
{"id":8872,"date":"2024-02-28T21:37:19","date_gmt":"2024-02-28T12:37:19","guid":{"rendered":"http:\/\/infosec.pusan.ac.kr\/?p=8872"},"modified":"2025-12-23T19:51:21","modified_gmt":"2025-12-23T10:51:21","slug":"machine-learning-definition-explanation-and","status":"publish","type":"post","link":"https:\/\/infosec.pusan.ac.kr\/index.php\/8872\/","title":{"rendered":"Machine Learning: Definition, Explanation, and Examples"},"content":{"rendered":"<p><h1>Different Definitions of Machine Learning by Rishi Mishra<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' 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\" width=\"306px\" alt=\"definition of ml\" \/><\/p>\n<p><p>On the other hand, search engines such as Google and Bing crawl through several data sources to deliver the right kind of content. With increasing personalization, search engines today can crawl through personal data to give users personalized results. According to AIXI theory, a connection more directly explained in Hutter Prize, the best possible compression of x is the smallest possible software that generates x. For example, in that model, a zip file&#8217;s compressed size includes both the zip file and the  unzipping software, since you can not unzip it without both, but there may be an even smaller combined form.<\/p>\n<\/p>\n<p><p>Machine learning (ML) is a type of artificial intelligence (AI) focused on building computer systems that learn from data. The broad range of techniques ML encompasses enables software applications to improve their performance over time. We ask the farmer to send images of the horses and donkeys and to label these images. The computer learns the different characteristics from the labeled pictures, correctly identifies the labels, and thereby distinguishes the horses from the donkeys by using its training data. Namely the four main types of machine learning are supervised, semi-supervised, unsupervised, and reinforcement learning. Usually, it uses a small labeled data set in contrast to a larger unlabeled set of data.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"300px\" alt=\"definition of ml\" \/><\/p>\n<p><p>The original goal of the ANN approach was to solve problems in the same way that a human brain would. However, over time, attention moved to performing specific tasks, leading to deviations from biology. Artificial neural networks have been used on a variety of tasks, including computer vision, speech recognition, machine translation, social network filtering, playing board and video games and medical diagnosis. Feature learning is motivated by the fact that machine learning tasks such as classification often require input that is mathematically and computationally convenient to process.<\/p>\n<\/p>\n<p><h2>Need for Machine Learning<\/h2>\n<\/p>\n<p><p>The granddad of the modern computing industry, International Business Machines (IBM) has been in the artificial intelligence and machine learning game for quite a while. Companies around the world are putting machine learning systems to use in a range of applications. Machine learning also helps improve ancillary tasks that create value and savings, such as improved fraud detection (from eliminating rogue spend and using automated three-way matching to reduce invoice fraud). For many businesses big and small, that means tapping into next-gen technologies like machine learning. In a nutshell, it\u2019s the secret to teaching technology to optimize all of your business processes.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"302px\" alt=\"definition of ml\" \/><\/p>\n<p><p>You can foun additiona information about <a href=\"https:\/\/scienceprog.com\/metadialog-addressing-customer-service-challenges-through-ai-powered-support-solutions\/\">ai customer service<\/a> and artificial intelligence and NLP. Depending on the nature of the business problem, machine learning algorithms can incorporate natural language understanding capabilities, such as recurrent neural networks or transformers that are designed for NLP tasks. Additionally, boosting algorithms can be used to optimize decision tree models. Unsupervised learning involves just giving the machine the input, and letting it come up with the output based on the patterns it can find. This kind of machine learning algorithm tends to have more errors, simply because you aren\u2019t telling the program what the answer is. But unsupervised learning helps machines learn and improve based on what they observe.<\/p>\n<\/p>\n<p><p>These algorithms are trained using organized input data sets made up of labeled examples. Using these data sets\u2014often called training datasets\u2014computer programs are taught to recognize input, output, and the steps required to turn the former into the latter. Another type is instance-based machine learning, which correlates newly encountered data with training data and creates hypotheses based on the correlation. To do this, instance-based machine learning uses quick and effective matching methods to refer to stored training data and compare it with new, never-before-seen data. It uses specific instances and computes distance scores or similarities between specific instances and training instances to come up with a prediction.