{"id":8038,"date":"2024-11-12T10:41:08","date_gmt":"2024-11-12T09:41:08","guid":{"rendered":"https:\/\/www.laresidenceabano.it\/machine-learning-what-it-is-tutorial-definition\/"},"modified":"2024-11-12T10:41:08","modified_gmt":"2024-11-12T09:41:08","slug":"machine-learning-what-it-is-tutorial-definition","status":"publish","type":"post","link":"https:\/\/www.laresidenceabano.it\/it\/machine-learning-what-it-is-tutorial-definition\/","title":{"rendered":"Machine Learning: What It is, Tutorial, Definition, Types"},"content":{"rendered":"<h1>What is Machine Learning? Emerj Artificial Intelligence Research<\/h1>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2023\/07\/the-result-of-integration-2-1.webp\" width=\"300px\" alt=\"definition of machine learning\"\/><\/p>\n<p>For example, adjusting the metadata in images can confuse computers \u2014&nbsp;with a few adjustments, a machine identifies a picture of a dog as an ostrich. For example, Google Translate was possible because it \u201ctrained\u201d on the vast amount of information on the web, in different languages. Machine learning is behind chatbots and predictive text, language translation apps, the shows Netflix suggests to you, and how your social media feeds are presented. It powers autonomous vehicles and machines that can diagnose medical conditions based on images. In the field of NLP, improved algorithms and infrastructure will give rise to more fluent conversational AI, more versatile ML models capable of adapting to new tasks and customized language models fine-tuned to business needs.<\/p>\n<div style='border: grey dotted 1px;padding: 12px;'>\n<h3>How Artificial Intelligence is Used in Legal Practice &#8211; Bloomberg Law<\/h3>\n<p>How Artificial Intelligence is Used in Legal Practice.<\/p>\n<p>Posted: Tue, 01 Aug 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUGh0dHBzOi8vcHJvLmJsb29tYmVyZ2xhdy5jb20vaW5zaWdodHMvdGVjaG5vbG9neS9haS1pbi1sZWdhbC1wcmFjdGljZS1leHBsYWluZWQv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Despite these challenges, ML generally provides high-accuracy results, which is why this technology is valued, sought after, and represented in all business spheres. However, the implementation of data is time-consuming and requires constant monitoring to ensure that the output is relevant and of high quality. An example of supervised learning is the classification of spam mail that goes into a separate folder where it doesn\u2019t bother the users. CEEMD and VMD are used for decomposition and Differential Evolution (DE) algorithm optimizes weights of ELM.<\/p>\n<h2>Every Letter Is Silent, Sometimes: A-Z List of Examples<\/h2>\n<p>And the next is Density Estimation \u2013 which tries to consolidate the distribution of data. Visualization and Projection may also be considered as unsupervised as they try to provide more insight into the data. Visualization involves creating plots and graphs on the data and Projection is involved with the dimensionality reduction of the data. Machine learning is a powerful tool that can be used to solve a wide range of problems. It allows computers to learn from data, without being explicitly programmed. This makes it possible to build systems that can automatically improve their performance over time by learning from their experiences.<\/p>\n<ul>\n<li>Only the inputs are provided during the test phase and the outputs produced by the model are compared with the kept back target variables and is used to estimate the performance of the model.<\/li>\n<li>Deep learning and neural networks are credited with accelerating progress in areas such as computer vision, natural language processing, and speech recognition.<\/li>\n<li>There were over 581 billion transactions processed in 2021 on card brands like American Express.<\/li>\n<li>Early-stage drug discovery is another crucial application which involves technologies such as precision medicine and next-generation sequencing.<\/li>\n<\/ul>\n<p>Artificial neurons and edges typically have a weight that adjusts as learning proceeds. The weight increases or decreases the strength of the signal <a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\">definition of machine learning<\/a> at a connection. Artificial neurons may have a threshold such that the signal is only sent if the aggregate signal crosses that threshold.