENOJDjOhbvz3LWuilWFw1BRBxHFhjU80KdZ/BPSK5kCbZ4/ua5CkJfJb8rtMfwTk8hUhDkMVA9/43u6i1FZrZpNyXDjmWgSHFYSXkkgbceap4HQV4ttdYL/sVCy9vqhLnBxa1xlzROcnp1GZjoXHXrQt1BlL6c4kkGAdQJ3ooooriFjoooooQipT4H/x1/Nv7yosqU+B/wDHX82/vK7zsZ/vTZvt/wCN6xNovqyr9n8QUp0UUV9Xry9FV74hfvyun5b9QqwlV74hfvyun5b9QryLsx/VFD+oPwuXVbJftb/5fzCbtFFFfOK9BRSTcNJaZu0lUy52KFJfUAC46yFKIHTnStRU9ntNeyOx0Hlp5wSD8E9lR9I4mEg9CRYmi9JwZLcyHp6Ay+0dyHEMpCknzg1uueltOXmQJd2ssSW8lAQFvNBRCck4ye7maVKKnN5201BWNZ2ICJxGY5pmYT/pFYux4zPPJXJbbTbLNH8VtUFmKySVbGkBKc+fArXdbDZb4lCbvbI0wNklAebCtvqzXfUYeELxIvXC7REbUFidt7MiRdYkBT0/PYModXtUtWCOQHP5qlu9tst9vYyg88K8wHSQZPTqq9a1GztdaHE5ZzvUlRIkaBGbhw2EMsNJCUNoGEpA7gK4bnpfTt5fEm7WaJLdSnaFvNBRA82TUYaY40MWjRzmp9caxsOokyrkm3W46WZXIL72wEspQCoqc6nA6ClOX4RnDeLbbPcEO3WSu+PSY0WHHtzjkrt2AC60poDclaQrofTV8XTfFntBfZw8ukjE3FmYk55HcZ8xUFO86Tf9THhOuuefmO9PEaB0WkhSdL20EHIIjppcLTamy0pIKCNpTjljzVD3H7i1feHJ0mzZLnZrUjUExyO/NvCT2MdKWt4KsEYOeVKfALifeeJ9gvE27+5sj3KuztuZuVtKvFZ6EJSe1bCuYGVFJ7uXKn2q7r2tF3tvO0VC6nulxJHKw78tRuM74hK68xWtH0Z7iXDnz3Snj7wdFHmdLW3n/wC7po94GifxWtv2dNQNoLj9rLWOr0WiTrnQ1uHu85bRaHkOePutIfKMJ8rG9SRy5dTVg9WSL1E0zdJWnG2nLozEdciIdBKVupSSlJHpIx89WLxbfd1V2We0Wlwc7/m+BuzJj4SpbPfFS0sNSm90Dp/VbrVYLLYw4mz2yPDDxBcDLYTux0zj1muWXovSc+S5Mm6egPvunctxbKSpR85NQ9/9oG9Xy0cP3NLw4jk7UdtmXW6pWCUxGYrRDyfQS8Ngz5jTkY4q6jPg7p4ssWRM+8Gze6AhMpO1TnqGTtHxiBzwDTal231ZKjazqhbUqODJxkOJxOaJM6Sw6nQKKne7XOc9jzIEk56QD6ciE9/eBon8Vrb9nTWNl0DpfT1zm3W0W5Md2ejs3kpJ2beXIJ6Acqga1eERrdXD3WGrWr3pHUiLLbG50WXbVKbLbqlgKZejrO9OAfjcs1tt/HrWR0fqfU7OvNC6ifs1lXPbhWpLnaNuZSElzKj5PPB9OK1H3RtHgqUn2glpIYQXvIM4SARGWZHfRmmcYsTcON0EZ57vXnpulTsdA6KJydL23J/93TXiuH+iVAj3r24ZGOTCaruz4VerpqeFkSJaYPjmp7ixD1CkpViKFy0R/I8xJKyM+alDS/H7WGpdcTbE9rzQtqTF1G/aW7XKQ5488y2/sBT5WNyk9PTTnXJtNSaXvruAEnv3HQlu6d4y6M00bRhxAbUdu384nnU82XQumbFZXtPw7clcB90vOMvEuBSjjz+oUe8DROMe9a2/Z01BkDwgNeXLihN0wiVpiGId8Xa/e9PUuNcHIqVYTKbcXhC9w8oITnIpYY1px7c4xv8ADVU7SnYRrem9LeEZ3Jil8N9mPK+Pjv6VBVu2/qdR9StasLnN4QzUcCdJJjU6Z6HcSni/nPJc1zySYMbz05/qpyt9tgWqMmFbYjUZhJJS22kJSM+gVy3jTdi1A0Gbza48xI6dqgKI9RqvfDrj5rLWuq27ZL13oaCDeZEH3HWlzx9bTbqk+TzxuKU5HKkO1+FDr991dyXdNHywjUDloGnWlqF0W0JHZBxKQT3eV0ximM2VvunaXVGPiq2CTicDLpjOBrBzmOlVxftFpFYEgmc9+7pnf51Y628OdEWl8SoGm4TbqTkLLe4j1ZpZk2m2TX48mVBZddiq3MLUgEtnzpPdTE4v8RL5o9rTun9JQI8nUerrkLbbxLJDDGEFxx1zHMhKEk4HU00tWcSuNHDjh9ebrq7T9qkTYU2PHj3SIlaopjunC5LjIytIb7x31RZZL3vXg7RUry95wtxVDiIJwkiTMTIPPnkQCrlovYh5NVziWjM5mMpifMphummrBe3EPXe0RZi2xtQp5sKKR5hmuL3gaJ/Fa2/Z01A0vwhdc23hNfNZJvOkLuq33KDEh3eC6TFdbfWAsus53tKRnoevWpG4Ja9vWuPdZ25650lqJuKGQ2bCF/cVK37g5uJ64GMeY1Yr3bfl1WR1Xhy2mw4Ya52vJOQGQ74ZGDqIlMs99Y3to0nuEidY5+no3J6t6E0a04h5rTNuQttQUlQYTkEdDSlcrRbLxHES6QWZTIIUEOoCk58+DVXb94T+trTqbUEZi76SWLNfBa49hd3puE5BWlOWyDjPld4xypV4h+ELrbTuv9Z2GBqLRlqi6WZhPR4d3WpMmeXoqXVIbwrJIUSnkD1FWXbN3/Xq03VKsujE0l7iRmwZZT/G3TLpyKgdf9N3Lc5xIMf36egqwls0vp2yvqlWmzRIjyk7CtloJJT1xkd3IV3y4cWfGchzWEPMOjattacpUPMRUD8UPCD1XpfR2jrtp3SyXb1fIa71cYD4OYluYZ7SQo94PNIGe+uvX3hEp0br3Q0VDDUjSWqIHjcueASYqXFJS06T0CMrSFZ6Zqh2gvq2PZXcS57scEul3+nM58+Rw88ZKSpe9IuLnvMjDnnv09W/mUx2qw2WxpcRZ7ZHhpdIKwy2E7iOmceuu1xtDqC24gKSoYIIyCKr+ePOtLq23pvTlvtqtR3bVt2sMByRuEdiLDcIL6wOajtxyHUmurVPFzidww0na7jxLgWWG6vVsOzv3Bpz/RnoDoUVyAknLZG08j5qSrs7edasDWeDVccgXcoxlI3kSI58tITXXrTfNRxJjU9Z8ylCVww0FMkGU/piEXFHJIbwCfUKXbdabbaI4iWuCzFZT0Q0gJH6Kjbhvxng8SOJWqNOaduduudis8KG/GmRF797rm7ekq6ctoqVKo3tWvWiRY7wqvMBpwuc4xIBGR0MH0K+23vttOcZc0EjMyMskmXPTGnr08mRdrNEluoTsSt5oKIT5ufrrj94GifxWtv2dNL9FU6V62+gwU6Vd7WjQBxAHolSttNZgwteQPOUhs6G0dHeQ+xpq3tuNqCkKSwkFJHQilyiioLRbLRbCDaKjnxpiJP90ypVqVc3uJ85lFFFFVkxFFFFCEVKfA/+Ov5t/eVFlSnwP/jr+bf3ld52M/3ps32/8b1ibRfVlX7P4gpTooor6vXl6Kr3xC/fldPy36hVhKrLxN1bpeBrq7xJ2obew+29hbbkhCVJO0dQTyrynsuWatarpotoMLjwg0BP8LuZdbsfTfUtbwwE8nd5wuOikT386N/Gm1fa0e2j386M/Gm1fa0e2vnvtReHiH+y7qXov0Wv4B9RS3RSJ7+dG/jTavtaPbR7+dG/jTavtaPbR2ovDxD/AGXdSPotfwD6iluikT386N/Gm1fa0e2j386N/Gm1fake2jtReHiH+y7qR9Fr+AfUUt0xOMHDmRxNsVrszEyPHTBvUK5u9ugqS42y5uUjA7yOXPlTg9/OjfxptX2tHto9/OjfxptX2tHtqzZLFetirttFGi8OaZHIPUo6tgq1mGm+mYPQU0uJfCuTqNjT9y0NIttmvOmLn7qQe2jZiurKChaHEIwcFJ6jnyFNrSnAC8WTVeldZXXUEKVcLZc7tdrt2TSkIeemMBoJZBzhKMDr1qUvfzo38abV9qR7aPfzo38abV9rR7a0qNpv+hZ/ozKT8MOHeEmHAgiYmOUT5zKruufHU4Q03TkdDEiM49ATL4z8M9Va8n6WvOkbnZYk7TU12WlN2jLfYd3tlGClBBPXz0mcOOEmvdCSLzflaksS7vqe8xp11aiwFswW4zTexSGG85S4ocys9T1qRvfzoz8arV9rR7aPfzoz8arV9rR7aSnXvylZBYRQOAZZ0yTGLFBMaYs0rrnc6rwxY7F6eaP7KJdDcIeMOgbiuNa7/oV6yvXl64ueM2x9c0NOvFa0pcCgkKwSAcYBx1qYdOx9RsRJKNUTYUuQqW8phUVpSEpjFX3JCgo81BPInoTWj39aM/Gq1fa0e2j386M/Gq1fa0e2orwN8XmcVezGecUyD6wE6hdVSzCGMdHpUW6B8HReitT65vpvbUhjUDD8OyR9hxbI77jjzrfTGC6sHl3CnPbOGF+tfBOJwxtmrXrXdocBEZi7QspLbqFBQUByJSSMEd6SRTr9/OjPxptX2tHto9/OjPxqtX2tHtqW02m/7W8VK1J5ILT3h1YIGURzzzkklNp3MaQwspOGRGh3mSoMneDXrnVbGqbjq7UGmI95v1mFnaNmt647CvuiVl5/OVLWdvzZpekcJ+MN+0he9F6ovuhkQrna1wWXbXbH2XUuctqlqUogpwDkAdalX386N/Gm1fake2j386M/Gq1fa0e2rj712hqQHUDkQR/pd6RERlloFC24cMwx+euufn9aguD4Jsq3and1FG1FF8rUNlvDTSkLIaahrLjzSfMXFkkd3npb0pwj4w6LvVwVZL7oV2z3C/SbusS7Y+5MSh53epAcCgkKCeQOORqWffzoz8abV9rR7aPf1oz8arV9rR7aWre20doaW16LnAgDOnOgAG7oQy4BTMspuB6JUOai4BcRtVXdu137WtmuOm2L0m7RpcuCty8xkB3tBGQ8TtCAfJB67eXoqRWeHkxrjHL4m+6DJjSNPJsojYPaBYfDm8npjAx56Xvfzoz8arV9rR7aPfzoz8abV9rR7ap17Tf1oaGOouAwlsCmRk6J0GpgZqVlzGmZFN0yDv3af3UUcP8AhJxg0DO8ThX3Qr9kXdn56+1tj6p3ZOulakhzcEhWDgHFcVt8GSZZdNw3LRebfF1fa9RS73Cu7bKgC0++VqjunG5SSg7SOYyAamT386M/Gq1fa0e2j386M/Gm1fa0e2rLrz2hc81BRILiCYpkYonXLMHEZG+VGLigBppuIGmuWmnNoE2eK3Da6a8g2K6WO8MWrU+l56LnbJTjRdY7XYUONuJ5EtrSog459KbyuGPGafp+5yrlxYSzqeXOYmRkw2nE2xhDQx4v2SjuU2v+H3mpI9/OjfxptX2tHtrz386M/Gq1fa0e2qdnrX3ZqLaLKBhpymlJAnFElp5JOZHn5ypal0OqPLyx0nWJHRPnjeoKl+DNrS8WTVUq4X7TETUOpZttk9lb4C2ba0Ia9wKm/jLWvnuPtqWOHFj4mWZ6aNeztJPsrQgRhYre7GUFAncXN6iCMYxj00ve/nRv402r7Wj2157+dGfjTavtaPbU1ttl+3hRNCvQJaf/AKzIyaMjGWTQE2jcpoPD2MdPpz119ZUF3/wb+I11Xq2xRNTaRa0/q65uTn3H7W69cGErKchtZISFDbyOKX7z4NMDUFy1xPuU9hTuoWrZ7kTOzzKtr8OMloO7yM5KkhXI8x1qVffzoz