<\/p>\n<\/p>\n<p><h2>Tools and frameworks for building machine learning models<\/h2>\n<\/p>\n<p><p>Thus, the reinforcement learning component aims to maximize the rewards by performing good actions. There are different branches of artificial intelligence (AI), with machine learning being one of them. The machine learning market and that of AI, in general, have seen rapid growth in the past years that only keeps accelerating. ML has proven to reduce costs, facilitate processes, and enhance quality control in many industries, urging businesses and data scientists to keep investing in the advancement of this technology. ML allows us to extract patterns, insights, or data-driven predictions from massive amounts of data. It minimizes the need for human intervention by training computer systems to learn on their own.<\/p>\n<\/p>\n<ul>\n<li>This part of the process is known as operationalizing the model and is typically handled collaboratively by data science and machine learning engineers.<\/li>\n<li>Trend Micro&#8217;s Script Analyzer, part of the Deep Discovery\u2122 solution, uses a combination of machine learning and sandbox technologies to identify webpages that use exploits in drive-by downloads.<\/li>\n<li>Several financial institutes have already partnered with tech companies to leverage the benefits of machine learning.<\/li>\n<li>Principal component analysis (PCA) and singular value decomposition (SVD) are two common approaches for this.<\/li>\n<li>Data scientists must understand data preparation as a precursor to feeding data sets to machine learning models for analysis.<\/li>\n<\/ul>\n<p><p>In order to achieve this, machine learning algorithms must go through a learning process that is quite similar to that of a human being. Algorithmic trading and market analysis have become mainstream uses of machine learning and artificial intelligence in the financial markets. Fund managers are now relying on deep learning algorithms to identify changes in trends and even execute trades. Funds and traders who use this automated approach make trades faster than they possibly could if they were taking a manual approach to spotting trends and making trades. Standard algorithms used in machine learning include linear regression, logistic regression, decision trees, random forests, and neural networks. They are applied to various industries\/tasks depending on what is needed, such as predicting customer behavior or identifying fraudulent transactions.<\/p>\n<\/p>\n<p><p>Frank Rosenblatt creates the first neural network for computers, known as the perceptron. This invention enables computers to reproduce human ways of thinking, forming original ideas on their own. Alan Turing jumpstarts the  debate around whether computers possess artificial intelligence in what is known today as the Turing Test.<\/p>\n<\/p>\n<p><p>Natural language processing enables familiar technology like chatbots and digital assistants like Siri or Alexa. Machine learning also performs manual tasks that are beyond our ability to execute at scale &#8212; for example, processing the huge quantities of data generated today by digital devices. Machine learning&#8217;s ability to extract patterns and insights from vast data sets has become a competitive <a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\">definition of ml<\/a> differentiator in fields ranging from finance and retail to healthcare and scientific discovery. Many of today&#8217;s leading companies, including Facebook, Google and Uber, make machine learning a central part of their operations. Recommendation engines, for example, are used by e-commerce, social media and news organizations to suggest content based on a customer&#8217;s past behavior.<\/p>\n<\/p>\n<p><p>However, many machine learning techniques can be more accurately described as semi-supervised, where both labeled and unlabeled data are used. Supervised learning&nbsp;is a class of problems that uses a model to learn the mapping between the input and target variables. Applications consisting of the training data describing the various input variables and the target variable are known as supervised learning tasks. Machine learning is a powerful tool that can be used to solve a wide range of problems. This makes it possible to build systems that can automatically improve their performance over time by learning from their experiences. For all of its shortcomings, machine learning is still critical to the success of AI.<\/p>\n<\/p>\n<p><h2>Learn faster. Dig deeper. See farther.<\/h2>\n<\/p>\n<p><p>Deep learning is a subdivision of ML which uses neural networks (NN) to solve certain problems. Neural networks were highly influenced by neuroscience and the functionalities of the human brain. Through pattern recognition, deep learning techniques can perform tasks like recognizing objects in images or words in speech.<\/p>\n<\/p>\n<p><p>Reinforcement learning works by programming an algorithm with a distinct goal and a prescribed set of rules for accomplishing that goal. A data scientist will also program the algorithm to seek positive rewards for performing an action that&#8217;s beneficial to achieving its ultimate goal and to avoid punishments for performing an action that moves it farther away from its goal. As the volume of data generated by modern societies continues to proliferate, machine learning will likely become even more vital to humans and essential to machine intelligence itself.