<\/p>\n<h2>Model assessments<\/h2>\n<p>In supervised learning, data scientists supply algorithms with labeled training data and define the variables they want the algorithm to assess for correlations. Both the input and output of the algorithm are specified in supervised learning. Initially, most machine learning algorithms worked with supervised learning, but unsupervised approaches are becoming popular. Machine learning (ML) is a subset of artificial intelligence that develops dynamic algorithms capable of data-driven decisions, in contrast to models that follow static programming instructions.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"definition of machine learning\"\/><\/p>\n<p>We can find the best number of hidden units by monitoring validation errors when the number of hidden units is being increased. For example, when you search for a location on a search engine or Google maps, the \u2018Get Directions\u2019 option automatically pops up. This tells you the exact route to your desired destination, saving precious time. If such trends continue, eventually, machine learning will be able to offer a fully automated experience for customers that are on the lookout for products and services from businesses. Moreover, the travel industry uses machine learning to analyze user reviews.<\/p>\n<h2>Unsupervised learning<\/h2>\n<p>Also, blockchain transactions are irreversible, implying that they can never be deleted or changed once the ledger is updated. Some known clustering algorithms include the K-Means Clustering Algorithm, Mean-Shift Algorithm, DBSCAN Algorithm, Principal Component Analysis, and Independent Component Analysis. Deep learning requires a great deal of computing power, which raises concerns about its economic and environmental sustainability. Gaussian processes are popular surrogate models in Bayesian optimization used to do hyperparameter optimization.<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\"><\/p>\n<figure><img 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alt='definition of machine learning' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'\/><\/figure>\n<p><\/a><\/p>\n<p>You can think of deep learning as &#8220;scalable machine learning&#8221; as Lex Fridman notes in&nbsp;this MIT lecture&nbsp;(link resides outside ibm.com). Machine learning is an important component of the growing field of data science. Through the use of statistical methods, algorithms are trained to make classifications or predictions, and to uncover key insights in data mining projects.<\/p>\n<h2>Deep Learning in Oncology \u2013 Applications in Fighting Cancer<\/h2>\n<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. Experiment at scale to deploy optimized learning models within IBM Watson Studio.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"definition of machine learning\"\/><\/p>\n<p>It uses the combination of labeled and unlabeled datasets to train its algorithms. Using both types of datasets, semi-supervised learning overcomes the drawbacks of the options mentioned above. Semi-supervised learning falls between unsupervised learning (without any labeled training data) and supervised learning (with completely labeled training data). Choosing the right algorithm can seem overwhelming\u2014there are dozens of supervised and unsupervised machine learning algorithms, and each takes a different approach to learning. Supervised machine learning&nbsp;builds a model that makes predictions based on evidence in the presence of uncertainty.<\/p>\n<p>The process starts by gathering data, whether it\u2019s numbers, images or text. This is the so-called training data and the more data is gathered, the better the program will be. In this work, FRZ is employed for feature selection, improved complete ensemble empirical mode decomposition(ICEEMDAN) is used to decompose time series, and ELM is used for pollutant concentration prediction. To evaluate method, pollutant concentrations acquired from six cities are used. Meteorological and seasonal variables are not used; only pollutant concentrations are used for prediction. Li et al. (2016) concluded that a standalone ELM did not perform well for short-term forecasting on data from wind farms located in Northern China at 15&nbsp;minutes interval.