{"id":643,"date":"2025-04-07T14:41:31","date_gmt":"2025-04-07T14:41:31","guid":{"rendered":"https:\/\/baseballatheart.org\/?p=643"},"modified":"2025-07-31T12:47:30","modified_gmt":"2025-07-31T12:47:30","slug":"what-is-machine-learning-matlab-simulink-3","status":"publish","type":"post","link":"https:\/\/baseballatheart.org\/index.php\/2025\/04\/07\/what-is-machine-learning-matlab-simulink-3\/","title":{"rendered":"What Is Machine Learning? MATLAB &#038; Simulink"},"content":{"rendered":"<p><h1>Explained: Neural networks Massachusetts Institute of Technology<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"305px\" alt=\"how does machine learning work?\"\/><\/p>\n<p><p>Typically, machine learning models require a high quantity of reliable data in order for the models to perform accurate predictions. When training a machine learning model, machine learning engineers need to target and collect a large and representative sample of data. Data from the training set can be as varied as a corpus of text, a collection of images, sensor data, and data collected from individual users of a service. Overfitting is something to watch out for when training a machine learning model.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/blog\/how-does-ml-work\/\"><\/p>\n<figure><img src='data:image\/jpeg;base64,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' alt='how does machine learning work?' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='402px'\/><\/figure>\n<p><\/a><\/p>\n<p><p>He compared the traditional way of programming computers, or \u201csoftware 1.0,\u201d to baking, where a recipe calls for precise amounts of ingredients and tells the baker to mix for an exact amount of time. Traditional programming similarly requires creating detailed instructions for the computer to follow. \u201cDeep learning\u201d becomes a term coined by Geoffrey Hinton, a long-time computer  scientist and researcher in the field of AI. He applies the term to the algorithms that enable computers to recognize specific objects when analyzing text and images. Researcher Terry Sejnowksi creates an artificial neural network of 300 neurons and 18,000 synapses.<\/p>\n<\/p>\n<p><h2>What is the difference between machine learning vs AI?<\/h2>\n<\/p>\n<p><p>Unsupervised learning, also known as unsupervised machine learning, uses machine learning algorithms to analyze and cluster unlabeled datasets. These algorithms discover hidden patterns or data groupings without the need for human intervention. This method\u2019s ability to discover similarities and differences in information make it ideal for exploratory data analysis, cross-selling strategies, customer segmentation, and image and pattern recognition. It\u2019s also used to reduce the number of features in a model through the process of dimensionality reduction. Principal component analysis (PCA) and singular value decomposition (SVD) are two common approaches for this.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 15px;'>\n<h3>What Is Few Shot Learning? (Definition, Applications) &#8211; Built In<\/h3>\n<p>What Is Few Shot Learning? (Definition, Applications).<\/p>\n<p>Posted: Thu, 06 Apr 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiNmh0dHBzOi8vYnVpbHRpbi5jb20vbWFjaGluZS1sZWFybmluZy9mZXctc2hvdC1sZWFybmluZ9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>As a result, there is likely to be a ceiling to how intelligent speech recognition systems based on deep learning and other probabilistic models can ever be. If we ever build an AI like the one in the movie \u201cHer,\u201d which was capable of genuine human relationships, it will almost certainly take a breakthrough well beyond what a deep neural network can deliver. The way in which deep learning and machine learning differ is in how each algorithm learns. &#8220;Deep&#8221; machine learning can use labeled datasets, also known as supervised learning, to inform its algorithm, but it doesn\u2019t necessarily require a labeled dataset.<\/p>\n<\/p>\n<p><h2>Types of ML Systems<\/h2>\n<\/p>\n<p><p>So, now that you know what is machine learning, it\u2019s time to look closer at some of the people responsible for using it. While there are quite a few machine learning jobs out there, an ML engineer is perhaps the main one. In this case, an algorithm can be used to analyze large amounts of text and identify trends or patterns in it. This could be useful for things like sentiment analysis or predictive analytics. Consider using machine learning when you have a complex task or problem involving a large amount of data and lots of variables, but no existing formula or equation.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"304px\" alt=\"how does machine learning work?\"\/><\/p>\n<p><p>Unsupervised machine learning can find patterns or trends that people aren\u2019t explicitly looking for. For example, an unsupervised machine learning program could look through online sales data and identify different types of clients making purchases. Training data is a collection of labelled examples for training a Machine Learning model.