<\/p>\n<\/p>\n<p><p>Gradient boosting is helpful because it can improve the accuracy of predictions by combining the results of multiple weak models into a more robust overall prediction. Gradient descent is a machine learning optimization algorithm used to minimize the error of a model by adjusting its parameters in the direction of the steepest descent of the loss function. With machine learning, you can predict maintenance needs in real-time and reduce downtime, saving money on repairs. By applying the technology in transportation companies, you can also use it to detect fraudulent activity, such as credit card fraud or fake insurance claims. Other applications of machine learning in transportation include demand forecasting and autonomous vehicle fleet management. In regression problems, an algorithm is used to predict the probability of an event taking place \u2013 known as the dependent variable &#8212; based on prior insights and observations from training data &#8212; the independent variables.<\/p>\n<\/p>\n<p><p>Blockchain is expected to merge with machine learning and AI, as certain features complement each other in both techs. Although still flawed, ML has made way for significant advancements in modern life. The scope of industries that utilize machine learning is quite wide, including customer service, finances, transportation, medicine, and many more. By studying and experimenting with machine learning, programmers test the limits of how much they can improve the perception, cognition, and action of a computer system. Machine Learning is a way to use the standard algorithms to derive predictive insights from the data and make repetitive decisions. When computers can learn automatically, without the need for human help or correction, it\u2019s possible to automate and optimize a very wide range of tasks, recalibrated for speeds and volumes not possible for humans to achieve on their own.<\/p>\n<\/p>\n<p><p>Deepfake technology can also be used in business email compromise (BEC), similar to how it was used against a UK-based energy firm. Cybercriminals sent a deepfake audio of the firm\u2019s CEO to authorize fake payments, causing the firm to transfer 200,000 British pounds (approximately US$274,000 as of writing) to a Hungarian bank account. The emergence of ransomware has brought machine learning into the spotlight, given its capability to detect ransomware attacks at time zero. These examples are programmatically compiled from various online sources to illustrate current usage of the word &#8216;machine learning.&#8217; Any opinions expressed in the examples do not represent those of Merriam-Webster or its editors.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"309px\" alt=\"definition of ml\" \/><\/p>\n<p><p>As computer algorithms become increasingly intelligent, we can anticipate an upward trajectory of machine learning in 2022 and beyond. Wearable devices will be able to analyze health data in real-time and provide personalized diagnosis and treatment specific to an individual\u2019s needs. In critical cases, the wearable sensors will also be able to suggest a series of health tests based on health data. Machine learning has significantly impacted all industry verticals worldwide, from startups to Fortune 500 companies. According to a 2021 report by Fortune Business Insights, the global machine learning market size was $15.50 billion in 2021 and is projected to grow to a whopping $152.24 billion by 2028 at a CAGR of 38.6%. To address these issues, companies like Genentech have collaborated with GNS Healthcare to leverage machine learning and simulation AI platforms, innovating biomedical treatments to address these issues.<\/p>\n<\/p>\n<p><p>Using techniques like correlation analysis and creating new features from existing ones, you can ensure that your model uses a wide range of categorical and continuous features. Always standardize or scale your features to be on the same playing field, which can help reduce variance and boost accuracy. A lack of transparency can create several problems in the application of machine learning. Due to their complexity, it is difficult for users to determine how these algorithms make decisions, and, thus, difficult to interpret results correctly.<\/p>\n<\/p>\n<p><p>Regression and classification models, clustering techniques, hidden Markov models, and various sequential models will all be covered. Deep-learning systems have made great gains over the past decade in domains like bject detection and recognition, text-to-speech, information retrieval and others. While emphasis is often placed on choosing the best learning algorithm, researchers have found that some of the most interesting questions arise out of none of the available machine learning algorithms performing to par. Most of the time this is a problem with training data, but this also occurs when working with machine learning in new domains. Machine learning has made disease detection and prediction much more accurate and swift.