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"definition of machine learning\"\/><\/p>\n<p>As input data is fed into the model, the model adjusts its weights until it has been fitted appropriately. This occurs as part of the cross validation process to ensure that the model avoids&nbsp;overfitting&nbsp;or&nbsp;underfitting. Supervised learning helps organizations solve a variety of real-world  problems at scale, such as classifying spam in a separate folder from your inbox. Some methods used in supervised learning include neural networks, na\u00efve bayes, linear regression, logistic&nbsp;regression, random forest, and support vector machine (SVM).<\/p>\n<h2>Great Companies Need Great People. That&#8217;s Where We Come In.<\/h2>\n<p>Natural language processing is a field of machine learning in which machines learn to understand natural language as spoken and written by humans, instead of the data and numbers normally used to program computers. This allows machines to recognize language, understand it, and respond to it, as well as create new text and translate between languages. 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 differentiator in fields ranging from finance and retail to healthcare and scientific discovery.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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JbPLXZWroAbWubHbrsfAxXJSabnZZqbZJLTyEuIJBBKSLi4O4gQd8I633eS0ty1yhBVbxtGsqOOKiKSFf1fT24v\/AJcj\/cgDZ6IERrJ9+Gif+76e\/wDvkf7kRTxvUdZsjLuoK9k8j\/dgDZCepzNQZ5Eyp0Ivf8J5bZ+KSDFOZwhQGBNJaktCZ1jzd9IcVZTegIt127IA2jACeNykKWWxl7PBQ63n0C3xTHJXGvShucvp312qLf8AuxgyYcU5bpJNl1OaVJ8GcqxhCUqdVp84QpCJZKkOFEw42vSEqCAkpPcVG+4698Sk7gikOVGUlG6YrzFxp3zizirak8oN3N7\/AKA9tt\/XhmY406bKtJefy7nQlY7Nqi2b9\/6sbF0eeRV6TI1ZLRbE5LNTAQTcp1pCrX77XjCtFgUvMhGpWnf1Vf2JllnKHlz5jTVfRluf1YYRMvMSYk5xMu+tLoYTUJgNMLS4HEqZQF2aUFgKBQBa0RpmV2DqUKv5pTnr16VRJ1BTk486p9pKnlAFSlE3vMOnUDc6tzsIu7SIFIPjHRefK1W5nPWg0yaaxq19PckJKjSEjUZqqS7JTMzqW0PLKydSWwQjboLAnp77xUIgEgG8Rijbk7ZtRioKoqhCEIgsIQhAEDGP8wpZLv2qftKXlr01j8N1QBdKHHVhKe8m4HTxjIHWJCaoVOnZhUzNsB5S2w0pKyShSASdJT0I3PUGCdOyGk1TMJy9GcxLWH5NieWyw41PMOOsSq3VNhZQnT2SLk2JF9hbe8TbWAaiHZh+ozQp6HdcuAlZ84eKkhVg20DfdaxYKO1r98Zm8xQyVuSgDayyllAAshITcp2HrVEtIUVqTX57MumanijSqYc626lKR0Qm9th4b3MHyRtRYuGcWopUjUKRNz74ckJpqTbKkpmHS6+u4WrQq+kKcCVAk20ntGKPM4cmcQ1KYW1W+aJx9SVFc1\/ZnFIcOpCCLhRuXBp0pKbG4UDc0+j5X5g0eqzVQMnTJzmrKEkzykEoUrUpR7J31C1vXfujIOX2FKvSsLP0fFymZp56ceeOkggpUQq+wHaKtSr+JguBBuUbkqZjnFeHJnBuG6nXZ8TKUS6GC5KolgsOgL3WHEqKAAXFntAGyeg3iYoU1K13B5nhU5eXD9M84LbhShbmpsLskbgHbcDpeMo1jCrlaw3WMLzVUfMvVJV2UQ6oanGkuIKTufStfa\/viaXhelPyaZSZlm1HzdMu44gFtTiQm1iUm5T6iSOkTZNFVFwBFuvJ8xrE1KW0\/ahTNyxV6CphtICkX7iUoQbd4Cz3GLiQjSkJKibC1yd4lajS5apS5YmARulSVoOlaFA3CknuIIEVaslccHdLPomWkuo6KHf1B7wfXe\/wiUNDkSrXqmQSSdppzv8A3oo5maxRFHz+WdfaKu1Ny7JdS4O4uNJ7aFWt2kBSdiTa4Am2sUU91PZqNMSe\/XN6FD2gpBEVUqJporLTbcsyGkE6UjYqUVH3k7n3xLSOmYdfnU7h3ShB8Upv\/rKopqqtSHEn7SxDIuIP+badSEW8DuSfjb1RzGJGXiGqRTZ2fX+u2wWmR6+Y5pSR\/olR9UE7I2t8lbUtKE6iQLdTFHw4ozy52tFBS3Ov\/gBXVTKAEJX7FEKUP2VJjqXR6lWlKFefbbk1C3mEsSUuDvDrhAKwemkBKbEhWoHauttJbACUpSALWAtFyXSRyIB374BI8IjCBBK1FpbkhMNNIKlraWlKR3kg2jHU9hetOOzDzctMq5illICOtztfbaMnwgCl4dkX5ChyMjNNhLzLCUuAbgKtuPjHXiVSWaQ6o0f7RF0jzcJvq369O7rFYjiu9tvGJscXZRW0LLSXnJYS4IuGjtoHhtteLYkJBaqxV0Kxwus+cTA5cjqSRJi24Om5Fht0G4G1zeOf9a8jJzD8tWqLOyy23pltJbTzApDS7Bdzp2UhTZ77EqTfa5p8nXMMSVVrT2HMFLVVnpNVRfadKUKfcJRykbFYSV80k9Ld4PdKl7k3ZW3JJxCmWDiB2kqbfQopXoBeSSTbawve+w29otFwiXM0daXVFNzZe2\/rG2\/8v5RZJxrhCsqHn2HplLckrnLfLKUoSSpsIPUK3Dibgja3eLE1JjM6nzVSlqfLUaogOzSZR115CW0oWoLtuVf\/AA1XvbuAuohJXaILhw\/Sp6lS7jM\/VXp9a3VOBbibFKTbs\/8AHjFQmZGTnWDLTkoy+yohRbdbCkkg3BIO2x3jvhFEq4JlJze59lM\/o3QhMJmhR5PmIHZIYT2e3ruNtjr7Vx32PcIqKUJQAlCQkAWAAtYeEcoRJB0T3+Rv\/wDVK\/lHmlg7CpxKz\/nEhBCVLT0SLDc7evpHpbPf5G\/\/ANUr+UefuUj0sqmTDTUq2ld29Wrt6iOqhuLdRtAHBWVcnyUlmemS4pOqy0AJ79theLQqFLVR6i5IFpept1AVruSDdXhbwjM7erltEtNiyB1aPj7Yxfj5bUzid+wSdK20kpT33V036xDCOmWk1TNOqaxRROJabbJmFhz+yJLgsRY2AV03HTfaJeZwhOH7JZpaZiamKs3qbZMupHbKykJSf0hte8TNPl5oUupLYkZZ5llDReeeQjmMDnbKQSq4JVa5SD7ojNMMUVFGqbinNL6EzCua0hSBpeOwSFkkbX7Wm5v4xpLJNZNqff8AazPS2lB+zS1zm5t5Uq+yooUzo3uOvXbaPS7BydOEaGm97U2WH\/6kx5pImmUKWpDikJK1EaOwNx1sLiPS7B51YSoirk3p0sdzf\/NJjdS9zAVeEIRIEIQgBCEIAQhCAEQBiC1BKFKN9gTtGBqNnTmHWKuupNYckkUBDyhodVy3VNBRF0qUrtL92m+20VlNR7MmPDPK\/kM5T9Qk6ZLqnJ+abl2Eek44oJSPDeKdL4uw5OOcqXrEuu4BBuQk37go7E+q94s6uYir83MzLVKnZGckSoaEt9l22x6L2UL7XBsbRbRVSpqY5c1JJkpz9kKlnFH1WsFxqZdVtdR\/d3X4M+LTb1cv24\/qZqadaeGtlxC0nvSq8dqekYio7E0uqpp7FccQkoUoqAQtxCRb9JJFveIydQUPN01tL027Mqur8V22pQubXsBGbDklkVtfkw5MccbpMqEIQjOYhECAQQRsYjCAo46R8YgplpfpIB9ovHOLJzsxLV8G5P43xbQHUs1OjUCfn5NxSAsIeaYUtCik7GygDY7QBeSWGk+i2kewRz0p8I008l5i3N3MbIOp5p5vZm1XFT1drcwmQan1IUJJhjsL0kJBGtwrum+kBCNIFzfMOSHF\/kHxEYjreE8rMYqqVToF1zDD0o7Ll1oK085rmAcxAVYE9RcXAuICzNQAHSIxolwYYrzJwXxh8QnD7mbiOcrK3p84wpD8w+p1KZd10DsajdILMxKjQLJSWlAbCKH5ODM3OjMHiBz\/AKdjDMCsV3ClAqy0SspUplcwJWadnJgNhgrJLTYaYcSW0kJ9A2FoA9CYRAEHpDUnffpAEYRxUbjbeMT5V8TeUucmYONcsMF1maXiLAU45JVeUmpRbBCkOqaWtsq9NAcSUk7b27iDAGWoha8SNdrEvh6hVCvzrbzjFNlHZx1DCCtxSG0FaglI9JRANh3mML8KPF9l7xb0GvVvAtGrdLOHpxEpOS1UZbSscxKlNqSW1KSQQlW17gjfuJAzmphpQspAPtiPJbuToFz1McriIwBwLLRJJQN+vriBZbJvp9cc4ah4wBGEIQAhCEAS89fzR\/p\/dK6+yPNDDhxNT2gKdLOy6kpCytxtSCTYbDbrsNo9N44cpr\/DT8Ihg88JiuYzclky7LjQcQCh1RSU6iD1SfC38jFrvNVmYmebM06ZKtaSVJlyoEAnx9sem\/Ja\/wANP\/0iHKb\/AMNPwEVimu2TZ5nIma3LMTknLUd1bM4EpcU7KXWAlesaFWujcb23iVTJze18OOm1rXQ6Rf13j085Tf8Ahp+EQ5bf+En4CGyKfA3M8vPsWpqbWvzB8adtJaVf+W8el2DklGEaGhQsRTZYH\/ukxVeU1\/hJ+AjlsBFyCMI4lxAtdQFzYQC0kXCgR6oA5QhCAEIQgBCESVXqkrRqe9Up1ZQywnUogXPUAfxIEQ2krY76OyenGpOXW68pCQEkjUrSCfC8YQNXRMTzsuKdIy8o6+42uXH91e5vYjxVc7W67ARV8V1qVrz7tWY85lhLsEhDi9aHCm5spANkn1g+0RaMvJuSSPtGaU8qaecDzsotvUlbSj0SgAlQsbkjce20cvUKercXjntin97+n0+5v48sdCnGWNym1dXVL+pcRp6pVBXTH1lKd+VMkrQL\/t+kP3gYnZeVnqyytlmkqK02StL7yC0CfDqSPUAO+ONOkHUz8vKydUUwzNdpLZTrKRpJBTr7Sdh0Nx4Re2H8PtS\/MDTzziFru84s7qIFtItYAeNun8mlwOTvr7Ph\/oX1GdJUvyrr9TvoNGSJVhlTbbbTLaUL5abBxQABt+zcH2\/GLjQkITYRBttDaAhtISkCwA7o5x1Eq4Rzm2+xCEIkgQhCAEWRnjTHazkvj2ksi7k5hmpsIFr9pUq4B\/Exe8S8\/KMz8nMSMyApmYaW04D3pUCD\/OANFvJv4mbwv5OybxLqSPsT+kM0olVhqbU4517u6NcvIoSUnOZuZlVl5hKptihSyGlncoS7MkrA9uhO\/qi2cv8AP6lZEcDOevDHVqwyjH8li6dw3Tqb0dfYmVNS8wtAFyQjkTZJHQqbH6Qi\/wDhIRg3gR4sK3grNnEUphiRruWtKnnJmoPBuXXPBhl2YSlaupLyJoJA3JGkb2EAZ7yqS5XvKwZvVCVQVy9BwPIyUw4n0UurTJrSgnxIKjb9kxp\/woZr8TuDOIHOnB\/DRl5RcVTtXrk1VaqmpqUhDDErNTCUgL5iACtUzYAkkkC3fG7Hk45Gbx2c3eKeqSrrbubGL310wupIIpUmtxuXSO7YrWgkdeWPCMW+SblJR3NXiYqSkpMyrEcm0FE7hHnFRJ9xNvgIA2R4KeMWmcWOEqwqfw0rDWMMKTSZOvUgulxDallYbdbJAVoVy1gpUAUqSpN1WCjr1ROMzjb4icYYvq3CrlLhOZwNhGpOU7m1h0h+eUgXABU6ga1JsrSkdkLSCSdzaPBNi7DeT3Erxe4rr7rkth\/DDszUJtMu3rUGmZ2ZPYR3qsVADxV1i48j86+K7O3D2Kc0OFvLzI\/KXLf7Xm35uYxJzUOzcylCC9MvqlklIWEcvUpSUjb0iBeAM0ZL8c1bzp4dK7mRgrJyo4hzIwnMoplXwVIzCWHEzSlbOJW4NSWSkLPoqWC2tFiU3jT3yeWamc1X4ss0sbYbyEFXl8a4iBxY8qoCXXhVqYnZh1Q1LT+LpOu6NIKywN032vXyPdaqlZzWz0nKjPSU05UJiXnpl2QJ81eeVMzBU4zfflkqJTffSRFxeSRmGBmRxJyZUA9\/SOTXp\/Y84qIv8f5iAPQTMLEDuE8vsS4rZShTlGo05UUBxN0lTLC3AFDw7O8eeuTfH1i6jcE2P+IOtZbYRptbp9fRRqS1R5EycrUJ15CPxn0JJvo1qUbHtadN03vG+ueEm5Uclcf09n05nC1VZT7VSjgH848tuF3B2VeZ3k6qzlTmTmXRsFzuJMavJw7N1OYShLlTbQwWkhJIK0kqCVWvYLv4XAv2mcYPHDw+4IwFxB8SUxhfFOW2Yc+wyKbJSzUtVqay8hTra0httCLllta0oUpd7BK1IJuPTqQnpao0+Xqcm4HJeaZQ+0v9ZCkgg\/AiPIqtZhYkyswjgvJjykfCvP4lwTg+cTT8P4tp7zrfJCEFKEa2VobmQW2t0FaFKQ3cpWpJv6uYCxhhrH2C6HjTBc2mZoVbkWZ2nOpbLYVLrSCjskAp2I2MAa18a3FrmRkxi\/AuSuR2CJHEWYGP1rVJifUrzeXaCtAOkFOpSlajdSglKUKJvfa0cq+MPiCwDnrhzh\/4zcA0GhTuN2ArD1bojxVLOzBXpSy4Nak9pQ03BBSpSLgheoSPExxRVKq8U+GuHHh\/ylwliXNqj61sYixQ0AxRXHJUvLSwoWWSJclS1JNt9ICje2qXGViDiQl+JLJKkcQWMMtp\/ENIqsu\/Jy+ClTAckUPTkvfzpLyUlKlFsFFuoSowB7PwhCAEIQgBCEIARxUrT4fGOUW1mAJheHly7D5a84daYKu5RUoBKD+ytehB\/ZWYAr0vOS02guSr7byAbFTawoA+Fx3wROS7ri2WXm1uN21oCxdN+lx3Rr9kvTsxsM0Wrt4rVMfabstPPy7TiCFOIbbaKVEEA9h1RQnuIWq1wBHXlVQcxaRmVV6liBJFEenOXTXCmwUkuHQGlAWUhTAUpVibqCSrtAkAbFg3grobQTa1\/GJSqLmkSLypMq5oT2dKQSPYDsT4QHRRavLT5dlOQwpwefKVdYuW0ltztC6V27u9HW1xfSZymtT6AzdIQ2l1zmJ6XT2rH0Be5I\/ndXfDD5ntUwmYW+tgaVNF9JCgSVah2gFWACeveTbbYSGLa5U6U42iTSW2lAXd5WoFRPojuvYfximbIsUdzViPzF0iIxR8MzFRmacHaklQcUo2KgASmwsSB0isRMJb4qQfAhCEWAjonZRqdlnJV5IU26goUD3gx3xAqt3bQBiTE2E3qA4pQljM0x5Y1NpTfl9Nk+I29Hr4eESqJemT8i3LU2WXMBCRy0yzZIRfpZQsEfERmB+XYmm1tPtpWhYspKuhEU6n4dkaY0pppTi2y4pwJWrZN9yNrX9940paNKe6EqXqvQ2lqfk2zVv0fqUmjUOVSlCZeSaYOn8ZxAF723Tq63Pt2tF0tNpaQlDaQlKQAAPCDTaG0BDSEoSOgAsPhHZG5GKiqRrNuTtiEIRJAhCIE2F9oAjCEIAQhCANW8Z+To4ecccQUvxD1eSq6aqmbbqM5SWplAps9OIN0vuoKCu9wlSkpWEqKRcbq1ZBz24SMhuJF2lzmbuCG6tO0fsyk2zMuyr6WibllTjSkqW2Tc6VEgXJFiSYzHCAKVhbDFAwVhynYTwtSJal0iky6JSSk5ZAS0w0kWSlI9Xj1PU7xh7h\/wCELL\/hzx5mHjnBFXrTysw51ucmpKcdbUxJ6XHnNDWlIURqfXYrJITYXJuTnaIAnvG0Aa1ZOcFWHsr81838w6viJOJadm0twTdHm5BCWmWXXXHHGlHUQ4DzCnoNoxjWfJE8OU\/WZx+j4uzCoVCqD\/nExQJCsN+ZX\/UHMaUvT3dpSiPHpbeSEAaq8GnA9LcI2KswqvT8XN1am4smWvsuVEspDkhKNrdUltxalHmKs4karD0b9+2SsouF3LHJPMXMDM3BLNSbqmY08meqbL8wlUswsKWshhCUp0pU44tZ1FRubAgbRl8m1tusBvAEvUJGWqkhMU2eZDsvNsrYebJIC0KSUqG3iCY1gofk2+GWl5Vz+UNToVWr1FmatMViSeqU6PPKW+8hCFCVeaQgtps0jY6tWka9UbUQgDRx\/wAljhKvrplCzB4hc0cWYKo84iclMN1GpIU0CkEBKnAm4BSpSCUBCglSgkpvcbpUShUrDVGkcPUCQZkadTJZuUlJZkWQyyhIShCR4AACKjCANbOI3gHyP4kcSy2PK6a5hnF0sEJNcw7NolpmYQlOlKXgpC0r0jYKACxYDVp2jBFQ8kDgGm4ywVi3BGZ1e51FrSKrXnq+ROTFSShxpaENqbDaWiC2vchRPM3J0gR6FQgBCEIAQiBNtoAwBGEIQAjpm5VidYclZppLrLqFNrbULpUkixBHgQY7oQBTabQaZSC6uRlSlb4SHFuOqdWoJvpSVLJNhc2F7C58