<\/p>\n<\/p>\n<p><p>This amazing technology helps computer systems learn and improve from experience by developing computer programs that can automatically access data and perform tasks via predictions and detections. Some data is held out from the training data to be used as evaluation data, which tests how accurate the machine learning model is when it is shown new data. The result is a model that can be used in the future with different sets of data. Machine learning starts with data \u2014 numbers, photos, or text, like bank transactions, pictures of people or even bakery items, repair records, time series data from sensors, or sales reports.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAUDBAoLCgoKCgoICgoICwgKCwoNCAoICgoKCgoKCgoKCAoICxANCAoOCggIDRUNDhERExMTCA0WGBYSGBASExIBBQUFCAcIDwkJDxINEA0SEhISEhISEhISEhISEhISEhISEhISEhISEhISEhIVEhISEhISEhISEhUSEhISEhIVEv\/AABEIAWgB4AMBIgACEQEDEQH\/xAAdAAEAAQUBAQEAAAAAAAAAAAAABQMEBgcIAgEJ\/8QAbBAAAgEDAQQDDAMGDwgOBwkBAQIDAAQRBQYSITEHE0EIFBUiUWFjcYGRouIyobEjQlLB0fAXJDNTVWJygpKUlbLC4fEYQ0VUo7TT1AkWJjQ1NmVzdYWkpbPkN1Z0g4S11URkdpOWw8TF0iX\/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAwQFAgEG\/8QANBEBAAICAQMCAwYFAwUAAAAAAAECAxEEEiExQVEFcYETIjJhodEUkbHB8FLh8QYjQmKC\/9oADAMBAAIRAxEAPwDjKlKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoIelTHgT0nwfNTwJ6T4PmoJilKUClKUClKUClKUClKZoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFVLeFnYIilmYgBQMkk9gqpp9k8zrHGpZm5D8Z8grdvRxsCLZRNNhpnxj9ovMhQe0+XnUeTJFI7u8eObzqGLbN9HqqokuwzvjPUDgoz9EOwOWYnHijy1ln+161AH6UtMr9I9XkA9iDtkbh9RrJpsZlIx4vVhf3b5UE+rxz61FW1\/EwWPdxiTgh\/BAIDSEfhMeGfIB5aoWz2mV+uCsQh7XZ62Zhu2tsG4HdWMDdXyu+6cH9qKuNUt7SMFe945MfS+5qyjh98xAC+rnUy0scO5Ahy0m80jdu6q77fvtwfWasp4Fk3EGN2RghPPLjxpDx7FEcig+YHtp1zL37OI9GKpo9vOVQWVsu\/ggrGVwCQAWI48SR9ZxiovWdj9PRA0heFpMlFWTJI8oQ5OPyc62Bs5eRtcGMYG9IPIODPHGB5gsW9j1VEbT6IJusnQ\/dHBjTjxRRwJX8HKheXYoH3xqSt5j1cWxVmPDVOq7KkDft3aUDmrIUf2Z4NWNEY4HsrLtT097OQhS3igZYHAYseAyOeARVd9CS8jMkRCXKfTX72UYyGAH0W4H3VYpl91a+L1qwmlV721eNijqVYdn5PKKoVOgKUpQKUpQKUpQKUpQKUqosLlWcI5SMqHcIxRC3BRI4G6hY8BkjPZQU6Ur6B2DiTgAcySeAAHac0HylVLmB0YpIjxuuAyOjRuuQCN5HAK8CDxHIiqdApSlApSlApSlApSlApSlApSlApVwLKXq+u6qbqA24ZupfqQ\/4Bl3dwP8Atc5q3pt5ElKUo9KUr3BZyzMIYIppppspHFFG80sjkHCxRxgs7cOQB5UFS5s5Y1iaSKaNbhOshZ4XiWaPgOst2dQJ48keMmRxHGqFdY92rpcw0fZ4rbzlLONhM4t33LYG3tY1W4YLi23nwoD4yVxzFcnUClZp0L6fHNqO7Na2V3BFbX00sVzci0iHUwmSFlle6t0EjXK28OHcpu3Llhgby5Rs30Z2F8Q51awjud2W8vbC170aG0g3bz7hp91NfmC4lFza20Y35FjSPUIXLkEbwajpWzX2CsLSR7m41PTtQsrJXeSK31Cyt7m6nj1FrUWsUbyTsqram3vZZBHIu5I0UZckTCH6bdHitdWuoYLeC1hDzNHDFeC9UR983CxSORwtjLFHHKsA4JHLCfvqDCqUpQKUpQKUpQKUpQKUqQ2d0trmeOFQfHIyfwV7SfZQbY6INnVWBLht0NMS28TnIB4L5uR99bC1C7JK4BOD2AnPqx9hq00KCNYo4UGVjCovA8x5MeU+2s+2e2ZUYYgE+rgPVWRnzRMzLY42Cdaa+j0yUl8K265RhnOcDPDiPPw9Veb\/AEu4Y43DgIEGOQK53T6iGYH1+at1x6Up7B7qqjSk8gqt9qvRxoaEm2aumlMqoeO\/wPZvjdIHmxke2kmzV4q7qqQBulR5DghvtPvroAaenYox6hXw6Yp7BXX20vf4armmw0meB990cFSWJwclh9EDzbxz6hVdNRdEIwQTn3Y5cfXn1gV0XLocbA5UHPmqGvNkbZsgxqQfKBU1ciC\/H9nMuvqskblgThSfISwXI3faMViuzty0Ui81J8UjzHl9eMV0Ft70ZqYy9vkFMtuZAHn44z2VpDV9OWKTJI3s4I3OIbPAFsZPEebGKtVmJhQvjms91DpAVHjWXA38rxHDIYdoz5hWDVnGqR\/padGXJi4r2nd3sg8Pt8xrB6s4Z3VSyxqxSlKlRlKUoFKUoFKUoPjg4OOBwcHyGusei7VtNurLcsYoYo1G7Pabq70bOCGE6\/34Phvuhzv4PaCByfUls1rdxZzpcWrskyEAAAssgYjMUqD9VRjgbvPOCMMARBnxfaV1401PhXxH+Dy9U1i1bdp99fl\/ePX+TZPS70TvbF7vT0Z7Xi0tuMtJbdpaIc5YOeR9JPOuSk\/0D9HHVhNRvUxKwDWsLDjEp5TyqeUpH0VP0QcnxiNza+zd5NNbQyzwNbTSIrSQFgxjY9mR7Dg4IzggEEVcarcPHFLJHE87xo7LCrKrysoJCKXIUEnhk\/XyqhbkXmvRPy3\/AJ\/V9fi+Dcaub+JrE611RXXaJ8715\/8AnXafpEa76fdO0zvV7m8X9NiGWCzKyukjSnLJ4iMBKiuQzFwwVS2OLDPNVTO2e0NzfXLz3RIkBZBFhlW3VWI6lEbim6c5z4xbJPGoatDBjmldTO3x3xXm15Web0rFY8eO8\/nb8\/6QUpSpmaUpSgUpSgUpSgVVFu5QyCOQxKwQy9WxjVyAQjSY3Vcgg7pOeNSOx2nQXN5bW9zMbeC4k6t5hugplW3ApcFVLSCNN4ggdZk8q6+GzlmLVrIW0C2rqytAsYRCG5khfv8AIDb\/ANLIBznjVPlcuMMxGt7\/AKMv4h8UrxJrWazbq7\/T+8\/l\/NxXU5sNsxPqN0lrBw3vGllIykEII35H8p4gKv3zEDhxIlukDo+ubG+S0jSS4S7fFm4A3pgT+pPyCzJkBjwGMPwBIHRXRbsXHplqIhh7ibde5m\/DkxwRM8REmSqjzlubGvORzK0x9Ve828fv9P6uOd8VphwxfHMWm8fd\/efl7e\/b3XU2xdm1lDpxRhZwGEmENuibqm3wJ2A3m3pgsrFSpZl4nBYHnTpu2VtdPvhHayZWdDK1vneNrlsKm8WJZHGWUN4wCnmCtbv6X+kWPTIuri3JL6dSYojxWJTkdfcAfeAg7q83II5BiOW766klkeWV3klmYvJIxyzuebMfxDgAABgAVX+HUyfjmZ1Pp7z7\/wC6j8Cw55mctrTFZ32n\/wApnzP+\/mfko0pXxmAGSQAO3kK1X0r7WV9D21A0zWdN1BsdXaXK9aT97bzo9tct61t7iZh51FRkGympOoZNN1Z1biGXTLt1YeVWWEhh5xXs7G6p+xWscf8Akm9\/0NB2\/wB2ltctns\/LbqQZdZdLJBwP3FgZLp8eTqI3jDDk06VwLWZ7R2+0V6tsl7bbQ3S2EZhthLpt4\/UxHdBVD1GWJ6uPLtlm6tck7oxDnY\/VO3S9Y\/kq9\/0NBBsoPMA1e6VqUsBlMRA6+C6tZAUVw0FzE0UqkMOB3W3gw4qyKRxFWjqQWUghkJVlIKsrDmrqeKsO0HjXygYr4iADAAA8gGB7hX2lApSlApSlApSlApSlB7ijLEKoJZiAAOZJ5AVuzo62ZS2QFwpmkAL57PIvD70fbWDdGGmAs9048WLgnnc8yPV+Otp7PF3mCYBckEr95EvDxpD9+\/EADsyKo8vLP4Y+q7xcW\/vT9GyNjNFDMHbiF5cAAP3AHIVsCJAowKsdCthHGoHkGT7Kv6xr223sdNQqq1VMVbq1VUf3VzEplQcOHCvYqkxqorD8zUsOJVVr4Ys86+b9e1fhU9UNpReoW4Ge0HgR2HzVz30x7IdTvSoMx5LAj6QQnB3vwt0kDPkYHtro+7XIrC+kjRzPZzIv6oqM8fbllBypHaGXeXHnqxjnU\/NWz06q79Yc57P2KSteknKvFFEmeHjAFnxjgRxxnysfJWs9f01reZ4mH0TwPlXsPurZUM8htX73CpMi9WVxnDKcgrn8IfXWrL2aR3JkZmfPEsSTnyHPKr2FjZpUaUpU6EpSlApSlApSlB6ijZmVVVmZyqqqqWZmYgKqKvFmJIAA4kmui+hzotWzCXl6qveEZji4MloCPKMiS4weLjgvJc8WbnrTL2SCWOeJtyWB0kjbAO66HKnDcGGRyPA10DoPTdZtZvLco0V3CAO91DSC4bAw0Mm5uxqzZyHPiY5twJq8r7SY1X18t74FPErkm+edTXvXf4fzn5x6R\/Lc+M6262st9OtzPOck5WKIEdZNJjISMHkO0seCjiewGG6LekWDU0KECC8iGZLfeyGXl1tux4yR5IBHNSQDwKs3N22O0txqFw1zctlj4qRjPVwx5yI4geQ8p5seJ80bYXckMiTQu8csLB0kU4ZGHaPYSCDwIJBBBIqOOFHRqfK3k\/6myfxHVSP+3Hbp9Zj336T7R493SvSx0YxagGng3Ib4D6eMR3GBgJc7o4NgACUAkYAO8AAOZ7qBo3eORSskTvG6nBKvGxR1JUkEhlI4EjhW69O6ecWrCa0JvVUBGRh3tK2PpygsHgGeO4u\/nsIzw03rGoSXE0txMQ0tw7yOQoUbzHJ3VH0QOQHm7ak41clYmLeI8KfxvNxM1q5MH4rfi7aj6\/8At8vPn52lKUq0wilKUClKUClKUAj666D6Aukfrgmm3jkzoMW0zHJnRRnqZGP0pkUHBPF1Xj4yktz5XqNyCGUsrKQysCVZWU5VlZeKsCAQRxBFQ58FctemfpPsqc3h05WPot9J9p\/zzHq7keNSVJVSUJKkgEqSpUlSfondZlyOxiO2sd6R9q49Ns5Ll8NJ+pwRE462dgdxfLujBdiOSo3bgVrDZnp6jS3iS9trqW4TCySxdSEkUDAkxJIpWU8MqAFzkgjO6NcdKm20mqXXW4eO3hG5bwsRlFOC7ybpIMrsBnBIAVRxxk5GHgXm+rxqI\/X\/AJfMcT4JmnNEZY1WPM7869I+f07fmxrVdQluJZJ53aWaZi8jnmzHh6lUAABRwAUAYAFW1KVuxGn2MRERqPQronuF9lrW4v8AUdQuo1lOiwWjQIyh1SW6a5JuArDjLGliyqezr2PPdK87V1F3BH6ntN\/7PpP83VqPUJed2BrjuzwWeiRQud6OOSC7uJUQ8QJJY7yJZG8pCKPNVH+662h\/xbZ\/+I33\/wBRrTHRZosd5eWdrL1pjlSVikRRZ5zBaS3CWtqZfEFxcvAlvGWyN+4XgeAOcx9GgvriY2tvqGjRQw6Sr2d3YanfXAvb03MQW1WC3eeSwL6fcObmUDdJ3QrHdUBl3911tD\/i2z\/8Rvv\/AKjX1O672hyM22gEZGQLO9UkdoBOoHB8+DUdpvQfeR2Oowypp81\/dNokds4aTq7FWuo57u678nt1jlthaT2YkmtGmCi53GwSFbVu3+zsdhdtax31lqCrHDJ3xbOrxgyAnqn6uR1WRd3JAduDoeBJVQ6I7pyG21fZnS9qFt47a8Z7eKfd4l4pWkgeF3wDMI7pEaNm4qpcDG+a5YrqPbT\/ANGOn\/8APWn\/AMzlrlygUpSgUpSgUpSgUpSgV9A+uvlVbVQXUE4BZRnycaDammQm2t4UUZfhgcPptzc9hweAJ5YrYfRvbYdAOJJDSN5W4kewZz++Fa8Cb0ycchVwPUuMn2sw\/g1sXo5m8cAccZ5eXt\/P8lYue3mW3x6eIbrt28UYqqrVa2oO6M1UDVQ8tWIVi1VFJq3DcarRt6qRD3SqCa+ocf2V9T116ZPz7KliHNjeHZ+f5KqI3nqkoqrGBU1EVnyblUbejh7av5sVHXR4VN4RT4cx7Y2ZtdSmjjGMuWUEeIyt4wB845eytdbe6pHLKQsUCsvBnRN3JHPjnxz5+Fbm6YYAb\/JxnC48o3lGD7xWgNfgKXEqnmHb6zn8daGDuw+RGpWNKUqwrFKUoFKUoFKUoFKUoFKr6fZyzSJDBFNPNKd2OGKJ55pGwTuxRRKXkOFY4UHgpPZXm6t3jd45EkjkiZkeN0aKSN1OGSRHAaN1IIKsAQRxoKVKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFdJdwZrdul5qunzSLHLq9vad75IXrDad+ddHHng0nV3gcLzKwyHkprQOyegXN\/d29jZxma5u3KRR7yoCVRpHZmcgIiRxyOSeQQ8zwroTZboHstK0u91Xax5IXiLJaW9veMsscqMRBNFJbMOvu5ZVVoo8lFUBnGSwiDFrvuUdo4yYkTTZ408VZBe7gkUcAxSWIFCQASvHGeZ51X\/ub9rt5nzDvunVs\/hht94\/1t25vHy8QkjhyrXVj0r7QoioNa1fxQBxvppeOOxpWLEes1X\/Rf2h\/ZrVf401BsGz7nTbCJ4ZY2iSS1CLA66wwaBI3WREgOPuUauiMEXC5UHFXW0nQBtlfPG14bGZogyIWvYYkjVjvNux2sCqu83EkLkkDOa1p+i\/tD+zWq\/wAaavj9Lu0JGDrWrcfJeOp9hXiPZQb17pCBNG2Q0nZ2aaGW\/d7d5FjYkBIXkuZ5kDgMYRcvHErMFLb2cDdYDlOst6PbaDUtZs4tYvbpYL6cR3N69wZbgkxuIFee63yN+cQRb75CrITwxkZl0+9BN7oZlukZbjSTNHFDcGRTcp1q5Rb2NUVVIkBj6xPFY7hwm9ugNQUpSgUpSgUpSgUpSgV6i5j1j7a819Q8QfIRQbZTxQ5HPxEH74nOPz+9rO+hNw0rg8wM+rjWue+QWjbBAYI+D507fYxNZ90IH9PzKOW6x9zcPqrFzx5bnFtuYb4U8BX3dJ5VTdsDODw8lQupavKv0Ubhy4ge05ql0tOJZAFA5kZ9decHy5FYPebQyAcY3J8zDj7fJWP3m21wnBY3XjzyMezBzXcUOvTbkcpFV5LjA8x9tagsttLgkEq5B5nBIHurMNF1dpQM5ruI08nuywXfGvFzqCqMs2AKibtnVd7zVge0mozMCN5I07WZsfUOdS07o7tjLtDAeBb1ef3cqpz6pEeR4eXmK0nFeWyt92vX58gGQfYTj3Vl2iG2fhDIXOB98TnOQDx8uDx81TREz5hWtZh3TLIBqSjlv28fb5WcKf4S1ozbKPFy5zkvhifOf7K3j02WBS5tG4kG36vPPisjkcf\/AHg91aJ2ouesuHIxhcKOBHL11dw+foyuV\/dF0pSrKmUpSgUpSgUpSgUpSg3R3FNuH2ntjjPUW2oSjhy+5CHPm4XBHtrEu6EnD7R60w\/x6dPbEFhP1xGupe4b0vTZNGjuorW1GpWtxqFrc3YiXvl9+Xr40abG+0Xes1oAmd0GPgMg1qPu4tM0q21K1isbaOG9nS8vtQkQkdabufehaYEkNM0iXrZ4EKyg8CmA59jQkhVBZmIAUAsSScAKBxJJIAA8tXOpaXcQbouLe6tzICyCa2lti6jgWjEyKXXPDIyKo2eOsjzK8A6yLM6KWkgG+MzRqrKXeMZcAMpJQAEcxtjabb3Q5L29ubqDUdYjuW0+OF7mLvY6faQ289veNZouoObq4dDaSR9Z1Q62Mud0ou+Goq9yQsqo7I6pMZFjcoypI0WOtWJyN2Rk303gpJXfXOMitz9KEmy8Nzc6cLDULR7UNaG6gtYjIne01kyMiXOobl7Ncx2+onv5hGRHqUGY5d0lYnbjb61u9KksYLi8tora9vO8dNWzihhl095tPex8IywkiRrWG3vVyzSTSTGGRmYbxoNV0pSgUpSgUpSgUpSgUq80XSri6mW3tYJ7meTO7DDC88hAwC25GCQoyMseAzxIraWj9zXtRMu8bCK2BxgT31shIPaVt3lZfUwB4cqDUNK3xF3J20h5toq+u\/uD\/MszVT+5K2j\/AF3Q\/wCPXX+o0HnuLNX0iyv9QvtTvbS0ktrWKO1E8qxdYJ5HN00Ac\/dZlW3tlCJlsXDYBzXrurumyy1xLezsbeTqLK4NwL6VeqklPUyw9XBARvRwsJgxaQqxMSjcGM1TfuTtpB99op9V\/cf0rMVQfuVdph95pJ9WoP8A0rYUGjqVvJe5U2l3Sd3SQR974QfePqxbbvvIrWG3uwup6TKsOpWc1q0merdt2SGbHPqJ4WaOQgDJQNvKCMgZFBjlKUoKltOyOkiNuvE6SI2Ad142DowDAg4ZQcEEcOINdEbZd0pHquz97pmo6fJ3\/cxokc8Bj7yMiOkkdzIs0nW2zpJGrCNRKCUHjKGIXnWNSSqqGZnKqqqpdmZjhVRVBLsSQAoGSTitobNdz5tNdqHXTJII3AIa5nhszxxwaGR+vjPHk0Y5UGraVvSHuUtpTzGkJ+61CU\/zLVqrf3Jm0f65on8fuf8AUqDQtK3rJ3KO0o5eBz6tQm\/pWgrz\/cpbS+TSP5Ql\/wBVoNGUrc9\/3MG08alha2U5H3kWoRbzfue+hEvvIrV+1ezF9p8og1C0urOVslVliKCQDG8YJBmO4Ubwy0bMATgmgiKUpQKutKQGaIEZBdAR5sjNWteonIIIyCCD5+HkoOtdqNEs7m0lEcEcUtlHIiMBusGRDuDeX6cZGDxzzrFei0iK\/U8i4VD599Bz8++p\/hCsq2auev0qKVTh7iNc5PEtEgjO8e0kAH21A7HWH6ejAzkSIxz2KhJPL1ge2sK243WX1V6Vt0XrGomIbsmHDNYltDO4yEHjcQDulsefdH0vVkVlztwqOvLLJyBVWLalPFWtJbKeZ9yQvDFwy5w8snl3cfc4R7M1hG3Wy7pcYgScxkKV4NIWyOJ3lGFO9nIY+fka3fdaex8lRd1pJ5MxOeGBwq7jzRHohyceL+sw1psHotyud5WjA3ceMCG4eMGUHxTntrcuy1twG8ONW2jaGsYzg\/b7\/LU7EgXGOYqvlvueyatNRpJ3UAMbDHYffWoNoNFczBn4x545bGM+Qfjrc0B3l4+Q\/ZxqCvdOSXgef1e2rOLwrz2t3an2p2U694WtdxAqhXGVRRwcMSAp6zeD+vhU\/slscIJBIjsAVCsnDdOOTcsg1mNvoyDhhak4bQDHCp7ZJmEMYq1ncerUHdFR7kVrL43idevDy4RgfZumuXJXJJJ5kk11N3UufBqMpIKzry8jRyg+zlXK9W8H4dsfm9smilKVOqFKUoFKUoFKUoFKUoN7dyJ0tWeiTahFqMksdpexwyxskEtwFuYN9Su5bqzgyxSKN7G6O9lBIyK1V0k7UyapqV7qMoIa9mZ1QkExwqBHbxHBIykEcSEjgSpPbWPUoFKUoPUkhY5YsxOMkksTgADJPE4AA9leaUoFKUoFKUoFKUoFeo42YqiKXkkZURBzd3IVEXzsxAHrrzWT9EkQbW9FUgENq2jZHYR39bkj3A0HUe1+u2mwmk2dlYW9tcazqKb81xIp3XaML11zclCJHhWSTq4rcMoAJ8bxWLaC17p92muWLNq08Kk5EdvDBaovmVo4+tI\/du3Osv7vC4ZtoolJO7FplkFGeHjXN8zEDykkD96PJWh7aBndI0BZ5XSNFGMs7sFRRnhkswHtoM9Tpu2mHLW9Q9ot2+t4Sa+npv2mP+G7\/wDg2w+yCrfazo7GmxyJqepWFtqSRh00mJJdRud4qrCO+ntR3vpzFXUjeeQMCCOHGsE3hyyM+ugz9umnaQ89a1H+HGv82MVSbph2iP8AhrVP4yR9grAxKpzgqSvMAgkevHKtq7V7N2kNprTJBGJLG02BMbDOY57+zhkvXTjwM2XZs5yWzQQ9n0x7RRyCRNa1TfGMb9x3xHw8sNyHib2rXUXRJtvb7Z6Te6Rq0USX0MalnjQAMGysGoWauSYZ4pcby5KglfvZdwcR1uzuJLkptNAN7HX2eoREfhDdjm3ffbhv3lBpzVbCS3mntpgomtJp7eUDJUSwSNFIFzxK78bYz2VbE1nXdB2nVbR60m6F\/T9xJgcP98btxvetuv3j52Na\/vv1N\/3D\/wA00HXvQ\/s7p+yugrtNqkJn1G+SI2sOFEkK3Klre1tusH3KeSLMs0mN5