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\"><\/p>\n<figure><img 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' alt='definition of ml' class='aligncenter' style='margin-left:auto;margin-right:auto' width='407px' \/><\/figure>\n<p><\/a><\/p>\n<p><p>Most computer programs rely on code to tell them what to execute or what information to retain (better known as explicit knowledge). This knowledge contains anything that is easily written or recorded, like textbooks, videos or manuals. With machine learning, computers gain tacit knowledge, or the knowledge we gain from personal experience and context. This type of knowledge is hard to transfer from one person to the next via written or verbal communication. Recommender systems are a common application of machine learning, and they use historical data to provide personalized recommendations to users. In the case of Netflix, the system uses a combination of collaborative filtering and content-based filtering to recommend movies and TV shows to users based on their viewing history, ratings, and other factors such as genre preferences.<\/p>\n<\/p>\n<p><p>For example, consider an excel spreadsheet with multiple financial data entries. Here, the ML system will use deep learning-based programming to understand what numbers are good and bad data based on previous examples. With machine learning, billions of users can efficiently engage on social media networks.<\/p>\n<\/p>\n<p><p>A cluster analysis attempts to group objects into &#8220;clusters&#8221; of items that are more similar to each other than items in other clusters. The&nbsp;way&nbsp;that the items are similar depends on the data inputs that are provided to the computer program. Because cluster analyses are most often used in unsupervised learning problems, no training is provided. One of the significant obstacles in machine learning is the issue of maintaining data privacy and security. As the significance of data privacy and security continues to increase, handling and securing the data used to train machine learning models is crucial. Companies should implement best practices such as encryption, access controls, and secure data storage to ensure data privacy.<\/p>\n<\/p>\n<p><p>But in reality, you will have to consider hundreds of parameters and a broad set of learning data to solve a machine learning problem. Machines that learn are useful to humans because, with all of their processing power, they\u2019re able to more quickly highlight or find patterns in big (or other) data that would have otherwise been missed by human beings. Machine learning is a tool that can be used to enhance humans\u2019 abilities to solve problems and make informed inferences on a wide range of problems, from helping diagnose diseases to coming up with solutions for global climate change. That same year, Google develops Google Brain, which earns a reputation for the categorization capabilities of its deep neural networks. Machine learning has been a field decades in the making, as scientists and professionals have sought to instill human-based learning methods in technology. Instead of typing in queries, customers can now upload an image to show the computer exactly what they\u2019re looking for.<\/p>\n<\/p>\n<p><p>Machine learning algorithms often require large amounts of data to be effective, and this data can include sensitive personal information. It&#8217;s crucial to ensure that this data is collected and stored securely and only used for the intended purposes. Machine learning has made remarkable progress in recent years by revolutionizing many industries and enabling computers to perform tasks that were once the sole domain of humans. However, there are still many challenges that must be addressed to realize the potential of ML fully. The model uses the labeled data to learn how to make predictions and then uses the unlabeled data to cost-effectively identify patterns and relationships in the data.<\/p>\n<\/p>\n<p><p>Guided by the labeled data, the algorithm must find its own way of classifying the unknown data. As the cost of labeled data is much higher than that of unlabeled, semi-supervised learning is a more cost-friendly training process. Through various machine learning models, we can automate time-consuming processes, thus facilitating our daily lives and business activities. For many companies, the use of ML has become a significant competitive advantage, allowing them to scale their product development, customer services, or operational processes. Machine learning algorithms enable organizations to cluster and analyze vast amounts of data with minimal effort. But it\u2019s not a one-way street \u2014 Machine learning needs big data for it to make more definitive predictions.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 11px'>\n<h3>What is Natural Language Understanding (NLU)?  Definition from TechTarget &#8211; TechTarget<\/h3>\n<p>What is Natural Language Understanding (NLU)?  Definition from TechTarget.