Y6pHC1Fp02mdk5EIdQClF3FKS2D1CEkkIB\/ZAirwgCA9cSFRdqMuefKol1MJQpTvM1lQPdpCQb7X\/hFQiEAWwMSTyWkKcYl0uOoJb\/BmbFVzsfw9tgT4+qICuVdxIdckpIAC6exMEhQIvsWr2sdj\/qvFz6Ba14aBEUCmUWcn59tMzMolg0pNhyw4Dq7\/AE0jbr3RVY4hIG4jlEgQhCAEUPHE5NU7B9bn5J0tzEtT5h1pY6oWlBII9hEVyLVzPmSzgWutpQFFymzQ3Nv80qIbpA0nOPcfqGs41xEAf\/mr\/wDvRzYzCx+w8283jfEOpKgpOqpvqBIO1wVWIv3GK\/Tsr8aCcblpWo0li1lJdefWhCVJJNlEo7CgRaygDe1r7RWGMjMfV1V01vDrzTTraXly86VlvWuwVpCRfqTa+9trQc4qW2yinBvbas3AkVqdk2HVm6ltpUfaRExEnSnUrkGQL3QgNqv4p2P8RE2DeJTvkv0RjUbymHEHmjw55FUrFmVFXlqZVaniFiluzTsoh9TbKmHnDoC7pBJaSLkHYm1usbcx57eWWeVUcn8u8Ey5T51XcYthkH9ZLDiP5viAM0eTs4hMacR\/DoxjPMKoys\/iKnVibpE7MMMJZ5vLDbiFKQiyQrQ8gGwF7XtvFmIzrzYzH8pMvJfC+LX6bgPLugqnK7T2G2ymfmHGUkc1SgTsqYYtY7cs7XUYxv5PCWVkBxS558Jb00+KSzNpr2Hm31XVyEq0g3\/SUph6WCj4s9IrvCM8ioeUg4oKgoBa2US8sF96QlxtBF\/+zHwgDf4WhceMaYcUPFxnjRM+KNwy8J+BKJifG\/mX2tWXauSZeUlynUls\/itJQdOlalKX0WgAEqBF68JnGXLZ\/wBTxFljjzCwwbmlgnWiu0Ev8xtYbXy3H5dfUoDhSCkk6dae0sEKIGzVx4wuI1R4BuLrGnF1hPGmJsV4QpFFFCrKZOnimrdKHGFt6whwuE6nEbXWNIVqFkJtvR8jvKDHOrKbN3ML+qh6hVDKuWemHKc5VUzLc3Zt1SElxLadCrsqCgEqG4IJ7gNxriFx1vHlVRPKi8VuNMLP5v4ZyFw0rAWDZySkcWqbW+88+5MuqCRLqLieXZGgW0uaVLSpXZWEjYPiL47sc4WxjhDJbhwyhdxjmRjKjy9dZlaolbTEhLvILiEPNhaFFwIQoru42lAsSo9ABule0aB0XMvOioeVlxDlTJ5i1hWB6ZRWp9+hrc1SbbRpkushLfQKL7wVq63Ue6MgcOXGfmDirN1fDXxNZUMYAzNRI+fSokppL8hUmwnWeUdbmg6QVCzjgOhQ1Ai0Y3ywCXPLJ5tKO5bwLLW9R81pP+2AN3czsQ1PCWW+K8VUfkmfotDnqhKh9BW3zmWFrRrAIJTqSLgEbd4jz08mZxz54Z+5zV\/LPOPE0rWJd2hPVenO+ZMyzjUwy+ylTSeUlIKVNvKVY3ty9upjeLilrX9HeGzNKsAgKl8H1fRf9cyjiU\/xIjx64Z6ErhyxbwwcS4eel6bjyo1SkVdTi7NgCdekio9LAtOIVvtdoKtAHoh5SDPbM7K\/CeBMvMmq2qkYuzHxE1SmZ9pAW4wykpCtFwbFS3GgVWPZCh33jbagSE5S6HT6bUKo7UpqUlWmH511CUrmXEoAU6pKQEgqIKiAALnaNDeP5fP4xuEuRKtTasRvuKbO4J86kgCR8Yz\/AMavFB91rKdOJqNRW6ziquzaaRhymuaih6bWCda0pIUpCBuUpIKiUpBTfUANgidtjGOM1eIbJ\/JOr4YoWaON5TD85jGack6OJhtwofcRoCtS0pKW0gutgrWUpBWneNX8q+OPOnAOZOGMmuN\/Kun4Mq2OEtLw9XaU5qklqcIQhh9AcdCFhwpSVBzslaNSUpOs6ueUpz5fzTz4yuwc\/kXjOVRgTEE601KVSUVLOYnQ7MyadEokJUopWZUpSoBRPNSQO6APYlCri97xG4jS\/MPj8xfgWtZGUOc4fqnSqjm3P+aTdGrM55vP0xKptqWb0pSghSlF3WAsIJSACElVxlPOviyoOSmdeWmSlSwfUKlN5kP8hiel5hCW5I81LaSpBF19pVzYiwud4Az7cDqYXHjGrmc3FHjvKXjFyoySfw9SHsD5iybjCpztmoIn9a0JKe0EJbSeQCCkkhxZuCkRYXFrxzZl4OzfkOGnhVy\/l8aZirSh+pmZl3H2JNCklQaCUON9sJKFrcWoIQk2NyTpA3guPGFx4xqrwm8YWJ82MX1nInPbL84FzcwzL+cz1OQf7LPMXF3mLqWRYKRdOtYIUFJURcDXF\/ylXFBmfmHjTKjILI\/DLtYwtNVGbTMT0y6\/\/wA2yJcS6lbepsF5ZSjSQsC50hJJCgBm7yqeYmZeV\/DfJYnyuxpUMMz5xLJys5NSC+W85LLZfOgLG6fxEtk23Om3S8bPZTzFTm8sMITlbn3Z6ozFCkHpuadtreeUwgrWqw6kkn3x53cauesxxIeTYw7mnP4XmMPT1QxTJS85JOhWhMw0X0OKaKt1NKIukncA2NyCYyNnzxxVLAWHcKcOXDNR1YzzfqlFp8rpk0JmGKMpTKB+IB2S6BvpVZKAQpw22IG4Gc+cmA8hcvqlmXmNVxI0emo3CQFPTLpB0MMpuNbiyLJT7SSACR57SfF95Qbi+r7g4UstpTBuC2nShFaqUu0rUBfd2ZmLtk3t2GG1KHeVDcbE4n4RcdcS3CVh3Kriixyr+sOmzC6oa7SkocSxOXeS0HGwEIfCWHQhYGm5BKVA9o1FrMrJfyd2QGHMAZqZtzNenaHJlmSbWgLqVQutRCWZZKiW2U30p1q0pSkArJ6gYQwnxocUHDDmrQcoOOfDVOnqTihxLdJxdR0ICQVLCCVlADbqEKUgKTobcQCFELCkx6JoWFpC0m4IuDePMVzL3PfymWb2FMzcbYPfy5yTwfNB6lS0+kef1NJUhTxSnZRU7y0I5hAbQn0eYoK1b4ZpZx0nK9tqniQVNzq2A423zAltCLlKSo7nqDtbu7ox5MkcUd83SMuHDPUTWPGrbMlKWkJKiqwHXeLXxBmdgXDIIq2JJVDif802rmOH1aU3MaZY84lMSYkU6zUKvy5W5vLSx0Newi9z+8TGFMTZzyslLrdVM2U2tKydXcD0jk5fFvTCrPS4fhjIleolX2N+6lxO4UlkqVT6VPzIT3uFDYP8SYtac4o6vUJgyVFo8jLLKSu7q1OkJ28NIHvvGkk\/nI35pzOcAlQuLqi9csKwifoYrk5Na3qmtTg3vy20qKUJHuFz\/pRoZPENY+ev0N3+S6HEvf8AU3Cy+z1q09VGqdi5cqpiZUG0zLbfLU0o9NQvYpvtfuveM5oUCL3veNEqdMNuKSQ\/YePSNk8n8y5ObpycNYgqjKZqUbuy+88kc1oWFiSfST\/EW8I3vDtdkm\/Lzd+hwvFdFiwVkwtV7GXIRQpnHWDJRJVNYso7Onrrnmk2+Ko6qRmHgWvVBdKomMaNUJ1tHMXLy08064lP6xSlRNvXHdjGUk3FXRwZZccGlKSV\/UuKES\/n0t3OpPvEIbZexPmQ9yYiz81l6MCVvWklo0+YC7I1G\/LNvHv74vCLPzXsMCVo3OoSEyUgJvf8Ffr22vFH0ZF2axDOFE855rScKuyrs5M6nHHazqCiopvclodSCSST6XsjvpOf1QoCKvLSuG0rNQl+Qgrn9apd1AVpcSQjtAKUTp9liIutmYwlSFOT84MOrcvyZdIdk3btgDTrFiDYK3VYE6dybbTFSruB6hgnF0lNJw4ifTSiunhLEqh1SihV+WptIuq+nYbiML2KfMefc1I+W8\/EOfejOtLnHEFtfZDcyElQ\/VWbW+PT4RXQdotWXUBSWl32DCVX9gi6h0ERgluTR0M6ppkY88PKzupar3D6t4hLCMZa3Fq9EALl+vuvHofGGeKDhby\/4rMH0zB2PpmpyTdJqTdTlZymuIQ+hQBStF1pUNKkqsdr3CSOkbBhNTuPam1Lhu4nMrOOHDTTqqYJhvDuLWm0EhbBCkhZt1K5dbqBfophogExx8nfV6TjnjI4nswcLVVur0KqTzL8nUGUqDTjb80+43Yn9lBH7sb1YryrwTjrLeZyoxlSftzDk5T0019ifcU8442lASlZcUdfNFgoOX1hYCgQReLU4d+GXK3hfwrPYRytps4zLVKcM\/OPzsxz5h9zSEpCl2HZSkABPQXJ6qJIHmLl7iPipn\/KG56YwyIo2Ha5jCn1Kq02ZpuIXwylylNzqGGlNhS2yQ2liVFwrpbYg2jabhB4bcUZf53Y7zqz\/wAw8LzecmOZCZQ3hykz7ZXKy7i0OOuFu+pW7TSU6QUpSk3Uoq2vfPnydeAc4805nOfDGYmLcu8W1BpLNRncPTAbE3ZCUaiNlJUUJSFFKgFW3BNzFc4auAbKLhtxTM5hU6p1\/FWMJqXclFVquTYddbaWRzOWhICQpWkAqOpVrgEBSrga9eRprFLoGQOY7lXn5eUFKxIqanucsIMsyJNslawfRSOWvc\/qnwjHvk\/Jen17hD4psQy7RQ9VjULhXUNCQddQD7C6uNlsaeS9yfxHi6vYgwxmHj\/BlNxY8p+v0Kh1QMyNR1LK1IWgpPYKlKOk6gLmwEXRw48CeGuHzLjMrK1jHVSrdFzDedSSqWTLPyEsthTPLCwpQcWEqPbsm9h2esAWX5JCh0uU4NKdMsyjXMq9dqc3OdkHmuJcSykq8bIZbHsAi3s5OIQYi4vF4D4VMhKDi\/OnC1Ofp1TxZW5hUtJ06UugusKCFoL9tQTqUoaFKIQFalgbNcMHDlh\/hbywTlXhfEtarcgifmKgh+plvmNl3TdCA2lISgFN7ddSlG++2JM7\/Jx5cZrZlzmceD8wcYZc4uqh1VCew9N8sTKikJUsp2UlSgO1pUATuQTcwBpnjvF+f\/8AylGSc3nnTsGU7FjM5SqeWMLTC3GEyb8w4gh0rUpQcKXXLg\/o6fG8Z1ywnESvlmc12phQSqcwcyyyDtqIkqUvbx2Qo+6GEvJXT+W3Etl3m7hbMt2vUPD02mp15zELy11OYnGytSFNaEaFJJ5Y7SwRYm6ukbFT3B\/RpjjCkuLiSxlOSU81STTpyjIlElE25ySyl0varpAbsCjSblKTqHQgTXHq5MM8Hmay5VCluHD7qbJFzpKkhR9yST7I0\/YyLZz\/APJFYMlsPSypjEGEJWbr9JDI1OLel52aTMNADc62lOgJH6YR1sI9IMaYRomPsIVrAuJ5MzVJr9Pfps80FFBWw8goWAobpNlGxG4O43EWBw08N2D+F\/LhzLTBNYrlSp7lQeqKnKrNc1aXHEoSpLYSEpbR2AdKRuoqJ3UYA80E8QclxRZ48GlVk6n5\/iugzYkcTSYSrnMzLL7Clvq2sUuNtqduLjZQ2IIjI\/lZ57Hc\/wAQWQOGMJql2pkPrmaOqccCJZVSXOMITzCdglOhq5PQLMbj4D4IeHrLfO6oZ\/YSweqTxNPc5TaObeUknXhpedl2bWaWtJUCQbALWAAFEROcUvCVlxxX4aplExxM1Kmz9DfXM0qq01aUTEotYAWBqBCkq0pJB70pIIIgDUTEuQnElxB5u5f5kcc+IcvMusJ4Gmw5IU6RqLLa595Tray0FLcULuLZaCiVk6QQhIJvE15Q2YYb43+E991YDYxDJKKj0A+1pSxv4RkTCHkrcrpXF1Pxdmvmpj7Mt+luoelpauVA8i6DdIVYlak7C6QsAgWIsSIzbn\/wl5ecRGJsv8WYqnapT6jl3VPtGnu09xDfOSVtLLLl0ns62WyCLEWIFtRgDWPymUj\/AEWz44X85qmQ3QKBjWWYqc2o2QxonZSZSFKPS6GXz7GzFn8deYeGD5RPh8pKqtLf+jsxILqCg4CmXMzO\/hpWeiTpSlRv+ioHoY32z6yKwLxFZaVHK7MOUedpk8pDzT0uoIflX0G6HmlEEBQuRuDcKUDsTGvmCvJbcPWGsA4rwZiCcxDiibxYqXU9W6jMI8\/k\/N1Es+brSgcsgk3O+odk3TtAFm5yst51eVHymwfQlIm5XKigu4hrzrTgPmjqitbbavBWoyW3g8PXFr8ACkVnju4na5iJSVV6Wq07Ky\/M9NEsKk6ghN99IS0yL+AEbU8MXB1ljwsN1qbwhOVmtVrEK0efVesvpemnG0X0NgpSkJQCSSLXJtc7C2Ls7vJ+13EudE5xCcPWeNWysxlVARVPN5Yvy04SkJUopStBGrSkqSoLSVAKsCLwBjjHrv2h5ZbLtOGHNS5DCDqK5yTsgGSqBs7brs5LWv3lHgIpXkycNUtnit4qKi5LNqnaViJymsOEXKGXalPl1I9RVLtX\/wBERsbwq8E9K4esR13M\/GOP6rmHmRiVBaqGI6klSSloqClIaQVrIuUpupSlGyQBpGxr2RXCDg7IPNjMTNfDGLMQzk1mPNrnJ+nzjrapZlxT7jxUnSgLJCnVgFSjYKI3JvAGDPLFKEjwl06TlW20ImMYU9opCbADkTS9vDdIjDnk0MRYc4as0q\/w\/wCd+DG8O5hYtUxO0TEUwNSapKuNBTcs28dtKt1oKTZSipCrLQExvRxZ8MdD4scrEZZV7Es9QUy9TYqsvOyjCXVIebS4gBSFEaklLqx1G9jfaLT4luCbB\/EJk7RsDzNSclsXYQkWmcO4ndTaYaebbSkc4osVNrKUlQHQ9pO43A2Sv2SPd43jQbLvg5rdP45sf53Z+0mi4www8l+rYeq87U2lopTpcRyW3pVZuChoqShRBQkthQsbEbEcImG+J3CeXLmHeJ2vUGs1WnOolaXOU9xbsy7KoTbVNOFKQ4skAhQGoi+reMeY88nLlhjHGuL8fqzExrTp7FswJ2ZbTOtusMuAkkALQVFu5HYKrAAAWsIAyBjHi3yypFVZwbl++nGeIJloqZZo7iFyjCQNluzFw0lA77EnptuI0k4qMWZ71B5eKMQBunSYJbVOSZRMNNtX7KVJuC2AdW5Fjfr45Iy1yhw1kvUalKU7EqsSTrhTLGqGXEuhbKCdIQ3qUEjxOo3sDsLCMhV7DVPxRSJiRm0JUmZZU0oEakqBG4UPCPP6rXxnPy3yjvaDw3URh5u\/bJ9V6HnDK4rqa1FU3iWYngsW0pCEg\/C8dFRnaPNLJmKatxSjchb61\/6\/XGKMc4Kq2BceV\/CVQXOShpVSflkoLJ\/ugs8tWq+4KCkg2sQQY6DIFpvmuTsylKU6ionSAI34LCknFI5Of+Zyk4ucmZc+1GkNhDVPBSkWAVuf4xMox1iGWaEvLPTrSEjSlKVlCQPYCIxbL0itPsJmJCZmOWoAhWtPT2bR3SFIxzOvLYkZhTxb7KhqufVFvMxLtI0paDXZOXu\/JkR7HOKHNlzk2QOgU+f9sSS8W19RuXln2uEkRRZHBOYkwtLfmz5KtgSnaMg4X4cM3cTp\/sbkg0CL3mHdP\/8AMHqsMKsq\/CtbJXyy2GK3Vpqblm5iaSlLrqUqJN9ievqjOWTEpOYlxjLUFFQdaU+HlaUKKVL0IJCbjfoLARSqXwW5wTk9LSrlfoMsuYdQ0lbjiy2gqIAKiEGw33NjG3OVXAVjihYypmKcWYupVM+z20LV9huOOrceSNNwHW0pSFdVXB3vtvePafCvjei0mPN5j59G0eI+KfhrxLVZcO1Nx+9GI5vBNXlpt6XVWFILTikFPPVtY2t1hG4D\/B9g6YfcmHsUYhW46srWrmsi6ibk\/wB1CPXL4u0df9EeVfwJrb9f98jYOKdiCjMYgo05RZlRS1OsOMKUACUhSSm49YvFRhHyw+0Gtf3Onr9nMRsC+3\/NB6f9\/FOHCfNMTwamMdMqaQoFSUUwpUpvxBLpA9tjYxsVinFlKwlKIm6opWlzUEJTbUqwuepAsNt\/XEth\/E1GxapTTUs6h5lsPFDqOiVGwII2I2iJW1SLRaT5AYQGBLAam9HLI9VrRWpF1x6XSXAdQ7Jv3274iZKV\/wAIR2tNtMp0Np0jwjBixODuy+XIpnZCOCnEpF1KAHiYFxOrTcA+BjYMRzhEBuIjACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIlqhKiekZiTKykPtLaKh1GoWv8AxiZiB6Q7JTp2aQ1+jz+HarNU2po5UzLLKHAnpe\/6J7weo9UT1BqwZUlKjcHYg9IyzxI0akNGk1ZSC1OTjipQrCey5pTqSCf1tjbxFx3CMApU4w+rYgXvHj9dp\/IyNI9lodStRiTkYC41uHmuYoqjebuDErmmRLhusSzbV3Ww2Ow8nrqRpGlXeNIIuL21IZwaH3EtzPMcU5sNarg7dwj1coNRKzylKvsOu9vD+cWdjrhly6xg8qtS1NVSakq5VMSNkJcP7bdtBPrsD64afV\/LtkbU6i+TzgNKr9DZUxKnmsk7NqB29QPWM95MZSVJmRZrlUYEuh9tLhChdayd7gHoL9PG0Zhlsh6FhmfSuqM+dusquhx9u4HgQm+ke8Exe7MnJyqUFKe2SE3O9z3eyL5dQqKzmmvlLaouD5KWcQsshQGwChewjJWG6bLy60cppIIHasLCKexKpCkkJFzF04flCp5IA2PWNNzc5JsxbmkXMzJNMspmFAXJsIzBlhmO3iNSsP1Json5VsaHOqX0JABPqV4jv6+MYpqSQxKJQb2Si4PiYquUsk85jWUW0k\/gocdWrwGkjf3kRv6HNPFnUY9SdM5+vxRy4HKXa6NhP3T8IRAhV\/8AxhHp+Pc81t+p2whECbd0XILdxG1MNVSTqkuqWS7LsvNIMwhSknmKbuBpIIJ0i3tMcKOmozFeVPTs1LPLTLqaUlhlaAhBUCm+o3N7G373sE1V5SfqbjUuWy0xqDhWhelxJSQdlDp\/x4x0SeHWqZMomWn5h6bJ0LmHFkqUgnYG21hpHdtv4wBQ8w8RYiTXaTgjCc01JT9WQ485POI5nm7KOpSgggqO\/X\/yodXczCyxlhiWoYtOJKQytIn5aYlktutoJAK2inqR4E2\/1ZEnKPSTPy+IJ+XaM3T2nA3MnbloUO37jaLAU1Xc4rKcSul4O5oISpP49TSk7H9hoke0+yNfJHl8u\/Q7GkzQcFFxSxr\/AF2lbf0fd11XRflXWuZp7L0u048gutOqQ2vSpSAdXUkd9upAteJWbqs6wppySpDiwuYbQ8XHEXCF9SLKJ2uDa3S8VWdZCJJTbSE6UJGxFwEj1RS5uS8xqNL81kxZU0pKghNwhBac1LUT03sPae+8Z\/ucd1fHRcCDcXvHOOCDcXjnEgQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIApOJMMULFlMXSMQUxqdlVqC9C7ghQ3CgRukjuIIMap5u4OZwTiZ6nyjjq5Z1tMwwXPSCFEjST32IIv7I3BjFvEFhdmsYNVWUoSJqlrSvWALlpSglab+G4P7saOu0yzY2\/VG9oNQ8OVJ9M1mw5M2mAtStwbjfrbujI0nOIfku0BrttvY3jFsuDLTR03BBuIu+j1BS0J5h2vb3x5JRp8nrcklNWjqxTKpml3SDe1rkdfVFpCSLSyCNxsd+sZDmGhMCxF977+EUKoySUv6kpFjvCavk1kUyWlrhJKrWi7MMoSp8JJ6d8Wy2Br5YBsIu7CrFlhRHfeK473KiZJpOyqV5V9Dd\/DaMp5J0FMvSZivPI\/FnF8pskdG0bG3tVf4CMTToXPVBLbIKgpQSAOt7xsrh+moo9GkqYgWEuyhB9arbn3m8dnwnHvzPJ7HJ8TyeXiWNepPWV4Qjlf1GEejOFZGEIRIIEC2\/dFvGqYknJh5dKpcqZVlSm0LmXFIU6pJIUUgA2Tfoe\/wi4FgqQQDYkdYsyqn7Gfp7j0\/OiZnUplVpadVyW+ybqSkAgHUQbn4wBUvtludotTXWKY62ZJLrc5LBJcK0BFzot6YUk7W33t1jnSKnR5bC8jPyLS5Wn+bNiXaWgpUhFgEpKTuD0Fon6TKLl0LDjinDZCeYvdS7J6n193ujsqEvzmAgKKNK0kKQN079R64hrmy+75Nv1Kc7Wp5L6FN0\/ny+gLcUi90C1ydxv7LXisMlp9tLqFBaVgEKHQjxi1ppXm7ZTMTFVDbba3Sp3UpJPehR02IttYn2RcFClpiUpEpLzduehpIdsbjXbtWPhe8SUJ4ADoI6ZibZllNpdWE81WhN\/HwjvigYveVLSLUwmxLTqVgE7Eg3iVyQ+CvA3iMWvS8SefOSsuVqbcSuzpXYaxpPqsO1aLmuAm5iHwQpJnKEdWtKjZKgSDuB3e2KczUJh1hfODSVhSwOQvmDSCQLbdbDcbxNFk7KtCLLoFYmXsPS4VO1R1bjalc6clA1NHc31NgAavDbw6xWpSphikImnjNvhMuHLrZs8uwuQUAel6v\/ODVArUI6WH0vS6HgFJC0hVlCxHtHdHPWhSCUqBAv0iBfNEUrCkhQ6EXjpfnZaWQ448+2hLQusqUBpFr7+6LeqNcq7aRLSFHmRpWEF1TZOw1XIA9aR8Ytmela7OtzRmZWaWSVBA5JG3Kb6C362r+MZI477ZgnlceEjJqFat7gg7giOUdUvu0jr6I6i3dHbGMzLoRBRsLxGOmamZeVZU\/MupbbbBUtazZKR3kk90OiUr4LWxFmjhXC89NU6rPzKH5OVVOuBuWU4OUnTqI0g3060k+o7XsbdSc18KOLLTa50uhDa+X5qrVdbiWwLHe4UtAI\/aFr7x2tyuXuM5mbmZaVpFQmltFiZe82aW6po7aVFSSVIIHQ3BtEynAeHS8qYmKRT3VrACleYspUsA3sVBNzv64xub42qy8oOD2zVMl6TmhhOuVOVpFNm33JicUtDV5daUFQbU4AVEWF20lY8U28bRdo3EWlM\/0OoMw09T8PySpqXcWtJlZZpKmlqC9RCrCyjrXexv2z4m9Uw7iKVxHLPTMrLvs8h0sLS6kBWoAE9CfGMf8Vi3+Vu+b2Mdq6K1EnUarT6UlDlRm0Szar9tw6UC3iroPeYlZiqzbr7snSKe4860dK3XgW2UKte2oi6\/XpBHcSDEnP4b+0JB0VqpOTDymlDmEaWWVEWK0N3sCOqSoqI8et9gkuBtaXEJcQoFKhcEG4I8YsdzMt2Tqk9T53Dk+USilhLrKNSVJSFEk3ta4CQAASTqt0i82HpYSzS2nG+UpKdBSRpIPS0QVUJBKlIVOMBSUcxQKxcIvbV7Lg7+qALTkMypedmkS66BVGA8tsNqcaABQvRpUTfb09xuRY3tF5g3F460zMupGtLyCm17hQtHUqqU5D4lVzrAdJA0Fwatwojb16FW\/0T4QBNRTMR0tFaoc\/SVi4nJVxnp0KkkA\/Hf3RUrwJiGrVBPa7ND6pLOSkw4w4godaUpCgeoINiI7aPPFACQsgg36xkjiFwkmiYs+2JeWKZWsJU5dI7IfAGv2E3CvXcxiCTmOW+UjxtHkdZh8nI0ew0eTzsaZkKVn0uJ0KNztaOursEgOoV16xSaZNELRq8Yq06+FJ2N9o01K0ZnH5in0+TLjnW+8XlTGEyUqXSLWH8Yt+jtI5oJ3J7ouCZfvLhkI9HaK41bstkVpIuPK2kip4uZW6gKRKaplXhcej\/8AkR8Iz8kWAjGmSNNDVNnqoU7vupZQf2Ui\/wDNX8IybHrPC8Sx6dP3PLeJZXlzte3BC3rMIjCN\/ajQEIQiwIHcGLZl3TKTC6XNOOJ5IW+06NOkoFrJVqvYjVbbuHdFzxwU02v0kJPtEASdGm0Tsih5Leg9FDVq7Q679\/ticc1FJCQL+uIoQhtOltCUjwAsIj1gCgIpExNrYaqS9bTKLqGolLqgez2b2AAt3Xv4d9ebSUoAJuQIBCAQQnp0jlAEDFLr025LyboZDYcMu6tC12OhSU7HSfS3PqiqHpEpPSKJ5BQt0oCm1tkADcKFj1gqsh36FtS+M6cxR5eZqEsPPnXiwmVStHMcsogOC5ASCgcyxOwJFyRF0zkkxPyypWZSVNrG+lRSfiN4oQwRIJAHnUxtbrp7uh6RcguABEyohc9lNptAp1GW85T2loLxBVqcUvoLDqTHTK06aYl\/xWpdtxKlqCZROhNiokfvEG59fxisWvCw8IWSko8Is2gU+bNAYeUispUltQ01FxKp3vvddzv4b+EVuUp7k1SG2HHZ1jWwEha3P7Qm6epUOioq+keELCDdqiVxySE1R5WdlG5Oc5rqG7EEuqSokDqSkgkxGmUiSozC5eRQpCFrU4dSyo3PrJifiCukR6URSvcWzLYubC1MzzQQQ6pAWn0bBawLjr0R8T3RWpOpSs6VJl3UqKQDtvsem\/SKI7gxDqyvz4pu4pf93fqpR8f2\/wCEGMIOSrjj0rVlMrXYgpb9EgIA79\/QHXxivKMzWJq4lzjxiMdbCFIbSlSyshIBVbqY7IsYhFDxjT3qlQ35ZiSROKulfmy1aUugKB0k93T+EVyOKgCLGKZILJFxl0yU3HmLplj0JyvTuI0zErLT0hSkoPPl5mWbaAUBZKEEDUoXuSb2i+COzaIWFukcrbRe9ySfpwY4Rcb3O2zFFXxE1PrmpkYFxIxMMKDitMpq1\/3adSf2rPJ6b7OddKoq2AsRMiaVSVUSuSxnEmb581Tiyyk3DYbBSkJBIRqANjYiMg6Unqkbw0jwjAtNijk81L5idquy1qnTwidfnKqzVTLqUCl6QqU0kITb9JlCxpttcoBvuSBHYnD9DmpUTMpVao624n8NYr02UKJ6bh3xtFy6Qe6LexBhhVTUBTXmqet0K576EkqV0KewLJUQbkKO6SAR1jOWOqSwLT2KEmiTUzMvIVM+dulT61XWTcpSVElKSfA3vckkkmOn+rLCKlOBck4pLgUhaS8sgpJUdPXp2yPh4Rcy0PGXUht2zmghKyNtVtjb2xahomYamw2vFUl0J1CWsQbEJ9x6m\/eNoAmzl9hbzd+UMgrkzKW0OILy7HQsrTbfYgqPTwA7hEq3lZg9pzmolZjVYJuZparAdO\/\/AIvHTUsN48qcqJd\/FDCFJmisOSwcYIaKANwggqN9fZKrdu\/VKYqGG6HiSjzyk1CuefSXLUhKXFLU5fUClRKiSNioWub2TuTcwBcwFjf3Q98RhAFpZnYOTjXCE7SUWE0lBflVW6PJ3SL9wO6SfAxpHPAycyUqSUqSqygRZQPfePQhXon2RqLxB4LZw3jN2clWNEnVgZtsDoFk\/igfvEK\/eEcfxbTb8fmR7Ov4TqfLyeW+mWfS30OMBQUdQsInFzS0q0FQVt4xQsPvqD6mVq2Vv07oq023ZXYTZR2jy0k4npHSlbK9SHlJUFH\/AG2i4Xb6AVb3HXpFk0yZdbdSk3sIvFtYWxqSoqNuh9kTje50Mq2rcjYTLinGnYQpyVJAU83zz+\/uP4Wi6Ip2HtJoVOUgWSZVogerQIqMe8wx244pex4fJLdNv6iEIRkKELiFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6p7iFxHysbQ2gD6pyRGKuInDrdWwIaoG9T1IfS+k9+hXYWPZuk\/uiPmt2iIVaMeTGssXFl8c\/LkpI9oCTKzQdSu3fFWamS\/pUq38Y8Sisn\/AM4hqPjHFl4FGTvf+P8AJ2Y+NOKpwv8AU9y5VsuaSgjbwEXTJ8zkJvY2jwLC1DviOs91\/jELwJJ35n4\/yWfjdqtn5PqIwPMibwnSXrg2lG0beKRY\/wAortxHyslVx0iG0d2EdsVE4cpbpNn1T3EI+VjaEWKiEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQB\/\/9k=\" width=\"301px\" alt=\"definition