8arV9rR7aPfzoz8arV9rR7anN7bSQA2m5sDdTI3sMnLM8hvoEbyoxcLc5pOPnnp6yomc8HCZra/uaj4uameuMhqzR7RFFnmSIYCU5L6l7Skq7RZB2nI5VjpfwbZENEC0atvEW72WBY7hp9LBSrtVxX3gtrJI+MhIxnzgEdKlv386M/Gq1fa0e2j386M/Gm1fa0e2mm89pC3gxTeG7gGEBsAjk5cnUzGpzThcTQcRpOnzHPfnzqEtNeDFqfSGjbPFsetYqtVacvku62+4yWFuMvNv8AJTT6chRyAMkHqKW53BHX2p7Ha29c66jXW6M6uh6kkp7JYhssshQ8VjtqyUpIOefUk5qUvfzoz8abV9qR7aPfzoz8abV9rR7aKl6bRVX8I+k4ukmeDzzJJAOGQJJMDekbcQaMIpujSM45vXCbul+GitOcUNS68YfiIh3yFDitxGWtimlM7sqOBjnu7vNT+pD9/OjPxqtX2tHto9/OjPxqtX2tHtrFtVjvW2vFStReSAB3h0aABu5grlKwVaIwspmJJ0O/NLlFIfv50Z+NNq+1o9tHv50Z+NNq+1o9tVu1F4eIf7LupSfRa/gH1FLlFIfv50Z+NNq+1o9te+/nRv402r7Wj20dqLw8Q/2XdSPotfwD6iluikP386M/Gm1fa0e2j386M/Gm1fa0e2jtReHiH+y7qR9Fr+AfUUuUUie/nRv402r7Wj2157+dGfjTavtaPbR2ovDxD/Zd1I+i1/APqKXKlPgf/HX82/vKhD386M/Gm1fa0e2ph8Hy+Wa9e7/uRdIszsfFe07B1K9me1xnHTOD9Fdv2Obutln2ms1SrSc1ox5lpA/23byFhbS0KrLrquc0gcncfCCmGiiivqNeVIr4o+Gzxk1fp7wo9f2a3mF4vFuIQ3vY3Kx2aDzOa+11fBbw9/8Ae54kf9UH9kikJI0MK9YLxtd21DUsdV1NxEEtJBjmyTLHH3XhGc277N/nXvw96989u+zf51GYJFbAQRmm43+EfWVq8a798rqe2etSR8PevfPbvs3+dHw96889u+zf51HFWw0DoTgvqDhDbZc6Jao2q7XozUV4fLy04uI7GQ2yME/9uy6GVp7yFf8ADRjf4R9ZRxrv3yyp7Z61DHw8696Zt32b/OvRx4151Krf9m/zqzuseHnDqTxBsujGtF2W22G+oFtYuJssSOw0+7CBbdTKQ6pxwh3qVpT31HvhFWDgzb+HTWsOHdls8ZzUN1as0diOoFyILauU3JexnKe3SqEsnvJVS43+EfWUca79H/uVPbPWok+HjXneq3fZv86Ph41599b/ALN/nVsomieAt31Vo60RdM6Vmtx9TadiXNpuA1F8VjusBTvbL3/6S26o4JKRtUk5xmmMjh5ofWmtJnD/AFHp226YMiAzdYc5+0RbUsIjPBUlsBl1aTuZKsZOSQOVGN3hH1lHGu/fLKntHrUDfDxrz763/Zv86Ph4153qt/2b/OrIaP09wr1JKtN+tHDXT73utZZrwZajR5Bhk3x9tDiojq0h0COlCCQdyEEKHnpP1roDR9k4SvnT2kLJOkpXdUy7hb7NHlNthEpYSfGHXg8yEtjydqVEADmaMbvCPrKONd/eWVPbPWq//Dxrv763/Zv86Ph41399b/s3+dS14T+j9NWW0aidOitOadfhanMTTS7S2hpc+2bFblLShRCwCEYWQDzqUb9w90M1xC01bLbw4sarKvsVBTlihtxX3DbisJ8ZS6Vu5d6pWgDOfNzMb/CPrKUbWX75ZU9o9aqp8PGuu82/7N/nXvw8a6x1t/2b/Opq1ZY9HaX0BcNYXLQmkIWt4kO0PTLUIzbkZh5cuQhWGNykpK2Q2VIHIEA4FOZzTnBzUfETU9svOktHwbfab5b4ttbiMtxW3guItwNrWgglC3tiVHPQ4yKXhH+EfWUcbL98sqe2etVuHHjXXebf9m/zr34eNdee3/Zv86sNbNHcMPc5Nx4z6C07Yr9Isl5RNg2tLbAYjiRERCmhpCilt4FySBjBUlsEjvMD+EbpTTujeKkzTul1W9y3xIcNKXYJBZeUWUlTgx98eZ9JoFR5/iPrKONl++WVPbK4vh41z3eIfZv86Ph411/7h9m/zpgAAdBRj0UuJ/hH1lJxsv3yyp7ZT+PHjXOORt/2b/Oj4eNdee3/AGf/ADpgKYJG4DA76ERxvTuVkK83M0mKppJ9ZRxtv3yyp7ZT/HHjXPnt/wBm/wA69+HfXZ5DxD7N/nTGRBUdqhtCVHkSa6W2bayMvOqcWP4KeX6akAqH+L4lNO19+D/3KntFPiJxr17LWUIVbk4GSVR8AD6a6nuNuqIrvZrfgu7RzKI4IP6ajSU40t5So6ChB6JzW9l2GywntoJcW4FArJIGOgI7uVK15GU+mSg7W39r9Mqe2etPlzj5q0o2tx4IV98Wc4/TWMTjlreRJbZUq3pStYBPi45DPM9ajVSSFEV1W5l5yawhgpDq3EhBV0CsjGc1GKlQnU+tLxsv0DK2VPbPWpSkcZNXMMR1h6C4XXVI3CPgKA2+c8upr28catUwwtmKu2l1Dm04aKjtx9HWmVNsUlqPHEucpxQdwW1KwlKSlJJGfo+att1iW6FZ5rUTY5uktEEpypo+X5O7HeATyPd9FlwqQc49KhG11+SP/Mqe0etL0LjnrV+Wyy+uAltbiUrIjgYBPPqcU6Lhxeuduv3ib5jBspa2t+L5wVJ57jkegjGRgioXhwJM+WiNDZU46vOEjryBJ/QDTwuein37zAZmz2IxkMMl/cNgYOS3sAJydvZmm0jULTEnMb06ptbfk52yp7Z60v6n436ohXZ2Ja0QktsnYdzQWCR3g56VstnGzUE55mOoxUrUhRcPYAJ5JJJyT6KZuq9P22GuFbrG4ibIShXjDjCived3I47vVXJa9FaguMtuC1BUhx0JKe08kHOMc/nFBFbhCBJ9KQbX32WftlT2z1pzo4760MgJWqAlrdgkRuYH00p3DjlfI0gtR1Qnm1NghYZ+KrHmz56al80E1YEtrnX6EsqWUOJZJWpBHoHz1i4zoiNEDbbU2bJVzKxySBz5Y5EHO3z99LgrMlrjHnKOOF9vzFsqn7R60s/DxrfYQEQCokbT4v8A51ivjlxAbSFOJgpCumYv+dIrc+TMYXDs2nUNbPKWrG4ggYyRgDkM91IV6Vckyuwugw6gDuHm8/f/AP3UTsTWziPxThtdfsx9Lqe2etPX4eNd+e3fZv8AOj4eNd95t32b/Oo6r0gjrUXCP8I+sp/G2/vLKntnrUhnjxr3PW3H+bf5158PWvfPbvsv+dR5RjNJwj/CPrKTjbfvldT2z1qQvh81557d9m/zo+HzXvnt32b/ADqOljBzWNGN/hH1lLxsv3yup7Z61I/w96889u+zf514ePuvByKrd9m/zqOFKxWsnPWjG/wj6yl41375XU9s9akr4f8AXnnt32b/ADr6H/uR+v79rkcVvdsx/wDQvcPsuxa2fH8eznz/ABRXymr6a/uLvxeMPr0//iFKHOJgk+tVrXtBetuomz2m0vew6guJBgyMvOJX0zooopyxUV8FvD3/AN7niR/1Qf2SK+9NfBbw9/8Ae54kf9UH9kimuShQBXqcg5Ar1KQetZAAchTEq9rYh91OAHFgAFIwo9D1HqrXRQhdip01YSFzH1BBykFwnB9Fai44pIQpaikEkAnkCeprSFEVsBB6UiTRbm5kppRWiQ4FHGSFnPLp9Feuzpjyw67KdUsApCisk481aeteUqctrcqSyUqakOoKQUpKVkYB6gVkmZMS0WUy3g2c5QHDtOfRWipj0LwButx0Y/xF1JKt9tt6UpVDbuD/AGDb+SPKUrrtxkgDmafTpuqGGprnBuZUYQLXqLUb6W7fCnXBwchsQpzA/VTsTwz4qKaS47aZjaU8075KQR8xVyqe7RxY0Joq2s6WtNjkXafHQA+9boQbaWo8/JHMkd2T5qJPGWwyvudxsdytnackrfbSUA+nBz+itCnZKQHKdmoDVduCrfcdEa3gBbk+yzClXNakntM48+CaQXVSULU2+p1KicqCiQcjz1a4Toc2J28aSy+2snCmyCDTR1Tp/TdxYW5dorSQP/FAwoeojmfVQ+xgCWFArneFX5b77qy46+4tShtKlLJJHmNYrWtw7lrKj5yc08NQ8N7pb4S7xamnpUJGVOJKMOMpzyJA6g/o76ZtU3MLDBCna4OEhFZIUU/FHOsa96UgSroCCttS1qGQM4J/orBCnyAhpPoyBWtSyQBz9NdjLalR0OLf2oCgkpFPAxHJMPJWiQy6yEpdUO/ABzit0G0yrg2t1go2t5KtysdMe0V6zBVcpzrbC0ISAtzKjyCRzpXasMaGy0uXfGUJfZUtTba8kEpXgcuXVKc/8wpzKZcZjJIXhoic0hz4ghOpa7QLVtyrBzg5Ix+ivZaXUMRm3M+SlQA83lGtl2agNSUotzxdbCcFRGMncef0Yrt1C2PF7bJSBteiIUCD1I8lR/OSqmlvfdCXFokTApR0/bpF2u7EGK+hl1ZJDi1YCQASTn1A0nUv6PsU283EiJNRE7IZU6s4A5Hp6eRxRTbieBEpajg1pKW9QaYMRlu4rvTT77TqWFBtKw2hKEpG7csYyT3dM9K5ydGxZ6XJ90m3Fgu75LTaAjtMBe3BBweZGTkYBOAe5YvekZ92tzd5mqdRIS022pCs7RtWloHJ6lQBUedJmptGRLfJcNjQ/NixGWPGHCMbXHDgZ9ZGBir1Sm5pLmtVNj2kQXJP1Y6W58O82qC1bI8mOOwbZkJcUlIyk7iOYJ58iAabkyXNmOmRJfW84ckqWoknJyf0k08U2OGm2zFLWozitsR29ycI5kEKyeuMYpDm6cnRdTvabmITGlNyVMLSpQIbOT1IOMfPVavTeDPOp6T2kRzLdoeXe0XXxeyvMMyXUqKVujkkpQrocHB5kA9MkZI6085mmn/HI0vWWumo7Sge0Q0oqdQepSAOX049HdSP7xrPbGe3n6ujtLUAQls5UE9VZA7ynoM8yQK3CVwwhRFNvom3CS5y7TmA36fScd3nqek0024akek/kFDUcHuln9kn3c6Mt89hEAS7qhHlLc7TaFd4BSQefqOPnzSo5rF1Dgb05otmKp1vahS07ioAcycBIOAe/p6eVIFr1fbrMl1uNYWHO0ync4olWMg/N0/Sa9ufEnUVxWpRWywVAJJaaAykADHqwlP0Co+HY2SHR5h+ZTzSc7KJ85Xa4zrWZMGUN28SCcqGEpbJ6hWMlOfMfPTZusB6O8hEyal1eSkkK3ADJ5g55+f5xWuZfbtclZlznnTkq8pXeetCGFJa7SQnK3GypAP3o5Z/R+ioHva/ISfOVM1pbmVxyENtPqQyvehJwFeetZJPMmhQwojzV5VUqRFFBOBmtZUTQk1QpWfVXhoooSrV1orYUA1gpOOY6UJV5X01/cXfi8YfXp//ABCvmVX01/cXficYfXp//EKVuqQr6Z0UUVImor4LeHv/AL3PEj/qg/skV96a+DHh7pz4W/Ecj5UH9kimuShQEkYFe0DpRTEqKKKyR1NCCvCkjqKAcHNbDzFa8c8UIBlbBz50UUDPfQkBT74Q6Gh6z1DIevEpUWy2SKq43F8AEhtOMJGeWVKIA+erK2PgPfuKiLPd9QX7xK2WqUmSxp+UFLjIthAUjKkgALxnIOeR7ulQhwfiCXpF6yNnDmqtU2qzunOMsJ3OLTn0lQ+ivorxk0ozwe0preZZbmuWlEJxyAFOrcMXsIy1hvcoknymUZB7iRVunDGyeaT0psYzHPkqT8ZuKCbZNk6W4XWxhmPaUphSLiWwdhGcNJJ7xk+T3enugZ/UOspEkePX58uKJGx5Q2j/AMp8kfRVlrBwiuV3sFsjRIT7sSDbos6a81tK1vS2lSHXgVcivsy22knocnvrJjRCZDjOnB7iW64XKCuXbLMbOh5l5JILaH3VArKleclRG5OVZykML31OU4q0bMWNyCgXTl9vdrcVPabKVpSFPtAbW3kecgch6FDp/S6p2ow5EiagU2mQxIeLDbfajdHIHMlPer0/RWmxIt8TU0NvxFcZhMyOy/FUsuKjsuv+LyWU56hKyFoz0IHmrlscd21ai1FpEoaUIzqltJX5SUHOMD1DH0VPTqGQ2dVSe0ZkjRP7St+YC+yVhceYjYokcx6cUweMHC1enmE6vtDJ9z3nQzKQgeSy6rJSoeZK8H1EEeallhxcENdqWkupxuCPi59FWU0To2FxH4UXzT81oLXdLY9FaJ/gvhJWwr5nUINW6lMVWEbwomOwuXz9rNKc0FBSSlSSCDgg9xr1I8qstWiUKSBj013MwVvWxT7e9Su1CAkdOlcam181bTilaze6YbR4m0VhMhJxnkTjoR6qlpNBdBCjeSBISY9HkQJTkV3KFtqLawD5utPC2NcPowfNzdkPr8SIZSMkeMEDBJB6DJ+itD2k7pedSToz6okZbTpD6u0w2gnJ5Z5kcqEaWsMeQ0mdqFsNqOFlA5d2QCndjGe8d1WKdJ9MkhoI6VE97XDM59CSNTSrPKmINkidgw2js8Ec1EE8z5+RHXnXWY7V2skCF2yG5TIcLJcVhK0FZJRk8hg5I9ZpFW2wmapIKlsJWcEHCinPq649FLsydZmIMLxezlzKVEeMPqUR5R+82j9FRNOIuLoTzyQAFpt2n3rdLanXVqKphlW9TS3kjtAOZSMZ60uab1habJcp70i2KYjy2kIS20Skpx35GPX6ab6L5c1KCLewyyodOxZSFAevGT89Eu06svLqZcm3TX1rASlZbUcgd3SpGPNMTRHwTHND/wDcS3cuJEmVYjZURUBSlb1vn45IdK0jPmGelZack3bWl7WuVJT2zjSy5tRgrS2jKUAJHUkAevqa4LZwy1ddFLS1buxDailZeWEYPf169KLjZLroG8+IyrihmUUIcDsZwnCT3ZGOeKkD62IPqg4UwtpQWs1TzvkrSUzT1qt9j0+9CvEZDzV2luq8mU8t3yFJ5/wU47hTLGi7xNkSW1uMsLt7yor3bOhKgtKiFcupwcijUUgRnnIzstEpsdmpp6O7kHckKIyRzIzg8uRBrVbrleJLLkeFZUy3pkgrS8W1LWVdSkdx8/Tvp1V9Oo7C4epIxr2tkLerRkONKbbuWoGew273XGEKc2Dn7K5nUaFhRX0penzpCmsM4AbQleDzV3kdOQ81KqpOvLw4bauF4v2riY61diGkhRBGCQAMnPPNIurNE3rRrzLV3SyS+CpCmnAsfSO+oajQ1uKmzLnKewlxh7s+hN/A6460Y9FFbYzDkp5LDY8pX0Ad5PoqkBuVtZRY6CFSXk4ab6j79Xcms2pzr3apc2KyhRyUjKR5ge4eisLhKbJTGjH7i1ySfvj3qPrrmjHBc/JqoxQYCSJzK1rOVEjz1iSBQeQ5VrO48zmokaoUok15RWxKQBmhLotdFeqGCa8oSorFfxayrxQJHKhC119Nf3F34nGH16f/AMQr5mJTnma+mv7jB8XjB69P/wCIUrdUhX0xoooqRNRXwa8PX/e34j/9UH9kivvLXwa8PX/e34j/APVB/ZIprkoUA0UUUxORWbfeawrYgYFCQr2gJGcjrXuDXqCAoE0JIR2asdKA2o91bqzaAKudPDQlhPnQeoY+nrFBnPh4O27U8S4o2p8koQkBZz3EZR+dX1C4oiNq7SM5/sXFW6/wfGGT3vNPNEOlPnyh1YB84r5V6WPjlsv2n1NoWmREExoq6IeYJUD86FOpx51A9wqxfB3wuvc/RNq4X6yYlSJVmZeTAuSXt7fi6GyttgpJ5EqBTkecZq1SDScLtCITMZbmNQU5dFcerjwxsUzTG1BukOD7jz0KRkvR0bvF5LY6qGxW1QHMAJPnqLLr4RFygvNSxbrZOnwG1MQLgo73GWtx2JwSUq2jpkctwH8GnfxBsekeJ8RF7tD3ilx2dqlGdjyCrmcd+Oecc/pqAbzw4ukeYtuTLWSCVKWtoDPz5qJ9GpTMLQNrbUZASjoW+Q2L2nU16fCmYUxu5yM8+2cZWXGmB99udKSr0DHUitvDwyr7qK9ajkJJ7ZRBJOcKUonHpwOVNeJpe5S5SLVb0KecUcbj8VI8/oFSfCtzOj7Mi3xjuUAVur6Faz1NT2ekS4OOgWbVcAI51qnslUoJBGFEJwauNwIjtWPR7cqQcIQjtye4JQCpR+gGqaXS2XuFERfLjGXGjrCHELX3pUSEn1ZBFThD4vsac8G3UtwmSWG5suM9Y7UgLwt955AQtaU92xtaznpy9NXsWFpJVcCSAqZSng9KdfSMBxxSgPWa1jmR66ySjdzrNLY3JGO+sxrSSrRMBZOtJSElJyD3inFaxHZ0xIeZWoTDIQEBKsHbg55Uh7EdmoFR+OCBj9Oac7F8tUa3NJbYaVIbS3yUk4WRnOe7lmr9BgDiSqtVxIACT5kC4quibpfoUiFEmOlSlJQQMHqBmlVqTouHc4rjFokz2koT2jalY3LGM/MedLV+1UvVzlqbiQVTyykOSGNqthdOcgc+Q9Vcjdz1DHuUeVa9PstvpSEtBbQcKRlI5A9BzA+f01Z4NrDyTPTCgxlw5QhR/cShya840z2KFLUUo+9GenzV47ILzTDJTgMggHz5Of107JegtSTJSpL7bPaScvnC0gDJUT6vinlXTC4bB10Jl3iM0hJRuJJzzI6A9cA5ql9FqlxgKzw9MAZrbpnWOndNriuW2z7pKmEtPreIUCvcCVAHp0p1634pX6zTWVW2VBdcWlS0uRSCEEnBSUjOOgpmap0jYLHBcdt97RMeRI7LAwOWOuOf01u0zYn7amLf48yDJ3tr3tu4V2XIgbgeXM4q419Zo4PTzKsWUncvXzpuydWapusx5ablL7WW4VKbacVhSiSeQHpJ5UkShM8ZUib2vb5woOA7gfTmnrD07FjyG7g1eWWbmw/vdYIG1sAnOD5/RRNi6clS5jl/uT7lwk5dZeR8UEjKdw78jPzkemqrqD3iXOU7arWnkhNK8WS62dMdNyZW2H2+0a3HOU+cYp6aNm3aLptlMO/wYbSZSyA4ny2llPXOOQVtA+auSVMtlplM3Ge0bshtJjBqR8VRT1PPJx3DofVSlpL3Dk2+Sy3pN+aHnnShwBOUtjGBknqM88AdeRp1Kk2nUyKbUeXszCSoV0iT75Fl6j1HKCtznjCmQpJRhJAKVDqo4Hd3029UvIduTnib8l2FkFkvkk9Bn9NPWQw9c1MCz6Ljw3FBLG94cz8bmk8ueMkqIJG0HPKs+IaNS3SxmTdrRHjiE6Adi1KWgEkZPd5ufqorMJpkT0pabgHhRb6q7JCxbYxipH+kPgdse9Ce5A/X9HnrssVudWV3ANtrMcjYhagAVHoSD3CvLjZ+3nvLRcIOFLKsmQkDnWbhdEhXC4EwkHmTXRDbKi7kdGlH9FKCLPDaP3a7xkn/AIQpf6QK6ojUBlh5hh5MmQ75KNrZzjB8/ShlEzmkc4JvFCh3UBtRHSut5AQrb0I6itVMLAE8Qc1zKRk/017WThBVyrzBqNJC1r61jWax31hQlCKKKKEq8BBOPNX0z/cYPi8YPXp//EK+ZoHPkK+mf7jCCE8YM+fT/wDiFK3VIdF9MKKKKkTUV8IfD0az4WfEZXnuY/skV93q+Efh5Of+llxFTnn7pj+yRSO0ShV+QyT3GvVMEH4tdMZSMjcQRXW6GSjkBQ2niEykLoMJJKR0IrJCNx9Arc4hK1cq6YMQvq2JGe6kYwudCCQ0SVyqSNp5Vopek2pbaN2OVJS2SVYwc0+pScw5oa8PGS0b1Yxms2lnGCedbVMFKMlHKu3TGmbzqzUELTlhiLkTZzqWmkJGevUnzADmTTA1wKdIK1W+6uWqUJTbTTx2lCm3QShYIxggda4Y6nEP9qh0tYBORy59wFW/1T+5360XpYX3hzdBd50NgLmwJBS2pxWMnsldM9eR+mqoag0xqTSVxdtWqLJOtctpZCmJbKmyCPX19Yp1Rj6ZhwTWlrswlCLrq6tPtruxdkgKSvIcKSUj+Dy6dO6pe4fcO7xqLTC9YayutxTbpqswYYkqG5rJ8tR64Pd6BnvFMbTPDe5x7BG17qeGw1ZpfbR4RcUMulojtFAegqxk95qduF90i6i4QQGmnUFVu3w3G0n4gSo7P/kKTV2ytNQ8tQ1Dg71MfWGm2Y9oiQ9JRosPxSR2zjoWpLrgwPJ3c8jl3/TSEJFwch//AHk5udAwT56cV2lT4632ZaG0BLh7LYc5T6fTTalyN+U561awgGQoi4kZqwmq+HsDiDwSsd5wUPWyIcKScA884P0cvXVZuJ0J+FaNMsJUrxdMd8Y7i6HlZPr27P0VOuq9bXLSfAmzxYWcz1pilRPJGQo59fKoU1tcGLhwytfjb2J0C7OpQhXxltuNgqPqBQn86m2iMJS0++CjluuqLs7Qb2i4PMDXGhYIyO+u6A6UPEpeDfnJqtRiQpKhMJbWtBjpREtCSrruKSo+ekEJycUttyd6koVdz5SgnAJHInB59OlKadP2VjfLauSJaULWlLQBBOEkgk/N3Vfcw1NFVDsKRbNf7rYCs213YXMZ5Z6Z9td0WZqnUckiGt515kFZ7McwnI83dkCt9vlNuyk//dcVDaASoqQTyHXvpasjUI6guC/F4qW+yKkocd7JIypI8nHU8+nmzT6bCYE5Jj3ASYzXFf8ASOuLXaxebu4tDAIAy+knJ9AOfPTRXKmOnLkhaj1+NUu69usOJaGrS1EtUhUhBT2sd4uKbwe/zGmjceGt/t9scuziYy47UONOcLchCihuQElvIBzu8oZHUd9LaKWF0MMptCoXNl6ZLu85ClE0raUL656oyIzklLragW0BRPIZGMekCuJbGTzT0p7aaFhZjxZdqlPQ7jGQtcpxfMHuTsA9JTVdlMl8yp3OAbCaMGRNf1Gl1LQW8+8dyCORJPMY+eufUKZbd6ealMll1tewNkY246CnWrTiEzGboxc0mSmQoy2204LGFHmB5uR9WPTTa1Wt56+LdcdW52wStKlDmUkcs+nFR1mlrM+dPpkF3oW7WUS8RDBdukcNh+OHEYKSF+dXk9+fPXBatZ6gskMwbbM7FtStxwgbvVnGcculOdV+tNrEaXPgLu7UdtUZDEk4RuHVfLn16D0UzLVHYnXBTr6CI7IU+6lPekc9o9fSq9Ylr5YcypaYDmw4LpRqbVKXnJTVymIW8MKUkkAjB9prgVeLs4lxt64PrbdGFpLhIUM55/QKfhv2tWGm9T+5UZFrDYQIo27ez5DdszuxzHlenzGmRfIjEWbuipIjyEh5oE5ISru+Y5HzVFUDgJxFOZhJiFs1DfPd2RFfEREfxaGzEwj+F2adu44A5n/6zSVXteVESXGSpWiBCK3xZaojwdSlKuRBSrOCD6q41LVkjPSvAlSycDNMxkGQlgLY84So4xz5+qtW5WMZrINqzgjFdCWCoeSjI89JBcUTC5etbkpwnpXvYkK+LzpTi2tbyQoJ5VJTpOcYCa54bmUjuIxzA5GtQb9NKk6IY6sKGK40N7Tk/NTHUyx2EpQQ4SFqSznHk8q8UzjupVaS0EjOK5pKm88qV1PC2ZSB0mFzNMbutfTL9xrZ7IcXvT7gf4hXzQbc2nrX0v8A3Gt0uDi96DYP8QpGxCUyvpTRRRTkiK+Dnh6Lx4W3EcD5UH9kivvHXwa8PX/e34j/APVB/ZIprkoUDtrIORW3ts9a5kdazpko0WanFGlC3SuwWlXdSZW1pRx16U+m8sdISEYhBTmk3RtxkoGOdJLLiC/lXQmnfovg7rnW0Y3KJAMS2gFXjckEJUB12gc1fNTht3BFmTAVchOua2kOFvf4uhoFQHclSirHmOOdXoq1YdGSghjARKY7kRuUhtmM0px1whKUJGSonoAKuF4NfCSBwsgJ1PfG21aguKAFKWkHxNo/wE/8R7z81RHw10jb9EXWPqlxtm5OkERWZatio6gcFZT58dMkVMUjXMeZGVJuD8mPJOQBHwtrHpQcEH0g/NVxlME43DNRSQIBVnxxUi2KMu1Q5MdyMpCFJKQe1U55W8rVnGPi4AHLB8/KHOK+r9O6gsztlv0GPJelJU+0h+MHEEZPeQQD6KiIaovjDzlwDzMuHkBHZFW5OB5W7OMeogfPXdqHX9uuGlH22nkKdIBCSPKHdyqUNaEkqs2ubybpLZtbS3G7bFceKGAr7mkAkkJSOSQpXXHnro4YcQkaJ1BJtcnAtM4JYe8wWno785J+YjzCum3aWuOqnbjA07GZU7FaVIlLcIBQ2TyAOT15kjA6DnTR1lp25WbUEqBcENmQylpbvZEqSnchJHPHmIrNcHtdwredWAQRhKmTVcZTpEiOoOMuJ3IUk5yDTWtsM3G5x4RWG+1cCdyuiefWkLRGunLcynT95fAiLIDT607ux9B/4T5+6pP4fTrLp3iBCvuplxl2u3qMx0rUMKQkFXIHr0GB38quNqNqDEoC0tMLTxR1C9o3QVw0NdJkae/cFtOWp1he8sdk7has9U8kqHrPrqvUmXKlq3ypDjpHTeonFd2ob1J1FfZl1kuuOeMPuOI3qztSpRIA8w50nLRhWM1nVapquncrTGhghZs5+ali1IKmXCiGl5QIwonp6KSkJ2pxnNdkVmZtC2EL2L83Q06gYcm1RLV1TLbNZKX1RtiHOadvMUtWi43e2RGERJb7CV9qopSopz5PWvZFyct0CNJZaeDgSUntW/JGQehrcLtI1F4tJuD7bYZbcQp0pwEp7uQHnPdWiGtY7I5qpLnNzGS3Rrvd7hbZ7U24SXkBCDtcdUoZ7RPca6LY/bo2qmHbpbjPihxPaxg4W+1Tj4u4cx81ZWi32tyLNZavKFqW2geSyv8A9onziumBbtNTbkXXtWNw5SJS0BK2FlPZpb3JXuHepY2gd3XpU4nJRGJK7rPabDDVJTrCFc21iQ200WcJ2AL+6ghQ5nb0Hn613W6xWi4324sTZ0qJag28WFlveo4z2SSBy5naM91arM5qjiIz4q7eYzjnukjY3KkpbW4/IVgqG7GRkeUSeVSDpu83XWjlx0+LTFedaZYDi2I6QtLURsNg5T3bE5Ue8jNT0w1yrPLgov1Pom226Symyz1T2Vx2nHF9mUbHFJBWjB67TkZ78Vpmv2iw22MbPES7KdbKZqZKNwznkE+YdDy58qsZIiaU0xEhW/Uuj0OusMvqf3OKaW72jZ7InzbSUqHLn0qvOqGY6pam2kgbjyFNc1urU9r3ZBySVXO23OdbHbWFQru4/tlrJ2tO7jzVjOB35GADu6cuem/3mHbZFxtVwhRH7g05iPNaCVBrbjalIAwRyx5sH0CkvXWnn9KXpVrdfS4tLbTm9GQPLQlWOfmJx6xTXcysZUefprKr1nNJbvWjTphwlPmXd3bM/CmaggxbvElxgS2pScBZ6qOBkKxjzE4GTTfssmO1EvbLUNLhej/c1KPNsBYJP0UhqcccSGlLUUp6AnkK6bXOTbpyHXmy40oFDqM/GQRgj6KqmqXOlShkBSjIQ4m0Tr0tlKba9EWlGx5wMqJaKEYTnAc+N1OPunQYqPtUTG5EOzx24iGlsQwFKByV5USCacidPaZXIQyvXrSrKB2gY7RXbbtuSNmNoI8+eeMdeVM27SPdGcuShAbb5JbRnOxA5AenkOtS13OLYTKYAK54VvmXF9MWDHU86QTtT15da3O2O6shwuQ1jslIQvlnapedoPrwfopZ0RAhP3bFyTMUyG1Z8U/7TOKflwsOkWMKYgagYBbSo7wMlwE4/Xj56dQsZqU8RKbUtPBuwqLbtpi72Zpl66wlMB7OwKPM/NXAhBUcIT+ipPv0DSr8xhh33bQ2hnK0ugKXuweeCehOPmpKZtGlkhW1u4lSyA2SgdQBu9B55/RSvsHKyOSRtqkZhMksEHnS1BRGSwVLAzivNRC2MyEot28JCRu3dc0k+NKCdqVcqjGGzvIUmdVoK2SFth47cYFKUS5oaZ2nGcUgLcBVzPOsg4odKjZXLXEhPdSxABdVzlF9RUaTN5Csgmtjqjjr1rTUFR5c6SntGAQFt7Y+Y/TWtxwnmforyta/jUwmUuq9CznmK+mX7jGQU8YCPPp//EK+ZdfTP9xg+Jxg9en/APEKG6pSF9MKKKKkTUV8GvD1/wB7fiP/ANUH9kivvLXwa8PX/e34j/8AVB/ZIprkoUBA4Oa2AgjIrVWSM55DlTEpWdTx4K3Ak8V9RuXi8sFVjtTiQtB6SHuoR6u81A9fSz9zxgw5PC+CX4fY5uD+9ZTjtfK+Nnv81WLKxr6nK3ZqJ5IbklviTbLfww0sm63VpmJCThqO0gAKWrHJCE9/IfMKqDqrwhEzpzka129BbCiMJ8s/TyH0VJ/7obxPuF54jz9MwnVNQNOpatrTaTgdottLrrnrIWhPoAPnqsd14Yar09wntHGKW7GYtd7uj1sgtFWXnS0hKlu4xjZlW31g1cqWpwMBRtpAiU/LbxCi3V9EW5NrgvPHDZdRtSo+YK6VIen7LMvUZ2MlBW6lJUlB7xjkRTB4MaZd4h6acRereHrdIkqgB/GNr4QFcj3KAIINSzwOgXbTurrlojUTnbTNPSEMdqTzcYWNyM/ManovLoJzBTHNhRq7dVpQ61FmPpShRQtsqOW1A88pNNtHunYcyYzJkx3CVLUk8s+cp8/f6acPhMyl6G49vttMNtxJkSO8tCE4DgOQFnznIIJ8wrZao8VN1YhSiDbru0h1hZPIBRwD/wCVRwfRnzUB4eS3eE0tjNabXrCCi6PPRm5ECXJaCHEojpCHW/8AiCQNwxzzUt6B4fWjiHZrpf4/ELTrM66Icf8Ac+U1kvttjshtJ57ctKHMEA0w7Bp1lTci3SWgiXbX1xjuAyE93Pu5HHzVJHB/hhM03raDqOKLfPskhbipcCQgKLDi07VOsqyC2o4TuA5K2jIOBh5DgJCMpzVWde8PrnpyfOeRDdbjx1hTrTiNjjCVE7SpJ5hJ7j3imM8t1eEuOLUAMAKUSBX2P1nwI05xn00zcbbJDF5jMJjvqfO9E2MMExpKDycbVjG4eWk7VA5FfJzi1oW4cNOId90Vc7bJhLtsxxtpqQcq7LPkK3DkoFOCFDrWfXaGnJWGGQmkynnmthHdXjXQVmoHNRNGScSvMcuVKluaSuKR7plnB5oP6qT0pJHXpSxZJ0KOCzMYQRzIX39MY9VWbO0Y81DWccOS3riIlR2Ijt+aLS1ZAXnyVen0Vm0pu2PI02+wiWpx4bFtO7dxUcAf/XnrW5cdMKLKnbU6MHDoS7gEc+nppInC2LuyPct51EcqGFr+Mnn1+YYqWq4MMtifP1qOm0uEFOFGobZZ/GmYUBaH3AGipS9wRhQJI9PKkuRe4bl/91G4iUsdolZZHkggYyOXTNLStHWCQ4+tvVbaEoaLoW82QVq7h6zTFWClxSAc4OPXTK9StTjFCfSbTfMKQ7xe7LdIrEnT1ket6hKeW/h0rRtUrLaE+baMj006V6r0vptNwuekNQz2pJeaZZYcRtUtlTZLqipJxgLASB3hVMa06mumiLZbH7Pd4cpMh4T3oS2g4lt1slKA4lQweRJx0waarjq3nFvODylqKjjkM1L9MLBI1Uf0YPy3KYhxbmakvDD2q7o+6gpCFOqO5WAnCRz7uQHqpLuNxkXHVzXuhEbjgFDi228BPZJSFEj1pGfnpnstRX7VEN2WiG2FKDL7TW5bgzz3AHnj9dbLBId2Trg86pRaY7JC1eUQpXkgc/8Ah3CpG13OIBTOCAzCUuIkhdzVCujnxigsLPTKhhefocH0UyseindcAJlrmNY8pgsPg46J2BJHzlSfoprKTjIqraWy6VYpGGwvY1vmSwtcSI66EEBZQgkJz0yR0zTjf0HcF6Pbv6I5bW0+4HUrCgtTe1spIGOgyo59NJdj1JdNP9sm2uNo7faVlTSVEFJykgkEjn5qkZ3Uzt94chq53gxpLKnGGW0KKEOtoSg7VJT5Kj5R5nnk0tClTe0g6pKlRzSITLu2gLpYm4kWSxvluuOKV2StyeyDTawR6gpRPq9Fa7noi8QrvGtrUbcqevEUbwd3lYGT3fPUg33Vb2llWG8WG6+6jalPJQuUrtFpBZQ2tJUMEY3KwM9MZzivL8L/ACtQaf8AcPUKWlrdUlp3KEqiqIO4+Tz+Lk5PPl16VObPSAMa5KEVnkiU0tJ7bHdozhu5tq3Yy1qeKN207lpwB/5RT5vN/CmoxZ4hdr2pShZWwQUpGSD0zyPKmohd699jKpzcFE4xXC6mYkBrJcXnI6enzUsap1VdremIxJs2nJhwgJcZQD8fcMYBxzwc/wCdWabxTYeYKB7S9wO9Jku/TpFzlSG9Vx3Ckbdy0DKkgjBHLHdXDJlzG5KGG9QwHUtjcFcgBnycfQBWu4+OWVl66TLBa3E9sEqIXnPMnHI9c9/opkXKeJ852W3HbjoWfJab5JSAMAVVrWng/P6VYp0MemnoXXdYqvLk+NsubiSdiu/PmpJr1SirqaMVmvcHHEArzGlogrQvO7JrePKSD6KwWjf07qySAlO3nUEEHJOK1OKycDurWnqfXWSk7TisQMZ9NIkK9JA5mtZOTmvV9axoShFfTL9xg+Lxg9en/wDEK+ZtfTL9xg+Lxg9en/8AEKVuqCvpjRRRUiaivg14ev8Avb8R/wDqg/skV95a+Dnh6p/9LXiOf/ig/skU1yUKAkpGMmsqEjkAK2rQNo2jpTEsLVX0I8DbjHaJHDa36RittsXDT6VJcSlQ3OBSyQoivnvUhcDuIXwc63Zuj4UYctHiknafioUoHd8xH9NWLLU4OoJ0KjqNxNyUv+GLZrlL1xcNSCMtTF5U3NCkgkb0tpbWPm2IPz1B7r+tNRWC3aTelvSLVbXFuxYjzikoZUvG4pHTnivrFZ9O6U1PwzuaFWiHIlpj9uw840laxy6gnp81Ue15BESe60EBISsjkMYrQfZ2vcXKAVC0Qu7gDJhaM07b7XqWRBtlptsx26SHVOEqedWlIKlE/eoSAAPTXls1+7cdZX7iPDi9l75rklcFpxJBENkBCFkd27GfpqPHkNOoLTpK0feq5ipO4XWuxXyQbfOZClrZ7NpW45bIGBj1eapGMAIA0CaXEg9Khrws9awtacUEvw8KEC3sxVLHUqBUrH/zZ+elK2TkS+Hmkn1H7szJfhrOeZbWQR/WNRBrm03S162vFouqlrmsTXGnFK6qO7kfnGKfUOaqDZ7dbiSEQ3O3V6+R/VVOi8uqPcVK8Q0BTHK1BCV7lXpptzxq6w21TVD4oeQCkk+bJGakXQep1tKSG3QUqxuGf01Wtu+uJ00GMfdW14Qc8xnJpz8K9Vy47hblOE7XcDJ7iB+vNaDKmcKAhX50tqeQmzvNCXMbSpvLvijpbeLYwT2ZH8Lly8/TvqMvD24AW/XnDN3jppOS7cbja1JlPrCt/aW5YAwkeZBwodeRNdmhbs5crbtiOjtkpJb59eXSpP4bG63l3UvDlN0YFhcjvIQh5gOhBkJOW+Z6DKjjzKqK0Ug9sp7HQV8e2jyx5q2E0++PfCW9cEuK170DdW1bYrxehPYwmTEWctOJ9Y5HzEEd1MLnnNZgJGSsxK2JVyrNHNQrBtPea748JTjXbJUkAHGM86s02lyheQ0p+QNG2OZpldzmtLZUtBcSpKunmAz5/wBdM6LDtLqPGkHxV9t9CUpO5SQM81HOakZp1iToxEJ2Qhta20tJx5XMEH9VR7GjI90Hm3lfcXJCeaee5JOcj5q0rRSYCyAFSoPcQ6SnyYPugxItcXUdmfaktkBx5KW1Danlgkcjzx9HpqPhpaanUYsLbPjb4c2lMfy9/eduOvKnC3pqLcbw/b7VeGUtJGWnHiUBfLp+qm54xPsV1LsSSUSYyyEOIPMEcuRqO0BroLhvUlElshpTxvelNKoeERuDdYElDKVKQ6ySVK7wBnkPTWq66B0qWGXLJqfLhRl5uQ2pO1XLlnAHn9tcMPiTrhM9EszVPPR0n46AfJ780o2zilcW2ZqJVnhyRJ8pwqZ+LyAz6M4FOmzVN3wTYrM3/FMy/wBpTaJaYTdwbmICErC2jlIJGSB6q7IUZ9Ni+4tFS5L/AETnJSke01zaju7V3neNsQmoqdiUbG+nIYz89LMe43E6dji0urbTFKg/2RIUNx5Ekc8HpVRjWcK7CrLi7AJQ0zITc3YTzSkiVFDYC8gZ7MYPzEUqRNI6euNhtbvug3ElOokuSHXVpSlSkLAS2CpYGcc8AZ5jrnknacut2kXNmPK7SW1nyg6d2xPeQT8XA50mu2Sfdp0w2hlTzLThwQQORJx6ycdB5qnMRMSot8TCkbWfDHQ+i7Ki6KuUueqS2pLZQU7G3NgICsDPxiR17u/NRvD1VOTHYtKIkBxoK2p7aK2ojJ++IzWufZtW2+KtE233FqNyK97awjl0J7qQFbirlnNVa1bC7kNhS0qcjlGVNp09HVb5KJCLE41bh5SQSFdupIThIRjaCsITlWAQc55U0dTyrfYpSI8+yRlTllS3Usy3fuZPp3kZI9FMdDkltO1Li0g9QCedd1mxOvsFNyUt5ovNpWFKJJRuGRz9FPdacYDWiCmiiW8pxkLZqG7O32S1LZiyG9jexRW52hV5ROc4HnpEWp4Eb1K8npnup3yVX5xxTlpvLTzI5pQ26hkpHmKDjn6s1giBOuLLyb23ERhpxaHSpCXd6UlQACeZyR3j56gfTL3Ez1KVjw0BNJTzq07VuKUM5wTyzWFPvRvDhjVdnlz1XYQn2grsEOoOx9QKfJCh0xuyfVTZ1LYH9N3RdueebeAyUOIPJaQopz6OaVD5qjfRe1oeRkVI2qxziwapKr0UHdt8nrmjBIzioMWcKRA768rWtZCuR6VtzkA+cUgOaFrdAwK1Vtd6D11qprtUIrFSe8VtDZIz0rAjGQaRGi1V9Mv3GD4vGD16f/xCvmclJVX0y/cYQQnjBnz6f/xClbqgr6YUUUVImor4PeHn/va8R8/KY/skV94a+D3h6f72nEf/AKmP7JFNchQKyPK+atuM8q0NKwQfPW0uAeukaQAnBalclEemsmjg4rEnJzQDg5poyQvqb4J2uBqPhTZJL0gOOLh+JSBuydyMoOfXjPz1CvHLTzlrv0tIQQN6iPppC8A/VSwbvpZx7/sXUTGk+hXkq/SBU2+EfYUuoaubSM9s1knHfW9RdwlMHnVJ4wmFUVzksg+enHoC+Ls+oIroUQjtBn6aQZ7JZkLSfPWEEqTLbUk8wrNAyzTU4fCW4exmeJETXrISId5gtvEAdX0eST9G36KiKbKbSoNlWMkZ9XcKtFxHgq1lwIbuLbe+bp95Lgx1LavJV83fVWVxGlBaZbXLOQT/AAqhqsDTyd6e0zqtgexgA8vX1pYstwVDkoWlWEk8wKbuWS6CoKTt+KSMCu6Ovb5O4Aj00gMGUitfwW1d5bbC3cEEYyaszoePG012TtvW4tuU4px5bi9ylOKOSSf0eoCqDcMr+5Cns/dSPKANXe4d3RN1tCWC4CpSRtJ7j56tg4gmqv8A+6A6fcventO62kJecuGnbi/p6W+6MrdivAyIhKgBkJw8B/zDPOqS7SnkOlfTzwvISNReDNe2OzQqVBkxpgOBu+5rwf0KP018w93nrPqsDXFTNcSFmOQGK7YtwDDRaWF4P3p/VXBuxWbSUOHylhJ5mlY8tPJSObIzSki9z48Ytx3sDtCRlIJTkd3m+auh27PNmDKYisslnywlIOCoHqck+yuCK0hTgZdVyUAcpGcY/wAq3zEhWzskK7NCQASOvpqw0vImVEQJhOFrW8VSEeP2OK6pO8lSU7c7kgDl0GMZ+fz0znpBVIU8PvsgVswFOBJ5Amsbg203KcQzjaDywSR9Jplao9wkpabGtOSdEG9tX2Ut6bFhtNx4/wB0UpCx5gSNhHo65FFmFsufjEaLDUxiOUuOB0EK8o+VhWPOkde700j2i1ty2z2Mttbrja9zSl9mUkdOZIB89bY1tuUFiSlbpaQ8xv8AIIUFjdyBIPLmk/RUjHuMFwlNcAJhccHT827ypMeAgLVHbU6rKgPJBA+nJH007NO8OdcNtuXO2ILPYEJdUlzBRuVtwR39DkeakDTNtfub81LU8RFMRHJBJUE9pswQgcxkk4p+W6065tdhWti+MqTLD7fiyXQtZWAMjHnUkkjGendTrPRYeUQU2tVcMpCZl/vWoYz79mnhuKpCtrzbEZtjf/zbEjd5+eaUbXqbTyNMJtE+EsSFO5ccaSAVJC0lBz98Ap4Z8xSKa99vU2+XFyfPILygEqI5dBj9VdWn7bDuiZDUh8tvYSlnnhJUc5J9HKmMqk1CGpxYAwFydMm72FOlnYlvn7H1JSns1NoK15+NlW3I59OfSk/R2nbU5eHlyLlGc8TaS+3lsLacJxlJCuuN3mPMUguWiSHD2WFtjcQdwBIHXl1rB+13OO8Wgw7u6ZAOFDOM+qlc4khzm6JA0AQ06qRLPZ37xNdZuFnssthpIUnsYjbSlE52j7ips9EqPX+Cabd4tkaDrSMzGtiYCAppXYgLGM4OfKWs9/31N1ufe7JJU209IjOpUCQCQQRnH9J+muq13KXNv0R6a8t1wOIBUs5OAQBRwrHgNIzlHBvbJnJIryFIdUPMTXVZUOuzwlAKiW3MD/yKr15G5xZ2d55136YdchXZuUzycZS4tORnmEEiqooy8Kc1IalvRGk7febNMky78/bJSQtMYBXkOKG3IVjmkYJOeecUjPaNu05Ud4TkPpdRnetz4uQF9/PHl/TmnTZLPoW+WMXC7XKRBuqpzgkbFpCVoUAUhKe4ZJycGmLfWHrTc1w4lxXIZbShTLgOPIUkKAxnkcKAI84qSsxtOm3EJHnTKbi55g/BJ0yI5AkKivY3pAJwfOM1prJ6Q9IdLj6itZAGT6BgVqW6EnGDWW+JyVsA71qdGF8q2pB2p5d1aCoqVk10BYKNw5U0GE5anSc7awHM4oJJOSaOlCJW8chitTgG7lWfapI9NalnJJpxIIQdFinpX0x/cZOnGD16f/xCvmcjOK+mP7jJ04wevT/+IUjdUi+l1FFFSJEV8HvD15eFpxH/AOpj+yRX3hr4PeHnz8LXiP8A9UH9kimuQoAR0rKgcqKYlRXoGSAK8rY18bOKEqmnwS9Se9zjFbmXHAlq5NrirycAqPNP6RV9+LERN20gARlbOceo18t9N3p3Tuobdfo5IcgSW3xjzJUCR9Ga+my7svU2lYN1hy0mLJihxSNud+5IKSD3Y5+vNathdLC3mVasM5VQ9UQSxLWduME0jQTtloB6ZqReINqDMxxSUYyTUavFUd8KA+KrNWnZFQBWB4eLYl6dn6cmJcW1dWFRQEoKsKUOROOgB76qveLFLgXGTCdWkLjuqbUCOeQcVZvg7d0F6OoEZChn56Z3HBrUmntbTWLdfLnHiyMPtNty3EoSFDOAAcDnTntDgCUskaKAnIDpIBXyBB5Jre3EdU4CGlk/8vWnFJv2rMHt9R3VXn/010//ALq40zr3JGXL7MIPeuWs/rquWtHOgYl16XXcIk7eqGtLYwQopPOrV8HeJtptrLUe93Vlt7JOEoUcJ7s4B7qqfHmvwl9qq7uuEfwQ4Tn9NSxozUepZkNhFguC0qJAKG20lwj/AJjzFTUyBkkOKVabW8yz610LfbNEujc92ZFcDSIyFKO0gKO4AYTzSOuK+XUxhUaU7GcBSplxTZB7iDivqparitPDhLl2fbS5Hg7pslYzs2jmVEHn0zjNfMPiFDj27WF0bhymZUV2Qt6O8wctutqOQoH56gtcAAqWjJKQ63xk5wSjPmNcaV5GQcV0x1q5AOYB6jNVKbgSpHNgZLreUG1IUjySBzPLr81OOzSG+wbTI7Jacckuo5H1EU1JCsFIzgY5DFL9mfWmKlHbONg4x5O9J9fmrQoPl8KrVbyVz6gjtx5yHG0NIS4kKCG17gO7+kGkmYcyCacdwsk65SFSInYuJbSBhrAAHqpvyGFmUpoJJXu2gDz0yuwyctU6k4RqttruSrap91tOVuNFtChjyScc+fozSnpibAaElM6a9HWsDs1IcUkd+QcVzQzbLW+kTY6ZS8Hek/FT5JwOXU5xXeiLpq5MIVHaksvqdO5CQVJSjAwM+vPf30lMOEQRluSvIO5N11wpeWptZAUetSBablZrToIOOSlPXUvLdbSlzBj8sJ5dDk9aSbFpy2wNWRXdRtPOWaPIS4821tLjqAc7cZ6HoT5qd+qndJalucqbbNOOWqNKUpxaGyQHFZ5HGcAjJ7u+prPZ6znGAke5hAUS7Cpe5fUmutEcqWlLKVFajgBPU+qnxH0rFDQ8XtPbISpSg46VLV0AA8naPpB607tW6TuOj7fbt6obDlwjh1TMdBRtG0YKgABk1Zp3ZUB5eX90jqoyCi+Dpq/vJU8wy624tWxSXBtO09+Dz5+gU4xZtV2ol2c/HGEp3NLyMJzu9HPNLUzTN3g2uKYLz58YT2p8gebPI4/XSddG4qYraZ1xjNPBKS4pb29YVjmCBk1YFlpUAcZz8+Sr43VMxokBniLbZd1WzfNOMqZ7F1jtAApYUV7t2T5hkerFIcu8wRqdN2iMgxm3W1hBHUJAyPnwaT71Dtibq5ITMccSpKiA2nGV45cz3Z61uj6Wucq0LvcdBVHaSStWPincAB6zmsF1Wq5xbrBlXm02NGLSU4o0++SpKDEejyIqzzDERpa0j0t7d2f/AKzS89brY4mVdHYxhdiw6pK1R1shR2HCSDyyTy5EeqouVGnR0dqtC0J3FHMY59cVi+uY2ezfLgJSCAonoeYpzbWWjlBIaGI5FdfbgEgGtXJZ8o1xkugAnOO6hLqgc5qsauLVTBkDJbpDaRkpNcxSOhFbVOk8jWSmwU5AqIw5PGS5exB6KrLZywFVkOXWjl6ajwpy5yCDg15Wx4c9wrXTURKK8X0r2gjNCRYoPLFfTL9xk+Lxg