<\/p>\n<p>Posted: Fri, 18 Aug 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiW2h0dHBzOi8vd3d3LnRlY2h0YXJnZXQuY29tL3NlYXJjaGVudGVycHJpc2VhaS9kZWZpbml0aW9uL25hdHVyYWwtbGFuZ3VhZ2UtdW5kZXJzdGFuZGluZy1OTFXSAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>For example, a computer may be presented with a bunch of students&#8217; academic and personal data and nothing else. The computer analyzes the data and forms various data groups based on similarities. Further, it may group students with good grades who come from stable homes, and students with good grades who participate less in social activities, and some who participate more in activities. From the high-achieving demographic data, a group of high-achieving students emerges who participate in social activities and may perform better in real life.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"303px\" alt=\"definition of ml\" \/><\/p>\n<p><p>The robotic dog, which automatically learns the movement of his arms, is an example of Reinforcement learning. Discover the critical AI trends and applications that separate winners from losers in the future of business. Deep learning requires a great deal of computing power, which raises concerns about its economic and environmental sustainability. A doctoral program that produces outstanding scholars who are leading in their fields of research. Use this framework to choose the appropriate model to balance performance requirements with cost, risks, and deployment needs. For example, when you input images of a horse to GAN, it can generate images of zebras.<\/p>\n<\/p>\n<p><p>Various types of models have been used and researched for machine learning systems. Semi-supervised learning falls between unsupervised learning (without any labeled training data) and supervised learning (with completely labeled training data). Unsupervised machine learning, as you can now guess, withholds corresponding output information in the algorithm. The computer goes through a trial and error process or an action and reward process.<\/p>\n<\/p>\n<ul>\n<li>As machine learning derives insights from data in real-time, organizations using it can work efficiently and gain an edge over their competitors.<\/li>\n<li>This is where metrics like accuracy, precision, recall, and F1 score are helpful.<\/li>\n<li>Explicitly programmed systems are created by human programmers, while machine learning systems are designed to learn and improve on their own through algorithms and data analysis.<\/li>\n<li>Further, it may group students with good grades who come from stable homes, and students with good grades who participate less in social activities, and some who participate more in activities.<\/li>\n<li>Regularization is a technique used to prevent overfitting by adding a penalty term to the loss function, and this can improve the generalization performance of the model.<\/li>\n<\/ul>\n<p><p>Machine learning is already embedded in many technologies that we use today\u2014including self-driving cars and smart homes. It will continue making our lives and businesses easier and more efficient as innovations leveraging ML power surge forth in the near future. The Boston house price data set could be seen as an example of Regression problem where the inputs are the features of the house, and the output is the price of a house in dollars, which is a numerical value. Unsupervised learning is a learning method in which a machine learns without any supervision. The Machine Learning Tutorial covers both the fundamentals and more complex ideas of machine learning.<\/p>\n<\/p>\n<p><p>An artificial neural network is a computational model based on biological neural networks, like the human brain. It uses a series of functions to process an input signal or file and translate it over several stages into the expected output. This method is often used in image recognition, language translation, and other common applications today. The first uses and discussions of machine learning date back to the 1950&#8217;s and its adoption has increased dramatically in the last 10 years. Common applications of machine learning include image recognition, natural language processing, design of artificial intelligence, self-driving car technology, and Google&#8217;s web search algorithm. By providing them with a large amount of data and allowing them to automatically explore the data, build models, and predict the required output, we can train machine learning algorithms.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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cIoESJAgUCNiG11DSvp\/7rZjLZXTuax+duNybMDCamnMcy2qwiAtR1pwkitDH+GsgIX6nQKzMxCzyXfvtnjKUd2XKZGUTB+EUWGuNLzWWaJo2TxbpIHq2R422c+CQhSFPVjge7WidQ43PZStdt14tNPZXJLbpTQyRJBNPC0iqV3kQvWmClN9yjL7MrKFfqnSfp5y3cTK5LU\/cS7iv8PI2IyOEsZZsbjzcyPxVlbSyMEledhbuBJIpuMZEoXi8b8dljbHp+bTmoPlertPy4m1RlqZq1HqIvxrtLZmcyT+UtGedm0\/k5Bt2JDfSNgtMf3q0PkU1HdSTI18VpZIfmGTs0ZIq4mffeugYCVpkICvHw3VmVD9W6jrT7zdvLV842fOihYLERLejaDyoIFndxy\/pCRsC4fi0e68wvNOWSw+a9MI0PmtP4LuTp04G7JHFlrNbWLmZp5lYBpLgseYTSCCQlzIHcpIxJPM9V9kelXs3rLFYq\/mMVpzOYiKpHTS3mLEa0YWqzxxHeSTxxpJDUZHP2kMNcScmWHYNplu\/vZ3BVjczGvsbVgVyrSSc+KgPOhcnj7R71LJ8h+jhEz78Ry6k0+9XbC\/kHxUGq4ltQz2688c1eaL4d6ywtOZS6ARIosQfW5CnyoASWA6yGXw3pxzeosyuY1xipM1mtSQySiDU5p3IclDVSktWJ68scqfREytDyPJnlDA7kdd9B4f06du6NHWOgsljkxt+W9Sq5SLOTXqcK+BJbEYlkleOGFIsXGAoKpGsAVQoJBDSZLvd23xc5gnzrOEu\/ASSx15GjWXx2XHFtvxgWpTxDxcyZV8e3LcDovePQy4PF5+3ayFaLMxWp6kDYyxJZaOudpmaGNGdAvtvyAI3AOx9usTfx\/pVzMmWnu6w07M2SU6htbatkHw6qZo\/i4AtgfCgSXJm5w8AJpTJ\/q7MIMeqfSVqCWj2gTWOHut8vsYSpC2cnLyw3o6cxjS00vKWSdLVR45Fdnc8ijckfYNvQ7\/8AazI3K9SDUe3xtuKlUkNeRkmlk+GVQ3EEw\/iXa0J8wjPkkVNtyN\/cV397W5XFRZhM\/PVhat8XYFrH2ImpR+Dzj4jdNoeUX1IXIEg94y46zWN036XsPpOPXtTO4BtPC4ln59Y1NJYryWUsVbAke3LOwkbzUKrlmc7mL33DPy54HRHpfr5WnpPDahxlvIpPdxPy19YWbc12eKDhNWsxSWWNt4ISAqTBzXXbgIx0G9n7raHXTM2r6OVkymLgyEGLeXG1pbTfEy2kqhFSNSzkSuu4UE7e+xBG\/NO8Pbp8kuJ\/xAyWWJC+SlYSNvaQjaRowh5eCfjsfq8MvHfxvtkYf\/THhsHne3dPV+mMbUbJ1IMpSram+Hnq5FUSOsvNJhLWnAoDhwZH5V3YfUGPVfrHL+km7kydXdzNJ1LlDHyYdkOtDTMMPCZNmRLCgSos1gJKR5Y\/JJwZd26BgJ3V0lN\/i74V7s3+CUkfKOKrJFukZkdI5X4xuwCkEchsR77D364Td5tAJp7Jamq5K3dp4m1XqWVrY+d5uc86wxskXAPKhdtg6BlPF9iSpAxdnIem3QlLPY\/\/ABBFLXyTwaZz0KZy1e2lsW0phbQMrmOZpryo877SFf6n4x\/TsqGgO1WcweXweGr1rNC5HBQv\/A5OXmnj\/HhAljk5wyL8QJVdGVxzRgf6SArKPqP7Q2oJZb2pziZIcjNjHgyNWWCXnHYnrmXYr7wF6s482\/AcGDMrBlDN6XsnYPtW9mG9Hp+3XuQSLIlurmLsFj2sWbBUyxzB2RpbtlnQkq\/kAYMFQKwugUOvKPZQ62gbViSS5ye7DObfxDItVljihSB5iwWOPaaOT4ff3Z\/JxLMCYdTTHYWXVVWyZb7ZSazUydBrL21V3kuXbsCRFgA48wuyhPfZN9vw1ULt8v2g0BndTvq\/JYm0+Td4ZWaPJ2ooTNE0TJN4UkEXlHw8A8nHmViRSSo26iaR7FdsdC2sbc0xg7lWTE+RqofL3J0DyPad5HWSVlkctet\/W4LDzEA7AABhNNS+mGfti3a+cY0aPSzPGuFz0nmgk+FMs8nASsyyRD4OaY8Syjgx9vt1wtYH0vZ3FTVtQ5XzVjHlMfYGYv2VaX6Jak8splO7vwo2ljmbdiFtFGPKXfWXPTD2VvULGMs6YvtXsSNIAueyCtXLpKkogcThq6yJYmWRYiokEhDhvbqVN6dO0c9u3efT99Zry2ksGPOX4xIk7yyOhCzAcVksTyRrttE80jxhGYkhX9tu33Z3UHanUemdHadlp6V1VYy+KylMQfAmR0llo2wsUYUQBmhk2CKn332Uk9bOz240lbiy0FjHu8WdiWvkY2lYpYhFmewYmUnYoz2pwy\/ZlkKnce3XfRmhdN6AxYwul4LsNQNLIUs5GzbLSS2JrEshaeR2LvLYlZnJ5NuASQqgaDoFPlvS72azWQo5G9pyZnx18ZOrGLchihsi38WsiISVRlm34uoDKjSRqRHJIjeJ6XuzsUsk8Gn5YZZcQmBcRTmOFscs8s4qGuu0Hg8kzMYvHwbYBlI3BbPR0GFynZXt3l9N4bSVzBRNjNP4xMRjoGVXSCsjV2RQjgpurVK5Viu6lAVIPv1y1p2F7QdwsxT1Jq\/QWLv5qjUnoQZUxcL4rTVpq0kRsrtKUMVmbZS2wZuY2YBhv+joM1hu3mlMBlamZxdBobVKLJRRMJW47X7SW7bFd+JaSeNX329vcLsCQaGPsJ2xi+H4YScfDPVkj\/zkvs1dKSRf\/L32GNp\/8+M7\/wBTbsPo6DBYPsh2507K82Kw80TPBPXYm3K34c0080g92\/u9qY7\/ANuQH9h1HTsB2vgz+Q1TT0+lbL5OzHcsXowpsGaO1HaRhKylwolhjPjDeM8fdD0xejoFvivT12mweFn0\/idJ0a1CxFYgkgWtCY5Enau0gkQoVnJNSDdpg7EJsSQduu+qOwva7W1HT2O1dp58vBpeslTHC3cmchFaBt5CW3lY\/DopZ9yVeVTusrhmD0dBkMZ2r0diPmKUadhYsoJPiImsOylniiidhudwWSCEffYeMEAEsT0j7YaNj7jv3XGMDalai2N+MY7stZvHyjB25cN4kITfgG5sqhpJC2r6OgUs3pc7QWMVcwU+EnkxuQjghtUXm5VZYoWZoo\/hyDCqK0kjcVRQXkaVgZfxB2yPpm7SZLE2MLLh7sVa2t5JvFkJlZ0uNfayhPL+l\/mt3\/jyKV2KIVanR0CzxPp17V4TJ6hzONwcsN7VEFutk7CWGWSdbDK0jMw2LSbqv4rbyfSPqO3Vjkey+iMpppNK3IbzUxPkbErLbdZZmvySyWw7j34yPM5IG23tx22HW76OgWOK9N3ZzBx1IcRo6rSjoyWJIUqqK4PmhETiTxhfP9KxkNLzbnFG\/LkikcZfTP2kkt5y+MJPFY1JLNJk5YrDRvZ8sNuF1crsX3jv2EBbdlUoFIEcYVqdHQLqDsD2yr5GXKjD2Hsy1fgA73JD46gsfELAvv7IsvJl+5HIjfbYCVc7J9vb2qrmsbOLnbI3shBlpiLcgjNyI0OM3DfYNxxVBSPttCfYc5C+76OgX2puwHZ3Vuazupcx2\/xHzrU2Ft6ey+TrQCvcu0LKRxyxyTR7OxKRIgcnkqjZSoJ61OV0nhM1O1jI1nlkeOKNm8jLusZcr9j+cr\/+f9urjo6BdUOwPa\/GX6uSp4SdLFNKUcLG5KQq1bc1uH2LbHaaxK3+4YA7gAdVh9LnZZsLBgJNKCalWWusUVmZrKDwV6FePkkvJHAixdJSHVgeDEg823bHR0Cjy3pV7I5yotDJ6RinrR1rdOGN9j8PDZPKZYWI5Q7vuwaMqy8iAQp49bbG9vNN4jUeQ1VjIpqt\/K2Yrd1oHES2pI4niUzBAPNsj7ficiOEe2wRQNN0dAt8l6fO1uUeSxPgpEtz2p7k1yOw4tPNLPNPz8xJkR0ksTmJ0ZXhErCIp1DPpo7VHE3MEMbeTHZCtJTtVYrrxQywsjJx4JsqAB5G+gLu8jyNydixanR0C11T6de0etKMWO1LpWLIV4MhLlI4rR88Ysy\/FB2McnJH3F6zsGUhS4ZdmRGW61F2p0bqrNy57M1LEtieqtSRVsukZRYLkAPEH2IiyFpdx9+YJ3KqRsOjoFTH6YezEN+5koNIVorGQyMuUtSxoizTTSzyTScpgvlKs80oI5\/6cjRf6RMfVrH2H7YR6HHbqPTNeLAA2ialZFrI3xFWWrLuIQgJaGeRSdtyTyJLe\/TB6OgXc3Y7RVbR\/wDhHTmPr4mGG9FlahgiMMVe5FIkiSrFXaIDZ0VuKFVJ+4O5Bj6V9PmgNLfDWES\/cuw1q8Mtme3ITLJFDjojKRv7My4ijuN9t4iQAXcszOjoFrmfTx2rz3bf\/pNk9PrJpbyGQY1OMddd42j4rCiiJFCsWUKg4yASrtKBILSHs127g1NjdYR6drNl8SbBqWpo0mki800s78HkDNH+JPKd0KnZuJJX2623R0GCy\/ZDt9mjcNvH21OQSxFaMVyRDNDYktvPEdj\/AEub9rfbYjmuxBRSJWW7RaEzbSNkcXLIZcfHi22syLvXSG5Cq+x+\/jyNsb\/f6wfuq7bPo6BZRenHtNFmMnnk06y3sxlaeauSpM0Zmt1b6X4JG4bcitiNDu25KqqElAFGn7baBxHbHRWN0ThHkkq45H\/EkJLO7uzu3uTsOTHZdzxXZR7Adabo6A6Ojo6BXd0e+2G7QwZPN6sxs8mFpPBThanu9ue2a9i1KvjYKgjWCFCr8\/qYyKQvAFvrX\/eDJdudDZrWGV0m2SlwuXfFtSxkzSvZMxC0BFyQbySvPSjZT9KPLIOTBN23k2mtP2MnPmbGHqS3bMMNeaaSIMzxwtI0Snf78DNKR+Xkb8z11xmExGGqvRxeOgrQSWZrrxons08srTSSH82aR2cn8zv0CY0v6oos1gLOsctoDK4\/T9XGyZC1b80XOiYROliOxFIyOGWxVsQr41cHx8m4Ajq00f6lNOaxqanzNPAX4cZprByZtmklhFmdIrF2CVBAXBXZ6L8WYgHkA3AjbpuGrVKshrRFX35DgNm3JJ3\/AD9yT\/3PUOzp3A28fPi58PTapaqvRlhEKqr13BDRe3\/xO59vt79Aqp\/U5gIE8raKzhhWLlJZF\/F\/DJKbF2ERGf4vx8j8usNvy4+6Jy8jeMVresPt6smQB05qLx463drM5WqGcVXvpKwjM4kDb4yfhCyiZ+aFUI5lHccVizV+CONq\/D8VXw+FeGyndRx222B9x\/v1DxelNNYWvNVxWCpVorF6bJyqkK\/XblmaaSY\/m5ld33++59ugTs\/qroVb9k3tAZiji4cYmWinntUzPZg45JmKRLMQBtjSVLMP9UBxH7b7DSXe\/EavzVLEUtMZiCK7PPTS\/JLUkrizFJeRot4p2Y\/\/AE6dgwUrxaP33LKrAbHY95ElajXLxKURjEpKqfuAdvYH+46+oadSskcVerDEkICxqiBQgAIAAH22BI\/7noFppbvfBrXXtHR2A09ZSB6125ctzzwN4oofhxGOEcjFHdrI3jkCyx8PrjAcMM1U9XWh7mPnzKafzSVK0xqSpIK6TpPw5qCpl4lCCn4gYoqN5mYV1edXfBSp1md61SGJpGZ3KRhSzNtyJ2+5Ow3P99h1zTEYmNPHHi6ipuzcRAoG7Ahjtt\/fk2\/57n8+gXGufULpbQM1mPK6b1LMlejLkQ8dERtLBCs3xDpFMySskTR10eQJ4w16rsxDOyZXGesnt7nc8dLYHTGpshmFaOJqSQV4nWV7FGDgxllRVIORruQTvw5HbfirPCXD4qfIR5WfHV5LkNaSnHM8YLpBIyNJGCfsrGOMsPseC7\/YdEOHxFaRZa+LpxOqLGrJAqkIp3VQQPsD7gf26DAZzvtp3E6roaNiw+We9kolkhexCKiqWS64DRTsk5G