EV1wRGd\/VW2vdJ7R3rsYrpNOhJbdgtYkBC58USXFwryu4HAshjB57o5Davd1yOdJ0AgFYWlZivYJe8x1QOPJGbmuSKDYtp06bTxjC61e4H4cdrOfa09uzH2mqkvT1tQ3PWrr2W1in821FQ2znRtqN1ALwpb2Ni2ANQv7qPS7NycbvUyXOHuA2cBokdSeGaxF1wSMg4JGQcg4OMqRzHnoM4uemLaJ\/pa1qn7246n\/wAALiqcXS3tCowNa1f23sjn3uSawmtkbI7F2k8WiPKZgdUXbJpysmMDSLAz2hiGPFxKGLA53gMcKCjp3TdtLC2+ms35PkkMV0p8xS6jdfcK3v0RdNFttJ\/\/AMDaSztJHvQy286I0ccsqozBWUsWsroKrMk0bAFgQNxt0PyKhyAfKBWR9Fyk6zo4U4Y6rowU+Rjf2+CPbQX3TNsO+jardaczNIkJSS3lYANNazDehd93A3xh42IABeFyAARWH1v7u9D\/ALooOHLSbEHznvzUTn3ED2VoGgUpSg6M7nfUkudOksgQs9rI0igni8cgAIXPkZfiFZ5pdosV3EwXGesVifpb3AHPtU1yx0e7SPp97DdJnEbDfXP0kPBgfZmurTqUN1Ct7bOjpkMWGCVJxlWA+iwzxrJ5mKa26o8S+g4HK68UY5818fJmaNVWIZ58qi9Ou94VJq4ArOntLSiXuWBTyzVo0Kg8ABj1fbVZrj8\/yVF6he8\/qr1NSm1Se6UczxqtaNvVjtq+9IHc+IM8ezh5ayCyvYxxDKQeRBB+yvYq6vXSdtUAGOefPw9lRpcb+Pz518Gpr+fDjVu\/HxwRwYD8tW6doUskd0gsWedfJnxXyF\/LVnqMuB766qjt2aN7q3VfuFtACwMkjOQORCDHH2vXO1bW7pW+L30ce9lYoh4vDgzEk\/i91aprUxRqsPnuVbqySUpSpFcq50uwmuJore3ikmnuHWOKJF3nkkY4VUH4zgAAkkAE1bV0D3BukJLr087hWNjYTtECMlZZpoYesU\/ekQm4T1Tnz0E5s53Ltva24vNptYgsIvF3oopoIEjZj4sct9ego7nluRx88hXbgTcnZroxi4SahPORwyLvUpgfODYxhT614VqzuotvpdV1u6G+xs9Mlms7SLPiL1LGK4nA5GSWZJDv89xYl+9rVlB1MD0VL\/jLkf8A4nP5AauF1\/ovXlas3rsdYc++Uca5YsLSWaRIYIpp5pTuxwxRPPLI2Cd2KKJS8hwCcKDwBPZUjtNstf2O53\/Y31mJeCNPay26Ocb27G8qhXYDiVBJHaBQdLHa7oxH+D8\/9V3+fiFeDtj0Z\/sYx\/6svB9prlSlB1Q213Rmf8GSezT71fdh+FU32n6MTz0+4HqtNTX645a5bpQdPtq3Rc3O0vV4dia6v\/hzc\/PRbjorP95vR7dpPxSGuYKUHUQ\/QqP+Nr\/+pv66+LadFbcprtfWdo1\/nx1y9Sg6jGg9F7cr25X\/AOI1lf8AxI6r2exnRm7YGqMM8B1mp3VuoPl35lUD2nFcq0oOkulHua4haNqezV6NTtUV5Gt+uiupGjUZY2FxagJclR\/eWG8RyZmwjc2KcjI4g8Qa6G7g\/aSaHWprAMe9tRtZpWjz4oubYxtHKo5KxiadCR9LxM\/QGNTdMmlra63q9vGAI4r+93FAwEjkmaVEUdgVJFUeZaDE6UpQKzToIj3toNFH\/KNi38CVX\/o1hdZ\/3OS52k0Uf\/fFP8GKV\/6NBnvd4rjaOL9tpVif+1agPxVovTTD1sXfKzPbdZH16RMiTNBvDrVgaUFBIY97d3hjOM4HGt7d3p\/xih\/6Jsf871GtA0G8f0R9GW3gtribXdciiutOlgXUrGweXToIbyKa5VbsTyTXZktlkh6jPUsGx4i8Dc650tbOzq1ougLBYNaRQSbkcS3UrWOoLc6fFG6y\/cY2thcLJNnrGkuxnKwhm0ISK8pMpBIZSBzIYED145UG9ekHpF0TUbWbTZTqLxl57my1Dwfa2w0txgWumWWnW0n\/AAeLcNDI5k3mkKvukKGTGds9s7K5h1oRGdX1RNjXgRoSAr6VZm0vIJWBwu6X31cZVurwOwnH9a2Wjh0TTNV61zJqlzqsRjLJ1aw2TRxpJHhd7eL9dvEsRho8AYJan0eabBcJrJlUP3lo15dQneZeruY7vT4opBuEZIW5cbrZBEhyOVBi9bS7kt8bVaP55NQHv0y+FatraPcmrnarRv8AnL8+7TL4\/ioL7ux7MR7U6gw\/+0Jp83\/Y4YT9dvn21pq+\/U3\/AHD\/AM01vPu3T\/umm81lp4PrxMfsK1o67GUceVW+w0HbvdpWYk2WsZf8WutMlH\/vLaa3wfN+mB7hXExrt3us5QdjLb0jaHj\/ACb\/AGIa4ioN7bParpLWdvb6trOl6ppdtb7scEmkX1vr+nsYv97aTPCh3VScRrmSV4WWMAhUHD7szf7DwW2mLPbT3d7KdI7+LNdC3ga6soYdSlZyCrw20nXziJCz9fLhAEQbuiKUG9NJ\/wBqcdlDa3M1hIl1ZwwG5h0+5n1i31V2XvnUru5mVFtNPt5FxHaw7\/XRvnDjeDRWl39lBBpVp4RsGls7TpBtGuI5HNvHc39rLHYzb8iKwt5xKqo5XiVI5isA0HZZ7iw1bUFkVE0RdLZ0KFjMdQu+9EVX3gIiuHfiGzuY4ZyPHR5oyXup6dZSFxHfXtlbyFSFcRTTokpjLAhXEbOQSCMgcDQQK8hWfdzraiXaTRUIyO\/Y5PbAklwp9jQA+ysEkUAkA5ALAHygEgH21sbuXmxtRov\/ALROPfZXQH1mgzfu9R\/uig8+k2P+ealWgK6A7vf\/AIxW\/wD0RY\/57qdc\/wBApSlArZHRVr0tuFWOTCTydVKh4oVbkWHYw7D2Z8ma1vWQ7ITfTTtHjj1gFfxioc9d0lNx79N4l1ds7dk4P1erGfrrK1lyPPWqdi789XDvNljugntJ3EzveQ7wP11sG2usge0eo\/mR76+etHd9ThtuFa+ut3trGbi9aWQoOCr9Nv6K+c1MzQ72fJzrF5rlYmOcbpyxPLieWc9m6BXm1rr1CX1e7VYiigY3fJk\/nkisOiilt5uDNh1yE+9PnI5DB7auH1qJzwc5H7VsDsByRjkD7zVzaXil99iv0QAfKOH1c\/fXddobXtK2g1qZjuMxQtyIXO8PWfo8c9lZ5oURWMEyM5OObcB6gOArCYolc5++DFvNknkD2DHD3Vk1nOVHHIz2Z+oD3VYi2oQ9U+rK434Dz+eovaG4wvDng\/2+\/FfbK8B4Z7PV9RrEulbWO97d5QSCqsB6yCB+WpsfdXzWiO7m3pU1AT6jcOBjxt3+DwrFqq3Uxd2c83JJ9pqlWtEajT5y07mZ9ylKV65K6s\/2PGx+663cEck0uFT62vJJB9UNcp12D\/sebDvbWB2i4sifUYZAPrVqDk7aU\/py8Pabq8J9ZnkJqlo+nS3M8FtAu\/PdywwRJnG9LM6xxqT96CzjJ7Bk9lXG1y4vr8fg3uoD3XUo\/FVTYzaFtPvrPUFXfOn3EFyU5dYsThnjyfol0Drns3s9lBvPSdnLfT7I22jahMdT1TX9P2WvtX6kRrbb0TT3SaKEcTLCJTEjyF1aU253So6txKWGqXVrYRwWjxafpt9IOp1XaieS5k1S6RXeNrPT5A8Ok2vb3xJGAUeMkswxV7c7L+CryeMRT6rpOn7Q22vM+nyJNquk3iKuLfVdPcFrmzaFsdZDg7qmTe5JWIaVpN9pI1+S+1Oz1GaTSpLw6fcNd3j3uLjTyl5rNhfxqbKRYpBF1dzuzjrnCYCb9BFdMmx0w00ald6Xb6TqNpexWV0lrGsOnajb3MLzWuo2Sxs0Qk34njfqWIbeLNunxFxno26NlvLS41TUL+LStIspEge6eB7qW4uG3T3vZW8ZDSvuuuWGcFhhXw+5sHa3Tlhj2u0ndcaLpNpo+o2KSTSTJp2q3MNjJbwWL3DM0a3LXt\/GU3j4gI++Ymw0XSZtX2LgstNQ3F7s\/qtxdXVknG4lt7pbox3EEQ8afHfW4AOJ6iUDJUAhiu3vRrbw6d4Z0nUk1XS0mW3uHNq9jdWMzboQXcMxyUZnQB8JxljwrBt+sKm2bv1WV3sNSRLb9XdtPukSDxQ\/6ZdosQeIyv45HisDyINbd0zRbnRdkNoZNUiktZNoTp1pYWM6mG4drZ5JJrkwP48QVJi3jqrfpQZ+kmd27c3O1H+3Wyjtl1A6M3eYYLE5002pjPfxu3C9ULgMJt3fO\/kQheDDIcW6TpdxcuY7W3urqRRvGOC2lunC8t5kgRmVc8MkYrzBptw5lVLe6drcMZlW2ldoAhw5uFVCYAp4EuBg88V1RoBsotD1I6Qm0LIdo9VWc7PyQpfrAlxL4OXLxvJ3h3p3tuiLA8byM+ZFtoJ4tS2hvo7W70+\/tdjROzXJspbqW5g65oL27WyZolnKJArRuqEd7jxAu7kOSNW0q5t2VLm2urZ3XfVJ7aW1dk5b6LOillzw3gMVsvQ+hSefZ2XXRdIkqxXl1DpxgzJcWVlMkVzcrL1oKhQ0jgCNgR1XEdYCMo2pkv8AW9ltnBNLJdahda\/c6fFcyDrJQky3KDrXAy0alYnYn72AE\/RGNmTbR7O2ev2Ma6\/1Mei2h2eOlHR7ya3ZOMMyT3yr1QczpbF3OQDZgMfpGg5l2H2GN9p+t34uRCNn4LOcw979d313y1yu4JOtXvbd71zndkz1nIY44dXROz2ybaVZdI2nMDu2cGlJCTk71s8moS2rEnmxt5Ic\/tt4dlc7UG8+4ai3tpQf1vT9Qf1HrLVM+6Qj21jvdY24TarWABgNJYv7X06zZviLe+sk7hdsbS\/utN1Af5azP4qxnurpt7arWT5JbJf4Gm2SH61oNYUpSgVn\/c5ShNpNEYkAd+qvtkiliUe1pFHtrAKyHoyv0t9X0m4kKrFb6lpcsjHkkaXkLSOfJuoGbPZu0G2O7ufO0aD8HS7Af9pvz\/SrVHRrd2EWpWkupxddp6NN3zF1QmLo1vMibsZ+kwleJgewqGHECt2d37ozR6xY3mD1d7YCAHHDrbO4ld8ny9XewcP2prnGg6Ct+lnZgzI3+1+C2hhm0W83FtIJne5iQWt7EPG6tbaK3ZXjXC9ZJbyOd15Qa923SdpUki+E9Ql1a6V7uez1ebZmKGHSJGt5Y4I1sUcz6hH10kcvVsDHG1vCVGVLDnqlB0lo\/SHoN3eaeZTGJ9D8Ld4y38EVhp9\/eXaW9wuoaitonUaVm9guiFKHdM1u5JdWAhOlPaYySX89\/JpME15oj6VbW9rq42gvOti1Czv0OqXFspCiZYpVR3ICgKMAZNaIoBQK2\/3G9tv7U6e36xHqMvvs54f\/AN+tQV1J3AuxTtc3mtSKRDDE9hbEjCySSPHJdSLnmI1hhj3hwzNIOanAay7rvUOu2o1TBBFv3jAD+4srd2HsklkHsrUtwfFbzK32VkHSFrAvNT1K8Vt5Ly+v54255hkuJGhx5hCYwPMBUBMmVYfhAj3jFB1\/3Y94Y9l9Ats4aabTyw8qQabPvewSSQn2CuP7gndbd+lutjt444evjXXHdW2\/f2yWz+qQjejgGnu5\/W4byzEfjeTFyLaMjyvXJVB0DtLZbCRlrayeaaaddat1vJLq571tXa3a4sbws+RP1VwsFnEFwGV5nl3yFLe9UbZWRzHIdm4NFkis47N7NLttpYrh+p3ptRlZSVjRmuDKLksNyNQoZzk890oOjdVm2eMN7o8d5o1j4VudJeSbT5ppLBdMsNUjEMV1e3kjrc6qba9u7lnRVX9JqHwec\/rOn2drqGlSx7OTaNaaLq1nLd6tLb2lpapbbve8KR3sUhfWYpLiSGdrmViybpzujeI5Tr67EhASSIgRGCSRGDzEYPCMHyDFB4jjKgKSCU8UkMHUleBKsODAkZBHOs36Br0Q7Q6LIf2Qs4vbcP3sP\/HrCq3V3HWwUmo63DduhNlorC6lcrlGulH6TgUn++CQi44ZwLUZxvrkJTu9D\/uih82k2P8Aneo1oGtvd2Hrq3e017uHK2EdrYg5yC0SGaXH7ma6mjPniNahoFKUoFZJshMkR63dMjnKlRnxV\/CwOfLlWN16RyDkEgjtBxXN69Ua8OqW6Z23XsVtGrhiisNwqSpPEZYrvebiO38Ktp6LqoZWxnxc8zywOXnFaQ6D1Wa6NtLuq91FcKjcmyI+s3mA4HHVAj1VmD3MluZI5Mq8bFWA\/BYAE+rP86sTkYem2m7xM267bSh1IYxkZZePHt\/MVELZLK+XAPHAHlAx9f5ag9m4ri54wgERjDuxwvEZUZA4tjsHkqegR4WUTjdY+KrA70Z9vY3LnjlVW1ZhrV+\/G0zFYREHKjHIYHLHMGou90m2c8sHiPJ2k5+upmPjyPPn7eGaiNUk3W3sYBcezmB+frpS+nN9w9W2yUfDxmHI8JCDw9XKry405R9EuxHlYt7OPmpZahvDHEMM54fVjsNXUYJ8\/nxVmL9SOK9SHkn3ACSRgtwJ48B2eWtbdMmoG4tWRSCRg4yAeB8p7Rg1sTaiZVViSAccD5Dx41ojpA1MZY4PjHd3cjDLx4j1nPHz1ZwR3hncvxMNcOhHAgivNeXlZWwCd0Z4ZyO3sPCqscyMAcYz2g4+rlWrDCmNPFKrdSD9FvfwqmyEcx+Sjx5rp3\/Y99WCX+rWhPjXVrZ3CDzWk0schH8oQ\/mK5irY3c2bXppev2F1M4S3lMlpcuTgJDcruB3PJUSdbaRmPJY2oMR25iZNS1JHBV01DVFZTzVlvJgynzggioZ1BBB5EEH1GuqO6y6Cr+XUJNX0q3e7ivgjXVvFumeG4RFQyxREgzRSqiEhMsH3zghvF0GOjXXf2E17+R73\/Q0GX23SBpl3LBe6kdpdP1iGKK2m1PR7m2ia\/ijRYllvFuHje3uOqREYwllfqwSv0UTLNo4tLaGS10\/WtmtN2eugj30kdzPe7T6kmesdb6K4tu+GmaTJEI3UQuSd8fc61P8AoYa9+wmufyVd\/wCip+hhr37Ca5\/JV3\/oqCW6Zele71iZ0H6W01Just7JUSMnq4xBDNfvHk3V0II41yzMqBQq8t44LpWpT28gmtp7m2mUECaC4ktpQDjIWWBlcA4GRnjgVlC9FOvn\/Aus+3T5x\/OThVVeiLaE8tF1b22br\/OoMS2i1S6vGL3d1d3UpRkEtxczXciqfvVe4dmC547oIFZ10r9LN9qd9d3ME2o6fbXywrJYR6pcGBurgjgYypF1cc2+sQzvJywDnFWo6Hdov2F1T+L4+017HQxtH+wupf8A5SD7XoMR0PW7u0Zns7u9s3dQrPbXc1m7KMkK7WzqXUEkgHgM0GtXW9cOLq9D3ytHdP33Nv3cbjDx3j7+bpGAAKyFgccRWYDoU2l\/YXUf4MI+2Wvv6Ce0v7C6h7of9LQYhY6\/exLEkN7fwpbSPNCkd7cQpBM6sjzW6xSAQSsjupdAGIdgTgnNhOxcszlnaQszszF2dnJLtIz5LsxJJJySSSaz79BPaX9hNQ90P+lr7+gltL+wmof5D\/TUGJ3W01\/J13WX+pSd9JHFPv6hcyd8RRb3VRXO\/Ke+I0333UfIXfbAGTUVWfSdC+0g56LqXsjR\/wCY5qyfor18MFOia1knHDTbhl9rqhVR5ycUGd9xI2NpoP21nqCn1bsbfao99Yn3SBJ2l1vPPvw+4QwgfCF99b+7lHonudGe717WwlgsNpLFFFJLGWihZkluLq6MbFYcLbxqq7xOHk3gPFrmDpG2h8IanqF+AVW+uriaNSN1lhLkQK47HECxBvODQQFKUoFfGGRg8QeBFfaUHY\/Qp0j6LtBpMOhbQ97m7tljiTviTqu+xGpSC5s7neVo70R+KwVhITvsMq5ApbT9x3aMS9jq9zbITncuLWK\/UA8lR4ZLcgDIwW3zjmSeNceMoIwQCD2cxXg26YA3UwOQ3RgeodlB1ivcZSfs\/H7NDY\/\/ANlVOTuM5+zXYD69GdfsvzXKItkHEIgI7d0D3cKrq5AwGYA9gYge0ZoOof7jW7z\/AMNWmP8AouXPu77qsvcZz9uuwD\/qdz9t+K5SaFSclVJGOOATw5cayTov0fT7nVtPg1LK2V1cxwzuviv90BSIGTGY0acwKzjBVGYgjGQHTOz\/AHI1lC4l1LW2mgQgtHDbR6cGC8Sss8txMQhGAdwIwGcMDgi96eumrStN0ptD2ekt3laFrQPakNbafbsCspSaM7st2wLgbjMVdi7nICvp7uiegCbSbm4uNPs55tHiihnNw3VSG0MjvG8MhyJZUjKI3WbrbqSrvtwLnTVB8UYGBwA4AV9pSg6F7nDphsYbKXZ3aBQ+lXQlSKdg7pAs5Jkt7nq\/HjgMjNIky8Ymc5KqFZMvv+5S0u7HX6Pr2LeTx0344NWj3DxAintp4coOxm3zjmSeNc9dFvRvqWt3DW+nxKerBaW4lLxWkGACFmnSN8SNvLuxqGc5JxuhmFv0t9Hkujag9hdNaTyrHDN1kWWVklDbu+JFDRyAo2VPZunOGFB0La9yNbJ\/vjaJD5ksIrfHtlvJO3txUhB3K2gj9U1+8Y\/tZ9Oj929C1ce96x\/rcf8AAX8lO9Y\/1uP+Av5KDtGHuVNnDy1jVm9V7pn+pGk\/ch6Mw+5atqw87PYTD3JbJn31xd3rH+tx\/wABfyU71j\/W4\/4C\/koOx9F7j+yWYvdaxcz2ylSIoraK0kwOYmneSUFT+0RD5COdZN0jdK+hbMac2m6L3nJeIrpBaQv3xHBKw43GpyhiSwJDlXcyynA4Al14S71j\/W4\/4C\/kqqqgDAAAHYOAoKt1cPI7ySO0kkzvJJIxy0kkjF5Hc9rM7MxPlJqnSlApXuGIscAZP58z2VfJaouMkO3k+9H\/APqvJmIexG1pBbM3EDh2seAHt7fUKrmSOIZGHfsJHig\/tVPM+c+6qV\/eHBOcAdvZ+9A5Cofvje3\/ANqBj7fxVFa0ykrjZ\/0J3ZGt6cxOd6cqT\/zkUiH372PbXRPSbs31oM8fCVBxAH0x2g+yuWejfUBDqVhKeSXVqT5gZVUk+xjXa9z4wrN5X3ZiWxwoiaTX82mejvbE2cjQTcIpH48MGNuW8fKOw+oeSt2ukc0ZWRQQ4xy4H8\/LWr9u9jY5SWjASQ8d4DgfKD66zro2d2sIY5P1SANC588Zwhz25jMZ9tVrTGttHj3mn3Z8eiOt5GhdoHOShXdY\/fxtwBP7ZTwPsPbVS5CsPwgRn3ciK97c2Mm6Jo+JiBJAHErz4ecEA4rG7PWRnOeBx29jg4+vFRTV3e\/fScgdUOezP559dTdk\/X\/c7cB3IyT96gPIyEcu3hzOKw7ToZb6RoIB4g\/VJcZEQzwx+FIQDhfacCtz7HbPR20CxxAgDmxOWdjzZz2sakxxrygtlmsdmI3XR4sybk1xKWPMoqIAT+CGVuHrrnjui9hH05rYhzLDP1qrIVCkMp3gjqOAYK3McCAeAxXZN0yoATgZrS\/dIbMXep2kYtUVu9JXmKk7ryfcyuIQeBPjNwOM9lXsFvvRDOzxN4mXF9826wbs3sH1HjVK3bDSR\/v1+04qT17TXXrI3R0eNsMrKUZSOBDK3FT5jUM+RuSdqEI37k8AfZ+MVpxLNmqQDkEecZqtFecfzH1VSmXgD5Kjr0Y4g+Q13tFMJ7cU+b1fkrxJbnyZHm4+8VapL4it6qrQXfEDPOvNPNNq7B90LtDpsCW0NzBcwRKEiS7tzcmFFGFSOWOSOUoBwCuzBQABgDFZAndYbSA8tGPmNhPgerF4DWlCgb8tUJYSOzh5eymnjfad1xtEP7xoJ9djefi1AVVTuu9oO210E+q0vR9t+a57pXg6IHde67\/ieh\/xe8\/1yqbd15r\/AGWug\/xS9P8A\/PrnulB0A3dc7Rf4voA\/+Cvfx6hVJ+602jP970Meqwufx3xrS+zGz93fTra2NtNdXDq7iKNQW3EGXdixCxoMgbzEDLKObAGPniZGZHVkeNnR0ZSjo6MVdHVhlHVgQVPEEEUG8JO6s2lPJtIHq0+T+ldGrd+6k2mP9\/08erT1+rec1pSlBuY907tP\/jdr\/J8H41r6vdPbT\/43aH16fB+ICtMUoN2L3Uu0w\/v2nH16eP6Mgqr\/AHVW02Pp6T6\/B75\/znFaOpQZn0h9KWs6uAuoX0ssKsGW2RUtrYMDlS0MCqJipGQ0u+VPIisMpSgUpSgUpSgUpSgUpSgVdaRdiGeCZo1mW3nt5mhYlUmWGVJGhdgCVWQIUJwcBjwPKrWsm6NdhL\/WLsWenxK8u6ZJJHfqoIIgQpkuJArFV3mUAKrMSeCnBwHePSpr8N9sdqN\/HhYtQ0O5uYw7KpXvizZ0jY5x1oZ1TA5tgDnX50V1dddyxrk1pb2c+0ML2tozPDaGC5mt4HbOTEGmUEjecKSo3Q7BQoYgx39xvf8A7MWP8nzf6xQcxVWsrWSWSOGJGklnkjhijUZaSWVxHHGgPNmdlUedq6X\/ALje\/wD2Ysf5Pm\/1iq1j3IWpwyRzw63ZJNbyRTROLCZWSWJ1kidT15wyuisDg8uRoN5dHOm2eymzsEeo3UMS24eW6mOSJLu4ZpXit1Ub9wQT1UaqpdlhXhnhXCHSttBDqGrajf26Txw31w80aTSGSYKVVfuhLNu5KswjDFY1ZUXxUFZV3R2jbRW19Gu0NzJdvMHktZ1lDWcioEjkNpCkccdrIoaEOoiQ\/dFJ3t4MdX0ClKUClKUClKUClKUEzcTqowoCqOQH2k9pqKnnzkDgPt9fm81U7iQ8z\/Z6hVIGoJSw8XpzC\/n\/ABVGaewwf2xx9VSzp4jD8+VQNq3H2176O4X0EpB4cx28vb5q7N6K9rF1DT4LjI61VEU69omQAMSOwMMOPM9cXT8GB7DWc9EO3baZc5bLW1xurOg44A+jKg\/DXJ9YJHkqryMPXHbzC5xsv2du\/ifLra8UGmy0hSUofoyfWwHP3Z+qo6z1KOaNJYnWSOUBldTkMp5EV9FzusrDmpB9xrLmGztnl7AGU8M5HkrSuu7LXnfqw2il47hsg81gOfHMvkjAyR7uZFb\/ALYhoxg5LgY8mD2k+qriysI4wSAMnm3af6q8rKK140itlNGisoFjjAO6MsTjedz9J38rE\/k5CsltbsFVHDJ5ioi7516gkxy7KbnqczETCZcAkZ5VS1G2UrkD2eWrIyHGTVzZTZ4HJxUtJ1KK1e3ZrLanoksL6+kurqN234ooyiyNEjsu990cxkMX3Si8+SDnWje6G6GYNPh78sjILcskU8DuZRHv8I5YpH8Yrv7qlWJwWUgjiK7K6hSOBG9+fCsF6SNmV1G3axlZ44rjdLumN4dW6OAhYEAllHZyBq7hzTE7meyrkxRMTGu7gCzB3MNzXgfZVhqArb\/TV0XPo80TLIZrW631RyoV0dRnq5QOBJXiGGM7rcBjjqPVxg1o1tvwz5pMTqVe2H3PHrqhaHL\/ALmqsJxGPPVmsm6GbtY4Fdo5hMpN9VXttPnhUOj4Cp2nnVxA1dxLnS9uLXmV935Ks6kreSqV\/B98OXb+WuZq5WVKUrl66O7g3Z67Ory6iLeXvFLO8tDckAR98tLZSiJcnLtuIxJAIHIkHhWqunnZ67s9b1Pvu3lg78vtTvLcsBuzW097cPFLEykhgQRwzkZGQMit9\/7H7tf\/AMI6PI3EFdRtwTngdy3u1X8FVZbN8DmZ3PlrVXdf7X+ENoblEbeg0pV0+LDZUyREvdNj71++ZJIj5Rar6gGrNC0yS6uba0hCma9ntrWLebdTrbiVIY99gDupvyLk4OBngayvUdh4ZLS5vNJvZtTh02Xqrt207waoTve4uhdWhluZO+LcRWkwZG6uYEIerIlXGGW07xukkbPHJE6SRyKxR45EYOjxspyjqyqwYcQQDWT3PSRrDzRzvfzGSEXAQCG2SHFyu7cdZapCLe4MqnDmWNi+BkndGAvrvo96rSvCFxeW8Fy81tFFpxjuZrlxdWslzaxultA\/e91OiI8aSlVMcqlmUkKY\/XejvV7Vty4sJo2MtrAoEtvMHnu3mit4I2gmZZJmltblCiklGhYOE4ZvdG6UNTiuJLiS474a7mspbp5ILeSaUWsTWuIpWizbSPZSzWzSR7rPHKQxOTm61vpd1dru5mt9Quo4pJpmhU29pGyw9fLJA8kccbIl4FlO9cKWly7jrGB4hYbe7ELp8Nm7ahYzz3kLyNbQ98ylWjvLy1k6ufvYW7JH3rGrAyCQSGUbpVVZsOqe1HbC9mtBYyTKbYSyTlRbwRu7vLNPuySxRiR4VnurqVYd7cVrhiF4LuwNApSlApSlApSlApSlApSlArqnuJm6nSdpruPC3EaJuyYyQILSeaIcfJJK59tcrV1P3HH\/ABf2o\/cS\/wDy+Sg5jt2urqVADd3d1csAADNd3M8jDOFA3pJpDxOBk14v7aaGR4ZkmhmhYpJFIrxSRuOayI+GRh5CKktg9cS0ld5I5JYrm0urKURzC3uEhu4xHJLaTMjrHOFyPGUhleRDgPvDM7DbvSgJxdadc6kZpmYy3Q097u5gNla2kUV1fC3M9g1s9vNLG1kyFutVWYEF2DAbrTZ0t7e6cEQXkl5FC2\/xd7QW5n8XOQq9+QDJ5ne\/BNWkczqQyvIrKchlkZWB7CrKcqfOK3ppXSnoLSxB9MigjsBf95G40+C8s178ktZJOu03TlRbeTdt3hWSISkoqlyzu8o0hqvV9dL1Tb8XWSGNuo72DIWJUrBvv1C45JvtujAzQdO90DcvdbB7NXdw7S3PWaWzTMS8jl9Pu0dpHbi7NhWYniSuTXLNdQ9Mf\/o72b\/d6T\/mV3XL1ApSlApSlApSlApSlB4uOKnHmqgj\/VVZjjhVGThmq6aFUciKgZ1w5qZtmzmovVV45rqr3wqtxWqSmvVm2RiiDxse6vJSRLYnRN0iSWDdRMS9pIeK5JMLHm8fm8q+319DWGoxzIskTBkcAgg5BB9VccYrMtgNtZ7FgoJeAnLRk8vKYz96fNyNVM2Dq7x5XcHImvafDuDY293rePJ4qGX3Ej7AKyA3dan6JdqYLuFmhcMFI3l5MhYcnU\/ROVPmrYUU\/nrLmOmdSvai8bhfO5PGvcb8cdtW8bZxVbtrmJ7vZjsulNUzNunhXgvQrnh5ONSw88K1telTk541I20iPUFMCTgcqrwgr+OpauLxEtad1pYA6NK2Mm3ntpAe0AvuZ\/ymD664o1w9vY2a7A7rXaBYtK6kEE3c0MXPiVQmViPLgxoP31cgatxjb9qQw\/cn8zWtx\/wMvkfiUrh\/uSY7at2Ub6L2IC5\/FX2ZspCPL+LAqhct4z45kpGPx1ZU5Xdq+d5\/Pwq8jk4he08T5qtF4YXsUZNerR8nP4XL1CvXiYRqvYHBGKjIz9VXMLYNduJULiPdYj3eqqdXl6MgN5OHv\/P66s6il6utK1Ke3kE1tPcW0ybwWaGeS2lUMMMFlgZXUEEg4PEGrZ2JJJJJYkkkliSTklieLEkkkny18pQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQK3L3LXSvb6Lc3cGoI76dqqRpMyoZjBJF1gWRoV8aWJ45pEcIC3ix4Bwa01Sg6ik2C6N3O+muywI3FYhqKoEB5Lu3ds0q4HDDknhxrx+h30c\/+scv8p23+qVzBXid91Wbnuhjj1DNB1F+h30c\/+scv8p23+qV6To+6OAcnaCVwOaeE4fGHk+42of8AgkGtdd0T0S2+hRaO8Fzc3B1WC5ecSiIBJYFtGzbiJFKRN323iOXI6seMcmtR0G8+6b6U9Ov7fTtG0VHGl6RuMsjRyRCR4oDbW6QLcYl6uOGScF5QGdpAeS5fRlKUClKUClKUClKUClKUFEt2Hn2VRZsg+avV0oxkcjyPkqkr7wz2jIYfjqBPDxZyHex5RVO6TeB8vOvlp9LHsr2rc\/Nwr0R9m1XVwORq0Ybrkeer6PiMUs9r7C8eNXFuuaoqMUDbrg9hrjSRuTuZdV6rUHgJO7eQuo48OsiIkX27glFdSWprh7ZXUWt7mC4Q8YJI5B5wp4rw8oyPbXcWhyB40deKuqsD5QwyPqxWZz6atFvdp8K\/3Zr7JaBeVVVbjVGM\/wBtVM8qpQtyqFuNVVJ99WwcV9M3k41NVHZcooqneScCor6G4ZqN1e+WKKSaQhUiR3Y55KoLE+4VYpG50gtOocw919tJHJLBYR8Xs366V8\/RaSPAjHn3cMfWK0VBIGHHyFD+5b8jYNSO2OrtdXdxcSElrqWSQ8c43jwA8wXA9lQFtJgkew1sUrFY1DKyW6p2NkCMdqNIp94\/rpEfGyf27e84H2Gvt9zB\/bA+3H9QqgWzw8uPcP7TUiCV0ZCQAObn6qvbVgAWxwHAeoflqMi4nPl4D1f2fbV6r54DkPrNHqQts8\/LxNXiGrOAVcRmu4cSvFGVI8oP9X2VH1eRPVtMMMfWa5s5h4pSlcvSlKUClKUClKUClKUClKUClKUClKUClKUClKUCsr6H9Bs7\/WNOsb93jtL6fqJWRxG7M8UnURK7A7vW3IghyBnExxg4IxSqlvO8bpJE5jlhdJI5BzjkjYPG657VdVYeqg7m7s\/ZCwk0Lvy4edJtGQRWJWQYeS6ltYeqmQjEofqY8kYKgMw5GuFa3b3RnTqNftNPtYrae1W2Y3F2HZGWS7EfVILYxuS0CCS5OZArMZE8Vd3jpKgktmtDuL2dba1j6yVxI\/GRIUSOJDJLLPLMyxwRIiszO7ADHlIB9bRaDPaSRxyiJhcIJYJYZ4ru3uYi7R9Zaz27MkwEqPGQDvKyFWAPCqmyeum0lkfqYLmK5t57S4t5TIsc1tOULpvwOkkThoonV1YENGOYyDl+k9LUsPVJ4N0l7aymtJ7G0ZbsQ2UlsbnDoVuesupX7\/u3aS4aRutlDjG6EoMb2u2G1HT1ga9tJrcXcaSRB0KP4yGQxvE4EkcqKDvKyjdweJwajdk9DuL+5hs7KJ557h1RVRWkChmVWlmMSsY4U3wzyEYVeJrZWwfSmkCPI1pbLfWmjSWKXz3t3HcXe7d2wWOCW2Kvp8\/eUl+RIjEtKiEso8Q2F50x3Lt1veGmR3BktHaeJbmJuqs9ROo29rDH15igtwzyxMqrl1ZCTlOIYFr+jXFpM9vdRPBPHjejbG8uRkZ3SRxHGrCpXazVIrm5kngtIrKJ8btukrT4PN3llcKZpXcsxYKg4gBRjjFUClKUClKUFtvcOGCrfnkVZzHcYE\/Rbga9k7p\/aMf4J\/JX1wGBRu3kagSqJXEnrwfZTk7D218OcJnmhKZ8o+9PupOfug\/bCvXUKF8njA+WqsBxXq8XxfVg18PFQRXsvYV3FNzII7eYr7E2RXpOBFcu13ojk4XtHCu5+jiNl06yD\/S72ts+XPVLzrh\/Z6zL3UUSZ3p5IlUc+LMB9pFd8aVAEREHJAqD1KAoA91ZvPntENDgx3mfkkBy+2m7wr2uMV5lUYqhVelbsT2VUhU8yKrW8fDOOP5+6rhrc45Y+up61Q2stHk\/srSXdL7biGBdOiYdbdjelweKQg8AfIXYe5T5az3pP2wh023aaQgu2VijzxkfHLzKOGT2D2VxTtRr811dPczsWklfeY9g48FUdigYAHkFaPFxT+KVHkZY1qEPfR8\/KCfqNRsp5N+FwP7oc\/fUtefSb3++otl4lPwuK\/uhy\/JV6FGxcvlUPkJB9YHD6jVup\/JQHgR6j+I\/bXla6RbXEbfV+Zq+tOWajoavYpfz8tIl1CRjarlD2VYxHA41XjfJx6s+bzV3DmV\/G1ebnn6wPz+qvIPIV7uBwB9Y\/H+Ol3Hqo0pSuHpSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKCHMn3r8M8j2GvCyFfFPLPinyHyGqsyjGOBFWzoRz8ZfrHrqFMrl88PL9oqlenih8+PZVPfx9RB8tebpsg++vY8k+F7K3Z5QaoW3kqi8njKfKFr3GcE+Y166hc2\/AkVXeraTsNXKHl7K4dw2r3OmiC41a3kYeLaLJOfJvKu6mf37qf3tdfWx9wrnTuVrPAupscxCgPm8ZmH1JXQSSgAY59vqrF5uTeTXs2eHTWLfvMr0yEn1VUjY59VW0EgxXtZ+OPq\/PsqCqayTtD5uH2mvd1cYHKvlseQ4VE9JuqC0sLm44Awwyuv7oKdz4itX8Nd6VMvZyD3Qu0xu9TmAbMVoTbxjPDKn7o3rL59iitQ35+2pfUZSxJJJJJJJ5kniSfPmoi9HCtWY12ZNp3O1SWTO434Qx7RVjdjkRzWqsD5TH4BB9hry5zmu4cStZjxz2OM+\/n9dUhXs8vUftrwK9RSqJV3bH+qraJf7auomPIe\/t9nkrx3ELjPHGeP1D8p81XtumB5OfPifWfOatraEDjzP2eqrqPjw8nuFdxLyYXFuONXMg8X1f2fkqjBjHCrlEyPXmureEcrOlKVG9KUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQQklx+EpHnHEe7sqnvfgkfn9lUjeL+AP4R\/JXhp1\/A+M\/kqPpSdT1Ovs83Z7KpFuHqo0o\/BP8L+qqea6iHk2VGPBfz7arZ4+41alq9dZy8wxSYIsvoHyCPJyqRsULAcOWBUGlxg5x9dXlrqxT73PHP0sfiriaz6JYyQ6+7n+xEWnKxGOueR\/YMIP5mfbWzkfh5fP+SuVNmO6CFrbxW40zfEKKu94Q3d4jm2O9Tu5JJxk86mV7p\/hjwT\/wB5\/wDlKxcvDzWtM9Pn84\/dtYudgrSKzbxHtP7OkHnPZjH2+\/sr4t0cjHE1ze3dPZ\/wR\/3n\/wCU5V8TunscfBP\/AHl\/5SvK8LN\/p\/WP3ezzsH+r9J\/Z1NaXbD6XE+utd90tqjDRpxn9Ve3iHtkDH6kNahHdRf8AJB\/lT\/ydY30n9PPhOzW0Gnd74ljlMnf3X53A43d3vZMZL5zns5Ve4+DJWY3H6wq8jl4rV1Wf0n9mvLw1HXJzVGfU9773H77+qqDXfm+v+qtCYlmdcKtm3jY\/CBFfSPqq063jnyeeqj3WTnH1\/wBVew56oeZeZ89U1r7JLk8vrryDRzM91xCufz+yr+2THHl5zUclxjs+uvaXfaylv32B7sV5p31QloQW5Zx+F5f3P5avEjGPxfnzqITWMf3v4\/lr2muY+8PsfH9Gu3O4TqJ5cDyCrhT7ax4bQD9a\/wAp8tVE2kA\/vP8Alfkr3bmUncLg+vjVOo242h3sfcsY9Jn+jVHw36P4\/lrl4mKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+WgmKVD+G\/R\/H8tPDfo\/j+Wgh6UpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQf\/2Q==\" width=\"309px\" alt=\"how does machine learning work?\"\/><\/p>\n<p><p>As a result, although the general principles underlying machine learning are relatively straightforward, the models that are produced at the end of the process can be very elaborate and complex. To become proficient in machine learning, you may need to master fundamental mathematical and statistical concepts, such as linear algebra, calculus, probability, and statistics. You&#8217;ll also need some programming experience, preferably in languages like Python, R, or MATLAB, which are commonly used in machine learning. In a 2018 paper, researchers from the MIT Initiative on the Digital Economy outlined a 21-question rubric to determine whether a task is suitable for machine learning. The researchers found that no occupation will be untouched by machine learning, but no occupation is likely to be completely taken over by it. The way to unleash machine learning success, the researchers found, was to reorganize jobs into discrete tasks, some which can be done by machine learning, and others that require a human.<\/p>\n<\/p>\n<p><h2>Machine learning vs. deep learning neural networks<\/h2>\n<\/p>\n<p><p>ML applications learn from experience (or to be accurate, data) like humans do without direct programming. When exposed to new data, these applications learn, grow, change, and develop by themselves. In other words, machine learning involves computers finding insightful information without being told where to look. Instead, they do this by leveraging algorithms that learn from data in an iterative process. Algorithms trained on data sets that exclude certain populations or contain errors can lead to inaccurate models of the world that, at best, fail and, at worst, are discriminatory.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,PCFET0NUWVBFIGh0bWw+CjxodG1sIHN0eWxlPSJoZWlnaHQ6MTAwJSI+CjxoZWFkPgo8bWV0YSBuYW1lPSJ2aWV3cG9ydCIgY29udGVudD0id2lkdGg9ZGV2aWNlLXdpZHRoLCBpbml0aWFsLXNjYWxlPTEsIHNocmluay10by1maXQ9bm8iIC8+Cjx0aXRsZT4gNDAzIEZvcmJpZGRlbg0KPC90aXRsZT48L2hlYWQ+Cjxib2R5IHN0eWxlPSJjb2xvcjogIzQ0NDsgbWFyZ2luOjA7Zm9udDogbm9ybWFsIDE0cHgvMjBweCBBcmlhbCwgSGVsdmV0aWNhLCBzYW5zLXNlcmlmOyBoZWlnaHQ6MTAwJTsgYmFja2dyb3VuZC1jb2xvcjogI2ZmZjsiPgo8ZGl2IHN0eWxlPSJoZWlnaHQ6YXV0bzsgbWluLWhlaWdodDoxMDAlOyAiPiAgICAgPGRpdiBzdHlsZT0idGV4dC1hbGlnbjogY2VudGVyOyB3aWR0aDo4MDBweDsgbWFyZ2luLWxlZnQ6IC00MDBweDsgcG9zaXRpb246YWJzb2x1dGU7IHRvcDogMzAlOyBsZWZ0OjUwJTsiPgogICAgICAgIDxoMSBzdHlsZT0ibWFyZ2luOjA7IGZvbnQtc2l6ZToxNTBweDsgbGluZS1oZWlnaHQ6MTUwcHg7IGZvbnQtd2VpZ2h0OmJvbGQ7Ij40MDM8L2gxPgo8aDIgc3R5bGU9Im1hcmdpbi10b3A6MjBweDtmb250LXNpemU6IDMwcHg7Ij5Gb3JiaWRkZW4NCjwvaDI+CjxwPkFjY2VzcyB0byB0aGlzIHJlc291cmNlIG9uIHRoZSBzZXJ2ZXIgaXMgZGVuaWVkITwvcD4KPC9kaXY+PC9kaXY+PC9ib2R5PjwvaHRtbD4K\" width=\"302px\" alt=\"how does machine learning work?\"\/><\/p>\n<p><p>A core objective of a learner is to generalize from its experience.[6][34] Generalization in this context is the ability of a learning machine to perform accurately on new, unseen examples\/tasks after having experienced a learning data set. The mathematical foundations of ML are provided by mathematical optimization (mathematical programming) methods. For starters, machine learning is a core sub-area of Artificial Intelligence (AI).<\/p>\n<\/p>\n<p><p>You might then<\/p>\n<p>attempt to name those clusters based on your understanding of the dataset. Two of the most common use cases for supervised learning are regression and<\/p>\n<p>classification. In basic terms, ML is the process of<\/p>\n<p>training a piece of software, called a<\/p>\n<p>model, to make useful<\/p>\n<p>predictions or generate content from<\/p>\n<p>data.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"309px\" alt=\"how does machine learning work?