of machine learning\"\/><\/p>\n<p>Machine learning algorithms find natural patterns in  data that generate insight and help you make better decisions and predictions. They are used every day to make critical decisions in medical diagnosis, stock trading, energy load forecasting, and more. For example, media sites rely on machine learning to sift through millions of options to give you song or movie recommendations. Retailers use it to gain insights into their customers\u2019 purchasing behavior. It is also likely that machine learning will continue to advance and improve, with researchers developing new algorithms and techniques to make machine learning more powerful and effective. A neural network refers to a computer system modeled after the human brain and biological neural networks.<\/p>\n<p>ML technology looks for patients\u2019 response markers by analyzing individual genes, which provides targeted therapies to patients. Moreover, the technology is helping medical practitioners in analyzing trends or flagging events that may help in improved patient diagnoses and treatment. ML algorithms even allow medical experts to predict the lifespan of a patient suffering from a fatal disease with increasing accuracy. Shulman said executives tend to struggle with understanding where machine learning can actually add value to their company.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"definition of machine learning\"\/><\/p>\n<p>Trained models derived from biased or non-evaluated data can result in skewed or undesired predictions. Bias models may result in detrimental outcomes thereby furthering the negative impacts on society or objectives. Algorithmic bias is a potential result of data not being fully prepared for training. Machine learning ethics is becoming a field of study and notably be integrated within machine learning engineering teams. Machine Learning is an AI technique that teaches computers to learn from experience.<\/p>\n<div style='border: black dashed 1px;padding: 10px;'>\n<h3>The AI Hype Cycle Is Distracting Companies &#8211; HBR.org Daily<\/h3>\n<p>The AI Hype Cycle Is Distracting Companies.<\/p>\n<p>Posted: Fri, 02 Jun 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiQmh0dHBzOi8vaGJyLm9yZy8yMDIzLzA2L3RoZS1haS1oeXBlLWN5Y2xlLWlzLWRpc3RyYWN0aW5nLWNvbXBhbmllc9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>What is Machine Learning? Emerj Artificial Intelligence Research For example, adjusting the metadata in images can confuse computers \u2014&nbsp;with a few adjustments, a machine identifies a picture of a dog as an ostrich. For example, Google Translate was possible because it \u201ctrained\u201d on the vast amount of information on the web, in different languages. Machine&hellip; <a class=\"more-link\" href=\"https:\/\/www.laresidenceabano.it\/it\/machine-learning-what-it-is-tutorial-definition\/\">Continua a leggere <span class=\"screen-reader-text\">Machine Learning: What It is, Tutorial, Definition, Types<\/span><\/a><\/p>\n","protected":false},"author":16,"featured_media":0,"comment_status":"","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"advgb_blocks_editor_width":"","advgb_blocks_columns_visual_guide":"","footnotes":""},"categories":[35],"tags":[],"class_list":["post-8038","post","type-post","status-publish","format-standard","hentry","category-ai-news","entry"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v25.6 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Machine Learning: What It is, Tutorial, Definition, Types - Hotel La Residence<\/title>\n<meta name=\"robots\" content=\"noindex, follow\" \/>\n<meta property=\"og:locale\" content=\"it_IT\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Machine Learning: What It is, Tutorial, Definition, Types - Hotel La Residence\" \/>\n<meta property=\"og:description\" content=\"What is Machine Learning? 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