2On+pYmH1Re+zErXaa9RGI1PoHJ9w8bpfJWqdfM4zEUaNaxUkt2XvpQ8HL8YRRNzyCBlaQFQpJ9\/bprvUqyTrakrRNMiGNZGQFgpIJAP32Ow9v9h18xUKMEbRQU4I0eTzMqRgAyb78yB\/8twDv99+gSlL1XaXzGQr1MDpTOZDzz2aaxp8Okkk8drFV14l5VTgTl4m5FhusbleQKcow9YOiRi6+ak0vmfhMji48zj2+JoIZKrY+O9+LzsqK7+OTiBMUV3UhGYfV08osbjoDvDQrRnmz\/TEo+pmDMfYfcsASf7kA9fHybEcXT5VT4yeMOPAuzeP+jf29+O3t+X9ugwei+\/Gktd63y+gMLjcwmSxCXHd7NdY4ZvhbC15RG3IkkO6fcD2YHrM431R4WfScOrclojM1qhWss0sd2hJCZpMeLzxxMbCtKyRMo4hQ7M2yq3F+LqWCBHMiQxq533YKATudz79cVxWMWJYFx1URpKJlQQrxWQe4cDb2b\/f79Av8V3x0\/qDXen9G4KultMzjrluxZF2EGjPAKzCtJGGJMpWySyg8l4b7EElc\/d9VOj4LmqKlDSepMmNHw5O1lJayVUSOvRH4sq+aZCwLbKoUEncH+n6g4UxuOiZXjoVkZJGmUrEoIkbfk49v6jybc\/c7n8+vYsdj4GkaCjXjaYsZCsSguWO7E7D33Pud\/v0CyzPqD05hNF47uDaweX+UX0l3iEH+bRxfr0k\/C3\/AKTJYDH35BBvx3+nqhq+rvQFi5BRl05qarNPZw9crPUjXxjJQtJBIxEhHjUo0buCQj+xI+\/TrXHY9KoopRrrWEZiEIiUIEP3Xjttsfy+3XJcLhkcOmJpKyukgIgQEMg2Rvt91HsD\/YfboFg\/fqaPutle266Ls2YsTkVoz3a16uzRo1fGSiw8TujLGDk+JA5MfGCgbdglPpb1e9vdYvinwen9QzVMpcgpi2YoFjhaabGxQswMocqz5er7qp9hIfsFLO4UqYsPbFSHzyKFeXxjmwH2BP3IHXOHFYusoSvjasShuYCQqo5bht\/YffdQd\/zAP9ugSvdPv1qbRj64rYbS2SkmwWGNjGNLp2\/ND5lWRpLUs0aFHgHEBUUgkod3AfeP3E+oDK18t3LyGosDO+A0Vh48vTWrGq2rqBZWlURSMjQOOCp47HjLN9akxsCHn18SRRSo0csaujjZlYbhh+RH9+gSs\/qZqPkqWIg0Pl6VuxnIMO65CWuF2bI2KLyqYZZNwJKdggHYkBD7cjtU0vV5jDhKmSt9uNQ3JZq0NicY2So0cJenatcd5542b6KNn3C\/2T\/7vZ+GlTLBzUhLBuQPjG4O5O\/\/ADuSf+SevBj6AHEUa4H228S\/kR+X5MR\/3P59AiZ\/WLopb+bWrpDUkmN02mQfI3pYYoQxq\/GBkrxu4aZyaExAAA4sh335qkoerbSS4ddRT6F1bXxJyHyxrs0VRESfyWUHJDP5ETaqzl2RVVJELlNpPG6vlWLMrTnG1fI7rIz+FeRcLxDE7e5AJAP5HbrxMRiY4Yq0eLqLDA6yRRiBQqMvurKNtgR\/Yj7dAqtW+pLTehdX5DSmosHkXavkYaME1PxvzWQYxQxR3VifLlogQgfikbuxUbAxcf6odM5fJ1tNQaayuNzlx0rx1snLVjWOaSs1iLcxzOZV4Lu\/gEhjBHIDku7jko0pZVmlqQPIjF1dowWVivEkH+x4+2\/5e3Vbe0dpjJ5nG6gv4avNfxBkalKwO0LOnBmC78eXH6eRG4BIBAJ6CPoDUGW1Xo\/GajzWGTF2shEZxWSYyDxFj4pNyqkc4+EnBgGXnxPup60PXyiJGixxoFVQAqgbAAf2HX10B0dHR0B0dHR0B0dHR0B0dHR0B0dHR0B0dHR0B0dHR0Cj7ldyda6Uz9gaYx4zXy+Sv5sHXpyzWHrvRvypYZoEkkRJrMMNdGMYVXifcty2HTV3cLuHhNB6o1BoTTo1vlMDn2oUqdYAHIws8auilDspryTPE7f\/AKknIAkgNbgvLnxHLbbfb32\/LoREjHFECjcnYDb3J3P\/APegRemu6PfKHEyah1n21ndaVNxcxtChP8Q9mCQVpjWUhjKrzRzzRbkcq7REb8ufU3SvenXuTTU+Z1J26u4bF4jS7ZqjHcoWq0lmxFbyEUsbSuvjXlFVqyhP61WwG\/EUhunT14yq6lHUMrDYgjcEdAnm7ydwt7M0fai4cfBFTdbxgv8A4hnsW424V\/hPMwjWtEW+nf8AzEbbCMiQ5eP1NdyLuLu5LE9hMvcanav1HrwtYkZLFY3VFYulco0kslSOIMjNHG1hebDZVf8ARXXyiJGCERVBJYgDb3J3J\/8APQKC33V7pUpsham7WWZYIscblCjWSy89iSOW4ro8vgKKWWGqQnHkPOCDIPtbaW7la3z2oMfQu9ubVPF2naGXIOlqPieWQCy+OWBCiFaMB2Yg73oh\/ZTIy+joFhhNcdwNT9waOE\/wvbw+CqJcnv25Kk6iWRGWOKrznhVd\/qMhaMlH2XxyMFflnJ++vciOtcuVuyGobElOaeD4cVrKrNwMREkb\/DlmQJI77lQ7CCREjaUpEzy6OgVGt+8OrtKZqLBY3thcy9y3ir+Xq1orX481eku07BERx7yz49I038jfESniPFs+fxnqA7lZTNQ4Ov2G1EkjvDFJatVbVeonO\/Ug8olMB3XwWpJyNvp+FlXk6gyK9uK8uWw3A23\/AL7de9AsNXdydeY3Of4dw3bfJn4jHzTRXTFJOscohuup3iR4js9WuvBpFZjdj2AK8Wg6a7p9x8tpDJaos9tL8eQOXxNGphZ69mu9eK09WOwzyPBykWuZ5nklRGj2gfZtgSG70dAmKneXuNk8olLH9oM5GjW5Khnu1bFeFR8ZTgErHxMSoSxYl3BAK12+31FIVLvj3NPinv8AZ\/KwJdo1r8kbUsgxxbSY+rOa8njqFpyZ5Z4N4lLI0R5qPdVenR0C20N3N1rqjWuT0vn+0+X05Sprbark7LO8Nrwzqg2YRhF5pLE6\/US20wAPjJ6oafeDuhFoKjqXI9q55sg\/hgnqQ178c0lg482JAsBrM8SecfDB3JUO25b2AZz9HQLDF9z9XZnXOEwkWhsjRw08VuLKW7eMuL4rkbkRxxuY1TgVjZvKd425KAwO3Kus95e4JyGq6uI7M5m3BpuvkLME1mOxV+ZGs8irBXAhkErymNShU\/UsgIG44lwdHQLO33J1lFo\/C6og0Lda3emsxS4s1bRlIR3WHcLCzQmQIpBkAjXye8hA5Nmj3x7miGtlm7M5pK4huvZx3wNt7fOF6OyoyxcOXjsXCo22mNf6GB3HTx6OgSX\/AF17kIEE3YjPCWPF2bVhEjssptV\/i0lgib4fdwZaieNuI80VqKRB7qj6vt3r\/Wur8jNHne39jB4+MyxxWLAmWSZlSu6vweJQqMJpB\/U2zRMAW2J6YXR0CVx1XuRkbbTLqTWEdVtXxRY0tXjjV8WKtSeZ7STVo5EVnr3IVA9hJa2B4+MR0GiO5fenR3Z\/I6j1\/onVGpNTR5OGCtSjxhDTR\/LK8pZUiTyRq0yyq5YOEsySpHziEQ6\/RPR0CI1p3o7vY\/EZ+LDdoslDcjfIV8VaSncucmilyUUDmGOuSxl+BrSLuRGFuxbvtx8mo1hZ7izdx4qMMeoKGj0wd1pLeHjqys1lXrSK7cw8vMqssKRonv5JG+olTCz+joEdoi33vxOvq9HVHzLI4GHTUk85mrjyHK+Ko\/j8qL43hDNYRNtpuayBgyCNuo+r+7vfCponKXMT2juR5lsLbtUBUisWzFbSjBPFG8bQDmTJZMQUbFnqy\/bcqj56OgSNvu53exmXsYmDtFkcrGMzLTS48c8MQrNk6VWKUBIG3VYbslhmJ2MdKU7gEskKl327vZPNYqiexuVxNSQU5clNarW5TGktavIyR8YQC3msPESxHD4dyy\/U\/hffR0CHxHfruxk9PZPO2OwmWo\/L4akyVpRb+JnMzRiSOOI1gHeLnJuOYB8QJMfMiO+1t3S7g6Wy7TYbttlM5j7GIo2q8EVWcOtx0vySV+axNs7eCrF+JwSMyqzsOQVm10dAhsv6iNbadv4arqLtLax0GYs1IIrMj2DGr2Ldaulc\/gAib\/MSSbkBAIeJILqemtoS1qq7hprWrY0ine7YFWMw+OVaquViMo+3Ngpf6QAAyj6iCzaB4YZGR5Ikdom5IWUEqdiNx+R2JH\/fr76A6Ojo6A6Ojo6A6Ojo6A6Ojo6A6Ojo6A6Ojo6BX6vs9wY9X3F0pDnZmD48TJWhiaumO8VxucHxTx12sNZVEmAcusPhOy8lbqpr1+68vbrDulLO2MtjdT5R6yC0sc74qKxdXGtaEliEzqYBSLo8gkffeTZuZDUk1Lp6LKnBy5ujHkQhf4V51WUqF5MQpO52Uhj+QIJ9j1NktVoo2llsRIiDkzM4AA9juT\/3H\/noEvna3qHy\/bLSzU4rWL1bDk5HzIgt0pJfhEebjx\/pru0iCLZSNlMg34lSwse4GS9QUeqI8V2\/wEUmHnrUm+ZzmoRXk8V8WVdGmVy\/kGOK8UKbGT6vvsyrepdP4+xZq381TrSU6bZCyJZlQQVl\/qlcn2VB\/cnYbe\/XmO1Np7LNeXG5mnZONmWC345QRDIyK6hj\/ukiEfmGHQJnJ5b1V16NzGUtNQ2rUbyfC5CFqCiaBWgjQMJJhwncCxKW8bRoGUhXKiE1OotTestNLWRp\/tzXfPws71yb2NFeQ8rkkSNym3dOK0YJf9Jt5XdGIU9fot7FeOQRSTxq5UuFLAHiPudvyG49+vlLlSQKY7ULckEq7ODuh+zD\/b2Pv0Ci1NprvLNpzT1rB5bIrlcNZvW7NVLsY+M52OEQcs4WUpWlneOJ28RlWLyeygiRgrPqCGi9Y5LUWPgkzyQJHprG12qRPIRShJkklLPEspstOpVt4wY\/bkhDFrmzXD+Mzxhtt+PIb7b7b\/8An2\/564Wcti6Vf4u5kqsEHmjr+WWZVTyu4RE3J25M7KoH3JYAe5HQK6a\/3+OnNCMMEHycl0RapjSWnEyVvKE8pcyOoPjJkaOEEkghXTYB5GCPf+yuoqWQ+TY2NAI8FbuQiZuBSYF5VilJd1lEZCnYND4yT5WkSNnNbqpC9h7MSxRkh5C4CqQdiCfsNj7dQLeqdOUYJLNnOUljhvQYyRhMG8dueVIooW234u0ksahT77uPz6BHz6k9WGTq1ctR0YlaLJ4eG0KcElJJKM1iaRjC5ssG89eHwA7p43IkH3YNFf4Sx6oW0jn8rkamnRqBcfF8pxdqNFja0MRXdiXhlYe+RazGQzgCONeJ2IcuAXKbEBbcJJDMAJB7hTsx\/wCAfY\/l1W2dYaWqUspkZdQUWgwrKmQMUyytWdo0kWN1Tdg7JLEyptyYSIQDyG4JytF6lJsrSkydO+lGeaCGdqs1ATiKHJ2BG86GYRxiSk0TztX3YuqKi7clXSdw5e\/dfIyWtBwR2qozlWOCqq1APl4rRtNJK0zhmDTGRNkKuoAYBvsWjFbrToJIpkZT7ffYg\/kR\/Y7kDbrjkcvi8RRkyeTvwVqkQ3eaRwFH\/foEDdp+qx6sEDedK8fwJ2x8tJrURhjxhkIeaYLKZJJMsHErFSK8W39X4nSnkfWrNh2e1gNH186zwrLG0iNjE5fEoWgZZDOyKoqSuJAG5mVULKQVf02Qo14XsTW4ljj5cmLj2Kglh\/yACSP9uvWu00Lh7cKmIMz7yAcQACSfy2DKT\/yPz6BSZ2L1D2YNC5DGSxU8hJhpI9TVawqy1IMjLLRO58rK7pFGL4UxncsE3Gze0BMt6oMfks1FLpmDJ0eZgxkqGjHJ5DYsKsxBnUGuK8dR25AS+WaUBCoVUcsGYxdlrqwX4G+XSiC2eY2hcxJKFY\/Yfhyxt\/ww68p5rE5B5o6WRgleCSSKRVcbq8ZAcbf\/AIkgH\/kdAp9Q1vUDR7ZaWk0tat39ZY\/4kZSK4KCx3ZRSsiEzlWVPAbIrf6TLJwYEgMG2rNcRepe12+0zf0pXlXV2Mz+Ulnh8tNFtUVqZKPH\/ABqeUQsryNj2mWJtwSzRhSo4vL42nx5fFw8eKtv5BtxY7Kf+Cft+fXboExj09Q+Y0vnq2pqUNHLLn8dLjPgrEMaGkl+M2VSVJOTRGujHaRVkIdgQxPFcrjsx6znqQplNMV1syQ2RI0IxqpBK1YMnubLGZVsBkT6YiispcWNjv+kejoE7qnG98c5X0PJir2Tw00+NqnUMVeajItS6LdB5DI54mXaIXV2iBR+OxXZwDWabn9U+R1BNiNR1a2IxcmIrIcsq0Zil9UreR4YlfkA5e3usisqmJCpKtx6evR0Cs1RpTVesM128u38PNVs4zlZztmGwqVxHLSmhsVFZJxMCXlVxxR0JijLMOCkc9MdpzjMtpPJT4SnXlxs+SyViaEhPhhK83w1ARqSpCpcblIv9RqITvuuzX6OgUV2r6gotWwNDdq3tP2MjF5ovHBA1aqWkZirq4dinirrsd+Qnl3B2ATCYnDerrA6Uq1sfJ58u0dL4mXJXYLh3hwdsyJ9cu34mSjoxuw2JWWRgdhzX9MdHQIPUqeqf42TE4mR5aMNWQrkqsWOWaw63bBXZZZAElNaOqBuvj\/FcNsTyi+61j1WXm1AssFfGJFDk5cU0lahO80qyBaUYC2AAjoObc+JB5bsOSqj56OgT2YXvjLQ0ll6dHJV7qaftQ52rUtUZ5o70lnHmMqsrRVpZFjjufX9Kqpk2G7KjZvXupPU3pXQMuoY8bJkMzamdXxuDxkNuSmEiuNH4AW\/EWSVKQcyEkRtIFAkI6\/QvR0Gd0lp\/J4SznZ72YuWoMlkntVK9maSY1YyoBVXeRzszAuFXgiBlUICGZ9F0dHQHR0dHQHR0dHQHR0dHQHR0dHQHR0dHQHR0dHQHR0dHQLrWfY3Sets+up7+Qy9bILKj7wzo8LKvhIjMEqPEQWrxMW48yAyFvG7o1Knpj0P8bHYt5rN260U1KyKMoqfDGWt8s4kosA2Vvk9QFAQoDShQu68GzNbr12CzScSRuPYnrn8zo\/r\/ALT\/AB1ctTYVmi\/TJoXRGn8npmll85epZXBSaen+MkrtKa0i8XYypCru5\/sXLKo2VVCgDqrzXpC7aZ29Fk7mW1BFaR5ZJGqzV66WDJBTgIkSOEB1CUY+Kn2UySkfdeLn+Z0f1\/2n+Oj5nR\/X\/af46c3w2Fl3A9OOj+5GQr3c\/n9RRw18JLgVp17MQgMMla1XeQo0bbyGO4+5PtvHH7bBg1dJ6Ue3MlnLyDJ52OvnJp5LtRJa4gkimvi3LAU8O3iZfJWI\/q+HldOW\/Bkb3zOj+v8AtP8AHR8zo\/r\/ALT\/AB05vhsJ+v6T+3UZiFvMahyCrJSnnW5ZhlW1LXuR2+UimLifLLEPIoAUhm4hCSetHjexOkcVpPJaNqXch8vyGdg1AqyeGQVrEU0EyRxI0ZRYuddSU4kfW4HEEAb35nR\/X\/af46PmdH9f9p\/jpzfDYWWN9OWk8ToHI9vMfqPUMFHJ2cfYlsRWIUs7U468cac1iHLklWMSOwaR+Tkt7jj2xHp50ZhtEPoCvlMy2Oe9iMiZTLCtkzY96zxEypGpPNqkZcn3+t+JTcbMf5nR\/X\/af46PmdH9f9p\/jpzfDYRSei\/tuslENqrV0lahHIiVZLkDQyM9Oeo8jjw+7NDYIJ3B3jj48QCG22luwukNLYrPYaO\/k8jW1Hbx1278f4JHMlKvWgjHIRAsrJTiLB+X1FyCvLrf\/M6P6\/7T\/HR8zo\/r\/tP8dOb4bCqo+mbR+Nu1btLUeoImrT15CoesfNHBYqTpHITDu5L0IOUpJlYcgX\/pK3N3sTo2zo\/Tuh6stujjdN1lq1hXircpECqpZg8TIJG4AmRFVwWfiRyO+8+Z0f1\/2n+Oj5nR\/X\/af46c3w2FNH6XNBQ4GfTseYzZrWauRpyyTGrPOY7kVeKQiSWBirqtWLiy7H778vbabmvTb2\/ytj5hVmyGJvmV5nt48wwzSl\/jOYdxHyIb4+XlsQTwi9wVJLM+Z0f1\/wBp\/jo+Z0f1\/wBp\/jpzfDYWkPp+0\/i+3J7cYPNXhUfJ4jItPfjgtP8A5BqYVQpjEZ5R0UH1KQGYnbbZRm7Po57e2bOIlOrtYpXwtYVqtMXoDX\/9vZgLuhhIclLbcg24YxRAjjzV3f8AM6P6\/wC0\/wAdHzOj+v8AtP8AHTm+Gwosv6V9C5qzlb1rPZ+KzlTG5lrSV4TVdYYouUCpCFj3WFDttsSSDuh4Bw1YJa8RjmuTWmMkjh5QgYKzlgn0Ko4qCFHtvso5Fm3Y8\/mdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jo+Z0f1\/2n+OnN8NiV0dRfmdH9f9p\/jrvFLHMgkibkp+x226WWfTZX\/\/2Q==\" width=\"309px\" alt=\"definition of ml\" \/><\/p>\n<p><p>The definition holds true, according toMikey Shulman,&nbsp;a lecturer at MIT Sloan and head of machine learning at&nbsp;Kensho, which specializes in artificial intelligence for the finance and U.S. intelligence communities. 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. A 12-month program focused on applying the tools of modern data science, optimization and machine learning to solve real-world business problems.<\/p>\n<\/p>\n<\/p>\n<\/p>\n<\/p>\n<\/p>\n<\/p>\n<\/p>\n<\/p>\n<\/p>\n<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Different Definitions of Machine Learning by Rishi Mishra On the other hand, search engines such as Google and Bing crawl through several data sources to deliver the right kind of content. With increasing personalization, search engines today can crawl through personal data to give users personalized results. According to AIXI theory, a connection more directly [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[231],"tags":[],"class_list":["post-8872","post","type-post","status-publish","format-standard","hentry","category-ai-chatbot-news"],"_links":{"self":[{"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/posts\/8872","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/comments?post=8872"}],"version-history":[{"count":3,"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/posts\/8872\/revisions"}],"predecessor-version":[{"id":9650,"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/posts\/8872\/revisions\/9650"}],"wp:attachment":[{"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/media?parent=8872"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/categories?post=8872"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/infosec.pusan.ac.kr\/index.php\/wp-json\/wp\/v2\/tags?post=8872"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}