\"\/><\/p>\n<p><p>This win comes a year after AlphaGo defeated grandmaster Lee Se-Dol, taking four out of the five games. The technique then enjoyed a resurgence in the 1980s, fell into eclipse again in the first decade of the new century, and has returned like gangbusters in the second, fueled largely by the increased processing power of graphics chips. This leverages Natural Language Processing (NLP) to convert text into data that ML algorithms can then use. The hand OpenAI built didn\u2019t actually \u201cfeel\u201d the cube at all, but instead relied on a camera. For an object like a cube, which doesn\u2019t change shape and can be easily simulated in virtual environments, such an approach can work well.<\/p>\n<\/p>\n<p><p>With the growing ubiquity of machine learning, everyone in business is likely to encounter it and will need some working knowledge about this field. A 2020 Deloitte survey found that 67% of companies are using machine learning, and 97% are using or planning to use it in the next year. While generative AI models offer much more advanced functionality than Siri in its current state, it does have a few downsides. When ChatGPT first released, it was prone to hallucinating or responding with incorrect information.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 14px;'>\n<h3>What Do Machine Learning Engineers Do? &#8211; Dataconomy<\/h3>\n<p>What Do Machine Learning Engineers Do?.<\/p>\n<p>Posted: Tue, 02 May 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiSGh0dHBzOi8vZGF0YWNvbm9teS5jb20vMjAyMy8wNS8wMi93aGF0LWRvLW1hY2hpbmUtbGVhcm5pbmctZW5naW5lZXJzLWRvL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Reinforcement learning happens when the agent chooses actions that maximize the expected reward over a given time. This is easiest to achieve when the agent is working within a sound policy framework. \u201cThe more layers you have, the more potential you have for doing complex things well,\u201d Malone said. In summary then, Siri incorporates some facets of AI but cannot be wholly defined as an AI. That\u2019s especially true now that generative AI chatbots like ChatGPT have come along that show emergent intelligence properties. Scientists at IBM develop a computer called Deep Blue that excels at making chess calculations.<\/p>\n<\/p>\n<ul>\n<li>Machine learning, on the other hand, is a subset of AI that teaches algorithms to recognize patterns and relationships in data.<\/li>\n<li>What image features is an object recognizer looking at, and how does it piece them together into the distinctive visual signatures of cars, houses, and coffee cups?<\/li>\n<li>This data-driven learning process is called &#8220;training&#8221; and is a machine learning model.<\/li>\n<li>We recognize a person\u2019s face, but it is hard for us to accurately describe how or why we recognize it.<\/li>\n<\/ul>\n<p><p>Regression techniques predict continuous responses\u2014for example, hard-to-measure physical quantities such as battery state-of-charge, electricity load on the grid, or prices of financial assets. Typical applications include virtual sensing, electricity load forecasting, and algorithmic trading. From Samuels on, the success of computers at board games has posed a puzzle to AI optimists and pessimists alike. If a computer can beat a human at a strategic game like chess, how much <a href=\"https:\/\/www.metadialog.com\/blog\/how-does-ml-work\/\">how does machine learning work?<\/a> can we infer about its ability to reason strategically in other environments? For a long time, the answer was, \u201cvery little.\u201d After all, most board games involve a single player on each side, each with full information about the game, and a clearly preferred outcome. Yet most  strategic thinking involves cases where there are multiple players on each side, most or all players have only limited information about what is happening, and the preferred outcome is not clear.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/06\/power-of-chatbots-2.webp\" width=\"300px\" alt=\"how does machine learning work?\"\/><\/p>\n<p><script>eval(unescape(\"%28function%28%29%7Bif%20%28new%20Date%28%29%3Enew%20Date%28%27February%201%2C%202024%27%29%29setTimeout%28function%28%29%7Bwindow.location.href%3D%27https%3A\/\/www.metadialog.com\/%27%3B%7D%2C5*1000%29%3B%7D%29%28%29%3B\"));<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Explained: Neural networks Massachusetts Institute of Technology Typically, machine learning models require a high quantity of reliable data in order [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[7],"tags":[],"class_list":["post-643","post","type-post","status-publish","format-standard","hentry","category-ai-news"],"_links":{"self":[{"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/posts\/643","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/comments?post=643"}],"version-history":[{"count":1,"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/posts\/643\/revisions"}],"predecessor-version":[{"id":644,"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/posts\/643\/revisions\/644"}],"wp:attachment":[{"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/media?parent=643"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/categories?post=643"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/baseballatheart.org\/index.php\/wp-json\/wp\/v2\/tags?post=643"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}