9en/wDEK+Z4GK+l/wC4x808YPXp/wDxClbqiV9L6KKKkSIr4P8Ah5/723Ef/qg/skV94K+D3h5nHhbcR+R/1oP7JFNchQFRRWaWyoZ6UxKFhXSy3nCa0KTtOM1ubcxgppzdc04ruRB3I3Yq73gm6198/DVWmpb4MuxOGLgnJLJGWz6sZT/5ao8JxSnHOpR8GjiGNF8TI7MqRsg3hIhv5OAFE+Qr5jy+c1fo1WMeI3qs5rnAyrJcSLQe0dO3GCe6oJvUcsvKz56tNxBtnjMUymgDvQRnGcZHX5qrfqW1uRcJdWXVJGCsjBV6a0XjKVXCWOFN7VEuTbJcPJQHzVJvHayou1utN/ZTlTjKmVkDvTzGfpP0VAenZpgXZpecAqFWUdj+7/D2RJQ8484ypp1DRUNqcDacZ6ciScnuobyhCFWK4wMpUkp/RTbegvIWRgBPpqTbppxEBbiZE5CUFRIHNax8w5fpptyxbmV4bjrkKHe6cJ+gdfnNRup86A/mTZhWmZPc7KIwpwp5qI5JSPOVHkB6TUw8LbfGh/c25ranUDLr4BLaB3hPTcfT082etRvcpElcXyVjsUcy02NqQe7CR1/pp98MZiFs+5zoCWX1pW6rGCU/en0UtMBrskGXaqx3C+VdNccPNW6ZvLrZbSp2KwpIIcKFt5ypJ5DmeWK+f3E+0Oab1fM0wt0uptJEZKyMFQHPP6au1a9Z+8rWD063vsyLbdm20y2kqGULCdvT9Pz1T3wgnG3eLl/ea+I68lxPpBSDUFtHIB6VLRGcJgIwE8j1rYOQrbbLVdro52VstsiUT/7NsnHrPQU9LVwd1TcAFTn7fa0AZPjTx3fMEg1RYxzu9CnLgNUxsk4yelOKyutpQhQWtJxzLRyfnBp8RuCmnGBvuuv9x+8iW9R/+ZRx+il21cIND7krjHUVxI+McoZT9IBIq5QbUpumFDVLXiAVG91lrZh9o0+0VrUOiCh0dSQf0UhOzA1uLQPbLzuWe4eYe2rBq4YaNWM3WSYjCVA9m5J7VZAOccgCaUtPWDh9cdeaWs+mNOQpb86WYhVMbBQ6VoUlrkeQw5s5nuzU9oxQXBQ0m5wU1fB/4TW3UNnn611Tbw/CjqKY6Hc7VbRlRx39wpYHDGVPxNhsozMcWUsN7UJayo4HowMcj5xUnXKzcanVJ0bpzSsK12aOFN3Cc+ylppsjrtIwDk9yQa3W3Q+kbXJcOqNV32/yoihuRFWIkXtFJ3Dkjy1I85q1d9pZRp4g2SehRWmnVc+GugKJ5WgI9mXI9250WIIxB2reSnefMCSB+nPopbZ0NpFpEeXInKaYmJUGVSkKaS4oDJxkAkeYjIPpqSNT6kgy7DPs1i05arUmYwULdYYBdUrkQouHyjhQB691Vj1LxM4tW0FEi5yYsW6w34hSEjy2/iuoJIyDkc8d1WLRelVg5IhNpWTGeW4/2Vh9Fad4cWdUeXf71BkMxz2koePNtjZuSBsQohTh5jyUgnvxypI8K3iFpl2/R4/Due25CYjoS2pTCd6O4jmM/wD9VVFN1kx2W+2dOdyjgnnzA55rfL1JJkxtq3SspIHM92KyatprVnFz3LaotoUWcloldE/Ul7uSnFTbpIeGCMKcOMY81JAXuTkqJOa1+NoLClqSPKO3rXsdDLxSlDuFEgAK8+KZjGQVSpmSVwz+b/L007LRN1KzpB+NEY7S2rbUpxQTySsLTjJ8/mFN2/W9y3zW46n2XS42hwFpYUAFDIBx0I7x3U5IV61FYtNyLE/aVGE8kntNhG5QUFZz5sA1FSOGo4nJI8S0Rmi06vRGcMy+WcTNrhDgDYRt8gJGDjkeXMd9NjUE2POn9vEGG+zQAMdMJHKnBddeMXWz3OAq2llya42tGxWUJ27M57yfI69fKOetMz10ytVkBoMhPpMg4iIT7tU2fdrKz2ukYkyFb0KQXEJ2LPnJPeQSD9FJ9ttmnptqlTZcG4MdhsSp9pPaNo9PdzJ7unXnW/QlxvLUW5M25svMoZC1pKuSBnmQDy59KR06qmN2mVaXFZS9sSOXRKeWPX051IajAxrn55Hco8DsRDUmzGozLqREfLyCM7iMHr3jurFLo24PWuftUen6KO0R6apYwdFZjJbkgOLxXV4j5G7FcKHQFAg11+Oq27akpuZ/EmODv4VzOtlJKTXMRg481dDruSSTXPzUrl31A+NykC8orNTakjPI1hTUhRX0w/cZOnGD16f/AMQr5m7ieif019Mf3GI5Txg5d+n/APEKVuqRfS+iiipEIr4PeHmP/S14j+m5j+yRX3hr4QeHmf8A0tOIw/8Aig/skU1yUKAUYBGa3b0+etGaM00GEAr1RyonNAJByDXlFIiVkVqIwTXrTrjDqHmVlC21BSVDqCOhrEEYwRXlEoK+gfBfXjPFLhlGffdCrhER4vKSTz7RI6/OOdMTXlmW1IcbDZyskD1+aoR8G/ieOHmuGo1xkbLTdymNJJPktLJ8hw+gHkT5jnuq1/EexplMmYykFLg3BQ6VuWarw1PPVU6jcDlWVxQbkb0KB2q6ip74faqSdLiE75aJKhFcHmCwQD9OKhW+29MR9eGwkEnIAxzp2cLLkyt82mW4UsvLShR+9ycBXzE5+apGGDCYU37lra3XKbIhOFLMiM4tp1GchKkkgjmAeo7xSa45vXnkc9MCmNxajvWniDdVo7RpTz/jKSUlCgVjJ5HmPK3cjW3SmonJ2y3vuhDmcIPp83qP6D6xVYVpeWO1UhZAkJ4Kjhbbi8gBCCRyzhXnpf0Up9oBUdZQ6FJKSBnnuHX0UlPMOogFKUKW46QnCRkmnhoCzXBl5t+RBdbZ/hFaNox89WGjNMUp64jtXHTkC6Q0suOQ1kSFNgbglQGN3oBH6ahu7aG0vc9Qvaju8dUyQ6EDY6r7mkJGBy7/AJ81PKtS6fZ03LsRhHdLZLRWhKRtPn9POo2f0zZHHi5JlTnk/eBaUD1chn9NSOaHaiUkncmy7dIFsZEeEy02hIwlDaQlI+YUjSb5KmrLcZpxxR/gtIJP0CpJba0xBSBB0xA3J/hvoL5z58rJ/RW1rUVxS0WmezjJT5IDLSWxj0YowkoTCs+ndbzFB+HpeQrp91lJ2IT+fgfPS65pTUSmwb9q2LGx/wDl4ZL6x6PJwgfOqld+6yH/APvMlbmfvlE1wuTGUkkfRQGAalKo34ox5emLa1cbUJMpK1dkvtVbsKPQnGMA1GFt4tajs89m5W5iE1IYb2p3NFQbWD8dOVclcv6anjVK4d3s8u2yEoUh5pSQFdyscj9NVjnWe4NITNdYbCHXlsgIVlW5GMkp6gc+uMdfMazbaX03AtOSnogEQVcXQ/GXUPE7ScS56hubr05vc1IwSEqWD8YAcufKlSTNZdbDk2SEobwdyl7QMemq18J9et6atcy1Tj2SW3O1Qrp8bkQforHiFqC06ueYfY1LLjoSna6wlRLah5wM8j9NWWWkCiDqUw0+VCsLKvtsdg+ORJrbzKlFAW2rcCQcEA+uo+1Npu3SbDfZTGlnExEocc90VztzapgGTsSR9yVgjIBIUPTUf2rUsoaecs1lksNQbPHD5U7LaZWslxKTtCyFOK8snagZwCcYBrgl6jhuaWuAXqFx2dJcSw3BDKynszhSnS4TtBBSBjGTmkqV2ubmgNcDkma/2iI6G3GxneSFefkKxQso6jKTnIrSpSjgEnA6CtiVJOBWbMlWc1sWre2EoRtQCeWck+usmUqHf31vbYWqKHeyOwLI345Zx0zWSWwkA+r+ipg3eVGXZQuCctSJKFnJxzqQHeKcmfp5ywXCzstMFrDLjZUByB6p5gqPnGO/lUfXEfd+aafnYMHQEQeIqClrcV4x2XkkhBG3d5+/upaOPE8MMJtQNhpcEp6KY0BqP3QNyjtW1G9pUSMpW/tHglQIzkcjzJ5Y8wFYcV9B6d0/bnL5Y3MdrKisBgEbWypp1SyOZyCUpx0wQoYrDSeg7Uti4MXe9RULjKafjvNPbQ6SleEpKgN3qHm5E1HtwuUzfKgLkLUy7IS6oKOcqRvCTn0BavpqWo4NoBtRok70xjSastdkEvcP7zEtTd1RLcWgPRDtwSBuBGM45nu5Y89JSLAmVbZd1TMbIYS2QlPepXVJz3gA11aSs7V1M4rZU72MdW1KUg4UeQV1HT5/VRChuptM8NXdpKOzQ6phKh5fXkQccx6M9ahDS5jQ4SM4UhIDjGuSbJBBwa8retO4chzrRVIiFOQivQpQ6GvKKEkwvSSTkmgHBzXlBIHM0IlbwtHI5rSrBJx0rygkDrQTKJXgRjz/ADV9MP3GNO0cYPSdP/4hXzTbUkdelfTD9xpCccXynv8Ae/8A4hSt1S7l9K6KKKkTUV8HPD1Uf/tbcRwPlQf2SK+8dfBrw9f97fiP/wBUH9kimuShQECQcijerz15RTEqzCx6qyrVXqT3UJCFsooByM0UJF6Dg5q73g965Y4kcOU2CdJU7dbM2GHSvqpAzsVnv5YHzVSGp98Da49hxEmW5xxaWpMJSyUkZGw5J58ulW7HULKoG4ptUBzZT04hWJcOQ8SjaBk9PpqPrBqONarvuDhUlOdxTzAx6as9xE8GjWepmWtUtuXm7xG96+yihAbUCMgLQkDoMc/TVY9QaJ1mzcHYbOl1WZhCigvTCN2PQkGtJ5gyFWAS97yneNl4la81RIXGZku+Lx2mEhO5KOWcn+nz5p4WbgroSwKS8i1KkOp5hb7hUc+rlUl6b0hH0jpK0Wdx3tHmITSnFY5qWtO8/pXSZc3vuS3EEBtKikH75Q6gVIyk3viM00uJySYPE7eNsWMy1gctqAK0OTHHSfLpEk3dCrmqASQtOPKzyBPQH04pQYcR2QWTjz+ipgQdEkLNaCXUvKUMpBHMda0uvZ5BWBWiZcmW+RUKQ5l8bTnyh8xpC4BKlpyU2jvrglXVtH8IYprTtSgJJ7T9NNm5aoODhzkB1J5VE6rCIlPiVqBpsZ3cxSHcNYNNJIS4AfXUaXTWScqSytTqvQcJHz02pl4nTSe1d2p+9TyH+dVH2oDRStpEp8y9asRC6DILi1jbgHOPTnz0xZtwW++4pBUlC3O0SknofPXHk+evKp1KpqZFTsphqzSs7iVHO45PPrWayOmK017k1Gnws9xCcVgSfPRk+evKRACKKAQelFEpVvRMkoa8XDyuy3b9meW7GM+vFbW5vcsYrjopweRoU0tBXc1Dcu0zsIuCvYtYzyztBVj9FKHu7fY1lVY3omIwUU5LZCwoA8s+YZJ6UnWa8SbDcGrrECe2ZCtm7oCUkZ/TS8NdKucSVFurDRdfC1ocS2hICilXU4znnjr31Iwtzl0EqNwcDESErcM4zE+z3Zt11KXWnGVtbkBQPxt3XmOXeOdR9MIM50gf+If6aesWz2eXb/GrbPSyGnMoQXDlailPxifMc8+XXpzpKuGh7kxBRckvIdyp7ttp5I7PHlekHI+c0+qx7qbWgaJrHNDySdUrWBuZpx1K7XiSqbFSpfLmkkElIB68hjNNaILjsk+KRlrQ4gpdwgnanPX0dK1Rr1NjymZK1B5TCdiA4MgDGP113WXUUiM4Ir7wEZY2nI+KOZHT0k0wVWPhswEuEtk6pIWSgc+RrSTk5pRvUmO/IwxtIAwVD+FSbVeoAHEAypQZEle15RQTgZpiTVBIFYFQ7q8JryhOAXuSO+vCSetFFCVZJVjkelfTL9xjOU8YPXp//EK+ZdfTL9xg+Lxg9en/APEKVuqQr6Y0UUVImor4NeHr/vb8R/8Aqg/skV95a+DXh6/72/Ef/qg/skU1yUKAaKKKYnIooooQvUqINZhQPStdegEnlQkK2VOHggxFS+K5TtKkJtz5WB5sCoN3EHCqtP4A1hVP1ze7yUZbiw0shXmUtXsFT2UTVao6nelX9a4nx7PpBdrjtnaW8JKcdCMVR/itrx++XWf73LJIuTMB/s5kvcEMNudSjcfjKA646VZbV+hNYG1rvmjYqp8J1BLsVB+6Mq/hBI7wDnl1FU9asGu9LT5mnp1tlItc+49utT0daSgrUN27IxWycu9VTzqwmoJxL7mRgIO0AHOABj9VMSZeGosNLknBEALUtvPxjkkevOcfNWd91jEC3ll9PlKUevpqNr5riOt1SGQXFnkAkZzUhcGhItjDjoV28pwGTIe8ZkLzyT5W4+ocsCup/UYQySFFO9SlY9BOabWppMu2KbZXMivOusIfDTK8hO7HJXmI/VXLZLFdNUOLBuCWdgyUIQVLIz3CosR0CWF1XPUgGR2n6abFz1U22kqceSgecqqdtJcG9DMR1XLU7cx8jCWxLeCErWenkpPn5YJ76q5xWbhM6/vMe2shqMzJLbaEjASB3CoLRUdSbiT6bQ8wvbhrMLJTGJcJ/hK5J+ikCTcpc4kvvFQz0HIUn16CR0rMdWe/VWmsDdFvAr0dDWpLncqs9yeuaQGU5e0Vj2ic4oWTt5GiUqyorQFKBzmtqXAevKkDpQsqwcURgA0LcxyTzrXzNITzIQk4Oa2LUNvI9awKfTWNJJCF6FEHINZdovz1hXuDSZoXpWpXImhI7zXoCR35rLKQOooSwvGn3mVBTbiklOcc+metK0PVVwjQzblKCo5acbIxz8vmTk9Oe3P/ACikWvFK205r3N70qIgHVZE5Oa9TjnmtYX569Cx6qanDIrIc8k+avKCoY5kVgVk8k0IOayUrFYEk9aMcjnrXlCUIooooSoooooQivpl+4wfF4wevT/8AiFfM2vpl+4wfF4wevT/+IUrdUhX0xoooqRNRXyr8KzSel53hA6ylztO26Q+5OBW45GSpSjsT1JHOvqpXzB8KIZ48au/lg/qJq7YWhzyCNy9W7Edmo2q9qza7A4cHvAP8TedQh7yNG/iravsiPZR7yNG/ipavsiPZS1RWnwbOYL6E7UXf4hnst6ki+8jRv4qWr7Ij2Ue8jRv4q2r7Ij2UtUUcEzmCO1F3+IZ7LepIvvI0b+Klq+yI9lZo0DpRwJLWjraoLVtSUwknKvMOXWlcczU6cCdR6ctejL1Lvr0NMnSU1N+t7L+3dJWthbRbSD8bCg0ceimVGtY2Q0LKvihYrssptFOyMeQQIDROZgbjvI8wzVdfg/0rsLnvNt21Ocq8STgY5Hupb0322i23VaUCrMiQodoYSexCyOmduMmrNaxnaEjR7hBt0y3yYnuP7udkh8JS4/InMLUwraQVYRkFIORzrs1Wjh9NvkjT10s9k8Ruep5IaU1NCQzHMXKH0lK8DJA6+TnuFQtqNBnCuap35YXBrnXeADJ71swIOhAzgzCr5E4jcRIbCkQtZ3xplJKlBuY4EgqOSTg95z664Z2stVXIFNw1HcJIV17V9S8/TT84d2P3f4f8QtP2tUFVweethiIkSmmStKH3CvapxSRyT15047Bw+0bauHk2ZqiLZ3btEiuzG1tzkrUX2n0DsFKS9gko3eQhB5c9wqV1VrTotW1W657G99OpZmlwe1oAa0k4mtcHRAgZx6FALkCE4SHIrZJ65QK8TbbekbUQmBnuDY9lWo1Vo/hZcp+rLvKt9v7Xxp3YmJMbAYjBgKZeby8lPlK64CumMDNabXpThhZ52j71BgWhsLlx2HWZspK1SO0jkqWHEPKQtIXgklKCkkAimcOyJwrMbf8AcxpYhYuVGmBmuHFE/CY6VVxrT1vmPFDNnaedUOYSxuUR9FbGYMeA6rsIyY7g5HanaoVNvCGQ9A1Zq6OzbYBceb7MQ2roiJKSA8CTFeXlBKccwVc0+enfK0fw9vOqrrJny7XfVvXFlq5yJFwajqt0UsArcT2akocWlWUlSQQSnpzpTVa10YVatV5XZYrS6jVsbcIaCCA0kzh3QANciTmRAk6VxdmXHYhD8h/ZyWgKJx15EfOOtIErSel50hyXM09bn33VFTjjkZClKPnJI51Ztdl4Y6qVYLBdbnDZEPS8SSxOU+EZDMqQXmFYPx1tEEZ55A89c7ukODU3REa8obbjNS1MuOS0SUdpGcVLSlTRSp3cQGSfJDZPRWaDVYe+b8Ejb2ulkCpYoJIGVNsZzB0GsHLWRHMq0+8XSGztDpO2bCcbvE0Yz68V6rQmkkoS4rSVsCF52qMNGFY64OOdWL4wWmyQdF2+wWK22i3r98kpEdqJPTILkYoSlp5at6incMHmQPQKc2p7dwwvmnIGgLdqe1yXtFvwgUIaLPao3bJx7ZWEu7lr3jaTgJpMbIBwo7a3bwVKt9CGF7nAw0HC0GMRgEZkjfGueSqX7ydG/itavsiPZR7yNG/itavsiPZVnHNNcHn3Jc5NotzTduZv6UR03FWJBjNpXGKiV5yokjljPdShpjh/wpu93E2VGszdunxISnmvHvKiOOslS9u51ISkLAGTvIPLFGOmMy1I++rmpML32IgAT3jOeI113qqqdCaRUlS06TthSjG5QhowM9M8qHNDaRaVtc0pbEK8yoaAf6KmrhrbGr7pDXWkID0EXWWqC7CakyG2S4ll8lzYtwhOQk5xnmKkG52/hdcdRh+8xbVcnZOo4Nidc8e2IZjGIA64nYoA7Vj4/NOaUuY0xhU9rt922O0PousbXYeZrZiGEGCBkcRGv8J9FVFaF0ggJK9J2xIUMpJhoGR5xyrH3kaN/Fa1fZEeyrNQ9M8ML37i2K93aOyli1CZ40qYCEtsyXC6z1wFLaHkjrn11hF0lwhuOhoV9YiMBc51x19YloCojpmFKY5CnQraGdvLsySDu3U3HT8H4KI3vdDIx2P+KMmNjOYM9OE+n0KtHvJ0b+K1q+yI9lZq0NpJGN+lLanIBGYaBy8/SrTWrSPCS/3DU9vYsdrt7dvmuQ4kt2cXGQyltRS4v7slacq/8QJUnoMVq36Kj6CcS/a7deVsw7M/KSuXh8Mha+2CPKB5DHIc/K6UY2eAozfN1lwayw5y2QWsHfRGeY36Sque8rRx/wDVe1fZEeytjnD/AEu02l53R1vQ2v4q1QUhKvUcc6mjihpTR3D7Vdi01FKJIQ4bhcJCVlW6M89ujt47iI+wn0rNSvcrVKuVp1tctRXyx3PSD0ZtdmgxZLbjsfbIY2PIQgZbQltSwo5yOYIpXPpgA4RmpbVed10adGuyytLKmktAJGINGEYTJIOIAkZKnfvJ0b+K9q+yI9le+8rRw/8AVe1fZEeyrTMcLuGEO6uN3NVv3LuVxNvYRcW3BIYS2DGScODkrJIypJOMZrxnh/wnkuapjR4kOM4x2Zbdlzm3GoyvFQtaB2cgqSO13YV90x8U8xScJS8H4KPt7ce6ySImcDY77D/2FVwaG0kUqWNKW0pTgqPiaMDPTPKsPeTo0/8AqvavsiPZVrbjb9BXW1IRcHbZarbKtenW1uw5Y+6JMlKZCincTlA3ZyMjGTXBdNGcL7Y5LnXKzWiPLi2+4vs21i7dq0+lpaBGdKkrJ3LBOUgjPmFAfT8FJSvm6nZPsQBmAA1h3A9HPBjTfEqsTehdIurDbWkbYtauQSmGgk/NisndA6TYV2cjR9taV12rhJSf0irBWNjR2nuP1lkWpUWLaHIkSctKXwttlx2GlxxKVKJHJalAAnkRiliHf9GcVtSsQ5UASI2m7bIUp68yGxJnLXIRgANqbSrYlSsAqGE5PPGKUlgzw5KevbrDRc2oLCDSwB5OFstxTAiImQBrv5gqw+8fRf4q2r7Ij2V77x9F/iravsqPZVsZPC/hlFt8qUm1QHLU5NurTlyXc9q4zLTQUwppO/DnlkDkFZzitEjQPBiMdP8AZNsSITojKEvx1CPHEqjFb3afdioEOZHJCdpGOfIlOEpeD8FWF/3G7vbHOv8AAzdOXQctDnGeiqr7x9GfiravsiPZXh0Po0f+qtq+yI9lWLc03w8vvCy66ih2m12i5NNSH0FUorSVIdAQ02Q9uSsp5BC2zuznNQh1FSsFN88nRb92suy8uEw2VrSx2Egsbr6JBSH7ydG/iravsiPZR7yNG/iravsiPZS1RT+DZzBavai7/EM9lvUkX3kaN/FW1fZEeyj3kaN/FW0/ZEeylqijg2cwR2ou/wAQz2W9SRfeRo38VbV9kR7KPeRo38VbV9kR7KWqKODZzBHai7/EM9lvUkUaH0af/VW1fZEeyrr/ALm5Y7NZfhE9yLXEh9t7kdp2DSUb8eOYzgc8ZP0mqiAYFXJ/c7//APIH/wDqv/5dV7VTa2iSB/2Vw/ZGu6x0NmrTUpUmtcMGYaAf9xm+FciiiisdfLqK+YXhQ8uPGrv5YP6ia+ntV14jQYTutLo47DZWovcypsEnkK5rafbBuxlmZbHUuExOwxOGMiZ0PMvROxtewue8atUsxSyNY/iB5ivnscd1FXl9zbd+AR/qk+yj3Nt34BH+qT7K4bu8UfIT7wfIvaePLfEfe/RUazR8xq8vubbvwCP9Un2Ue5tu/AI/1SfZR3eKPkJ94PkRx5b4j736KjQPOssirx+5tu/AI/1SfZR7m278Aj/VJ9lL3eKPkJ94PkSceG+I+9+io5kUeTV4/c23fgEf6pPso9zbd+AR/qk+yju80fIT7wfIjjw3xH3v0VHOVGR56vH7m278Aj/VJ9lHubbvwCP9Un2Ud3mj5CfeD5EceG+I+9+io55NHk1eP3Nt34BH+qT7KPc23fgEf6pPso7vNHyE+8HyI48N8R979FRzI60eTV4/c23fgEf6pPso9zbd+AR/qk+yju80fIT7wfIjjw3xH3v0VHMijIq8fubbvwCP9Un2Ue5tu/AI/wBUn2Ud3mj5CfeD5EceG+I+9+io5lNHk1eP3Nt34BH+qT7KPc23fgEf6pPso7vNHyE+8HyI48N8R979FRzIoymrx+5tu/AI/wBUn2Ue5tu/AI/1SfZR3eaPkJ94PkRx4b4j736Kjnk0ZFXj9zbd+AR/qk+yj3Nt34BH+qT7KO7xR8hPvB8iOPDfEfe/RUcymjIq8fubbvwCP9Un2Ue5tu/AI/1SfZR3eKPkJ94PkRx4b4j736KjmRW2HMft8tmdDd7N+OtLjatoOFA5BweR5+erve5tu/AI/wBUn2Ue5tu/AI/1SfZR3eKJ/wDRPvB8iQ7bMcCHUMj/AMv0VKLxerpqC5v3m9z3Zk2Urc686cqUcYH6AAB5hXIF7fiqIzy5VeL3Nt34BH+qT7KPc23fgEf6pPsoHZ4ojL6CfeD5E1m2tOm0MZZ4AyADsh91UcymjIq8fubbvwCP9Un2Ue5tu/AI/wBUn2Ud3mj5CfeD5E/jw3xH3v0VHMijI89Xj9zbd+AR/qk+yj3Nt34BH+qT7KO7zR8hPvB8iOPDfEfe/RUbymvcpq8fubbvwCP9Un2Ue5tu/AI/1SfZR3eaPkJ94PkRx4b4j736KlD15uUm2RrM/NcXCiLW6wwfioUvG4j14FceRV4/c23fgEf6pPso9zbd+AR/qk+ygdniiP8A0T7wfImt21psENoRv77n1/hVG/Jr3Iq8fubbvwCP9Un2Ue5tu/AI/wBUn2Ud3mj5CfeD5E7jw3xH3v0VGjjNFXl9zbd+AR/qk+yj3Nt34BH+qT7KO7xR8hPvB8iXjy3xH3v0VGqKvL7m278Aj/VJ9lHubbvwCP8AVJ9lJ3eKPkJ94PkRx5b4j736KjWaBjNXl9zbd+AR/qk+yj3Nt34BH+qT7KO7xR8hPvB8iOPLfEfe/RUcyKuR+53HI4geu1f/AMulv3Nt34BH+qT7KlfgTGjx/dzxdhtvd4tnYkDP/a+ati4ey1T2nvCndTbKWGpPKxzGFpdphHNGq5Pbfapt5XDXsopYcWHOZ0e083QpXooor0ZfPyKr3xC/fldPy36hVhKr3xC/fldPy36hXkXZj+qKH9Qfhcuq2S/a3/y/mE3aKKK+cV6CiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQgkDqcV5uT98PprF3oK1VmWq3us9TAGypqdHGJlb9yfvh9NG5P3w+mtFFVu2zvBUn0cc637k/fD6aNyfvh9NaKKO2zvBR9HHOt+5P3w+mjcn74fTWiijts7wUfRxzrfuT98Ppo3J++H01ooo7bO8FH0cc637k/fD6aNyfvh9NaKKO2zvBR9HHOt+5P3w+mjcn74fTWiijts7wUfRxzro69KKxb+IKyrZpuxsDucKs4QYRRRRT0iKKKKEIooooQiiiihCKlPgf/AB1/Nv7yosqU+B/8dfzb+8rvOxn+9Nm+3/jesTaL6sq/Z/EFKdFFFfV68vRVe+IX78rp+W/UKsJVe+IX78rp+W/UK8i7Mf1RQ/qD8Ll1WyX7W/8Al/MJu0UUV84r0FFB5CikzVCb4rTl0TphLJu6obwgh5e1vxgoPZlRwcDdjPKpKTOEeGTEmJOnpTXHCCUw7N4QOkL6nWpgw5595KXXH9yUjxxtsrClseV5Sdzak5OOYpLtnhLWN0LVqHRl/sKVWd++RVSksrEmM0Elezs1qwoBaeRx1piwPBi13pK2x27Dq83d2bp2ZZbixOUhpttTyFLCm1IRlQDylHysnBzSvYvB81Noe4rmaKTaQm7aY9zJqbgoyEw5yEjC2goHLThyFo5dAefSvQH2DZhuPBVDge95RGggyTpJBdm0yMhuKwxXvExLYjXIb/782o5ypJ4Z8V0cRjJQdKXSzKYaakNmUW1tvtOAlKkrbUpOeXNOcim/G8I2zOalVY5ejr9Fhe7b9gbuq0tKjOS2iQU8l7wDjkSmuLgfwu1fozU13vt3sdp05b5sNmOm02ue5IYXISSVyAFJSG85wEj5636A8H+zWm/XrVmq7e3Ku0jUM+6QFiStbTTTqstq7M4SHME55fPVCrQuGz2m0Y82BrcAaZzIzg4oMHUy4dCnY+3VKdOMjJmRuHo6kss8ddPP6d0lqNNpuHYavkvRoqCEb2lNodWSvysYIaV0z1FJGk/CSsup5kCM/o2+2tu7Q5U23vyOwUiQiOgrcH3NxRSdoONwApqWHgzxTQ3pTSF6j2Nqx6JlTpcW4MS1renFxt1DKS0UAN4D3lHJ6cqRtA+DxxCsVysTr2ntOWM2iFPjTZ8O5Ovv3QPMrQlCkFAShO9SVE5/g8q0BdmzradUOqNxcot5e6amHfrAZIgnPMDMiubTby5sNMZTl/LO7z8ymp7i7ZGeGVs4o+501VuurcR1pgBHbJEhSUo3eVjkVDPOklHHiDL1C9bbVoy/3C0RLl7jyr3HZSqMzLBAUjG7eoJJAUoJwDTJt/DvjTM4SWzhRedOadiNWhm3tNTWbst0veLuoUcoLQ25Sk9550s6b0Hxl0JPnaW0o7Yfe7cL+9ehc3nVGUyw8sOOxuxKSlSt24Be7oc9apC7bopMqAvY5+J2GamWDKDInlAaDU5yDEKb6Ra3FuRAgTyc53iDu6finY/xp0+niNceGES2zpV4gW1y4I7MIDchaEhRjoUVD7rhSTg4HPrTZjeEq0qFfLlcuGWp7fF09IREmuvmOQh9SkJDY2uHn90SfNjNNiNwA4lw9QQuJzeqku6jZ1Mbw9aitAhqjOK7J1Ac2b9xj8ufLIpw37g/q646R4hWSOqF4xqfUDNyg7niEhlKmSd5x5J+5q5c+6phYtn6LmMxNeCGBxxOBDsQDyNMsJkHMZGNEzhre4EwRqQIGkSPTOSU7r4RFpt9wuSo2jb9PsNjl+I3S+R22zGjPjbvTgqC1BG4BRSCBQ74Suhke+9tEaa5I0c/HaksgI3SG3nENpda8rBRuWM5weXqpr3DhNxah2nVXDWxNWB/TGrLm/PNzkSlokwW5BCn2+xCSHCCFbVbh1GaQdZeC1qm6225SNPzYUa7KvqXWVqeITLtZ7He06QnkoKaSsDnzT6anoXds28tbXqBoMQQ8mRyc3D+EnlAjKNYyksfaLwAJY0nny355Dn3HpUnwuPNtuOuHtIQdKXh+NGuBtT1zQGy03JCckKRu7QI5437cZqUqr5deDfEO5cUI+o02rT8QR70mf74oklbEt2CP/yrrCU7XFfwdxV051YMZxzrmr9s930OBNgIMt5UGc+nPfzZH/iN+jYqld+Phxocsoy/75/OiiiiufV5YOgkDArXg+Y1vqL9VXHVj2r7rbbA/dluxo8ZcVuKUdghxWcl7cR5Jx3eY1au3ZkbQ2lzeFFPC2SXZCJA/wD69SvWKm6uSwECBMnzgfmpJwfMaMHzGo11rq3Utpv64MJbojrt7S5L7YCkxAV4W8B3kDpXDqu/3yBepse33a7rYiwoXi77LrfYpcc3De8Vcyk4HMA1rWPsZ1rWKbuGA4RuIeaWjPLIy4QNSM40m9SsNaqGmQMQn+w/NSxtPmNGD5jUY3C8aqlPzLfFuu95u4NNlhmShl15Hi+5aGVK5Z3eVjvANZ2nWF+8etbMRu43b/RpSH47hbadC0OAZWSraSnpkHnSHsaVuC4RtZpMTExlhLhJMATEAmBO/WE+h1sOIEevolSXg+ajB8xqHYeudUxGbddJUt1+ELMp6cnqpClPuIS6Md6cJz6BW+88Q7lEZsBj3ZYVEhtXCeAhSvGty0jsiQOXkb1ZPmFWD2KbbwopMqB0kiRmARORyyzAH2mnSVL2ttOMMEHUb90/99IUt4PmNGD5jTZ1vNuL1qgKsE3aqW8khtuQll2Q3tJ2tqVyz0NM6666uDOkIMSHe5TdzXLfZcekM/dkBlRKkLCMgn4qdw5HOeVZ129jytedKnVo1M3OwkZy2JJJgHLknz7pMgV6FlrWhrSyMzG/LXM+pSvg+Y0YPmNRlN1/dE3O236I6tdmVZ0Pz2R1aK3CjtQPOlWM+jNJStb6pbYjoEuT4tIt8RyXPAChDStZCncec8ufd1q9R7FdtqtDjUA850MkFpy1GsamREkwp2XdaXCch/3Tz9HSIUxbT5jRg+Y1GurtcyLJqm3wYd2X4pbWmVzE7SvxntCB5SgMDCfKyfPSfcdR6iN9neJ3K5oSq8IhxHd7YgoBCVbHM+UMgnHLvFR2bsY2m0U2VTUDWvbiEyN4EacxDspyPPITadhrva1xgAic55/1B8ymBHJIBr2vE/FGa9rnWM4NoZzLDcZMoooopyRFFFFCEUUUUIRRRRQhFSnwP/jr+bf3lRZUp8D/AOOv5t/eV3nYz/emzfb/AMb1ibRfVlX7P4gpTooor6vXl6Kr3xC/fldPy36hVhKr3xC/fldPy36hXkXZj+qKH9Qfhcuq2S/a3/y/mE3aKKK+cV6CiiiihCKKKKEIooooQmVxNVqUMWkWJV1TGMxXj6rWGzJ7PsV7Nu/I29r2e70VGWonuPgbT4uueiMXxgxkoMgNeMoB38iM9nu+L3ZqwVFbtgvsWGm1nAMdh3kTOf8A30AKlXsfDOLsZE8yr7MPhCGa+xan5YiPPIchvPob3NhLUfKHRjJSpXanPUeV6K9TdvCCfbjSFWWay0i3PR5CN7W/xt1xxaXAO8ISGUA5/hLyDyqwNFXeMzS0A2Wnlvw56R/3pzUXa4g/7rvWuW1SHZNvYeeZdacKAFpcGFBQ65FdVFFcu9wc4uAhaIECEUUUU1KiiiihCKKKKEIpAdu+loN6uiFONt3FmGmTM5HcphIOD6cAnp56X6jbWWg7zebre71aglqYuMy3CWVgB1OxaHmleYEKHXvANb+z1lsdstD6NtrGk0tyMwJLmgA9G880TuVyxU6VV5bWdhEa9MjXo/8A1OCc7o2wQI856GAzPaEVoNsqcU42sFWzaMnHMmtDMzQDWn13SPHbVBkJTb1oDSlLXsJSGdh55BJGK5Lvp6/XqLY7b2D8FNseZK5LL6O02hohSk5zgg8uhrG5aRXEsT2n7bY3bhHRJTLU89N2PyHFqJcWlYI2uA45nANdBRo2Esptq2p/COfyoqCMAdkSSQMXekZzrIAEq41tDC0OqGSc8xpPTv03rqjp4eXxmPbkQWXBcXVlDS21JX2jKQDnPNKkpwK2t3PQNitrN5aTHiRYzq7e04EEbVFWFJ+kcz6Kb1v0RqWdIs5vMi4NR4j8xe9M4eMtNrQkNpU4jBUSQc9eXWuZvhzqiZDZsjrjEeHHdmO9pJHjBcLqilOQFA7thzuJ6mtB9iutzuDq3g7ADLhjkRNQGDvJa1gyadZzBCnNKzThdWMb858IeuAN2/mTxUNEW2cLAY8Zp9duUoM7T5UUKJIHnGcnFcfu7oCxxw1GYAbuEZLjiGGFuHsAnakrAB2pxy5025WgtV3ZtiXLQhm6W60CJGkBwHe+hxQGefRbZ5589dEbTGr7FGeMKA487crdFjuLjSG0OxXmgRjKwUlJzz69/Kmi7btLcLrcXuMBzeEABcDriMjDHKE5y0jUhNFCzkQa0neMUAmdZ5t/ojmTnuz2hl2202e5pjOQ7gpLcBByQSB5O09RyI51yi8aB0rc1W1qKIr9vbSypTcZZQyhzCsKUBgZyCSably0Jrq+NNqmTojUi3wG2mFrbDhcfB3lSSCAg7gkZxW2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width=”308px” alt=”artificial intelligence engineer degree”/></p></p>
<p><p><div itemScope itemProp=”mainEntity” itemType=”https://schema.org/Question”> <div itemProp=”name”><h2>Can AI do pure math?</h2></div> <div itemScope itemProp=”acceptedAnswer” itemType=”https://schema.org/Answer”> <div itemProp=”text”><p>As part of DeepMind&apos;s mission to solve intelligence, we explored the potential of machine learning (ML) to recognize mathematical structures and patterns, and help guide mathematicians toward discoveries they may otherwise never have found &#x2014; demonstrating for the first time that AI can help at the forefront of pure …</p></div> </div></div></p></p>


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