<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>株式会社 リアルネットArtificial Intelligence - 株式会社 リアルネット</title>
	<atom:link href="https://realnet.ne.jp/category/artificial-intelligence/feed/" rel="self" type="application/rss+xml" />
	<link>https://realnet.ne.jp</link>
	<description>高松・東京・大阪から発信する買いたい方売りたい方のための不動産業者です。中四国から首都圏・近畿圏と全国にあらゆるネットワークで、あなたにぴったりの物件をお届けします</description>
	<lastBuildDate>Thu, 21 May 2026 05:57:04 +0000</lastBuildDate>
	<language>ja</language>
		<sy:updatePeriod>hourly</sy:updatePeriod>
		<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.7.5</generator>
		<item>
		<title>AI impacts on supply chain performance : a manufacturing use case study Discover Artificial Intelligence</title>
		<link>https://realnet.ne.jp/ai-impacts-on-supply-chain-performance-a/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=ai-impacts-on-supply-chain-performance-a</link>
		<comments>https://realnet.ne.jp/ai-impacts-on-supply-chain-performance-a/#respond</comments>
		<pubDate>Thu, 18 Jul 2024 13:46:09 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Artificial Intelligence]]></category>

		<guid isPermaLink="false">https://realnet.ne.jp/?p=2926</guid>
		<description><![CDATA[<p>Top Use Cases of AI in Supply Chain Optimization In the transportation industry, AI is being used to develop a &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/ai-impacts-on-supply-chain-performance-a/" class="more-link"><span class="screen-reader-text">"AI impacts on supply chain performance : a manufacturing use case study Discover Artificial Intelligence" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/ai-impacts-on-supply-chain-performance-a/">AI impacts on supply chain performance : a manufacturing use case study Discover Artificial Intelligence</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><h1>Top Use Cases of AI in Supply Chain Optimization</h1>
</p>
<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="308px" alt="supply chain ai use cases"/></p>
<p><p>In the transportation industry, AI is being used to develop autonomous vehicles and systems that can optimize routes on the fly. With AI-driven autonomous vehicles operating with a 99.9% confidence rate within 0.5m, we are within reach of a future of self-driving cars. It’s time for modern supply chain enterprises to empower their business with reliable and automated data visual analytics platforms. You can refer to these AI use cases in supply chain to minimize the supply chain disruption and make the most out of your business.</p>
</p>
<p><p>Progress in LLMs has led to generative AI creating engaging text, photorealistic images, and even improvising sitcoms. Hence, AI algorithms will inflate the departure and arrival of the goods in and out of the warehouse, which aims employees to keep the pallet in the proper position and release the goods as per their shelf life. If you plan to develop AI development, you must remember these things to save your budget, build best-in-class solutions, and achieve good results and RoI. Supply chain management plays an important role in the current era of high demand for supply, which stimulates competition and demands uncertainty. Examine your existing technology stack and discuss its advantages and  limitations with relevant stakeholders. Interoperability is a critical measure of tech readiness, so try to get a sense of how well your various technologies are working together now.</p>
</p>
<p><h2>Selecting and managing suppliers.</h2>
</p>
<p><p>Efficient supply chain planning is usually synonymous with warehouse and inventory-based management. With the latest demand and supply information, machine learning can enable continuous improvement in the efforts of a company towards meeting the desired level of customer service level at the lowest cost. Machine learning models and workflows do this by analysing historical data from varied sources followed by discovering interconnections between the processes along the supply value  chain. There are several benefits of accurate demand forecasting in supply chain management, such as decreased holding costs and optimal inventory levels. These advancements enable businesses to make data-driven decisions, automate repetitive tasks, and optimize operations like never before. In the dynamic realm of modern business, artificial intelligence (AI) has emerged as a driving force in revolutionizing supply chain management.</p>
</p>
<ul>
<li>However, It has achieved world-class procurement status and invests in digital start-ups globally.</li>
<li>Machine learning algorithms can also automate supplier selection, helping companies identify the most reliable providers.</li>
<li>The global supply chain is continuously evolving, aiming to enhance efficiency, reduce costs, and satisfy customers.</li>
</ul>
<p><p>For example, freight technology provider Loadsmart embedded a generative AI tool in its freight management platform ShipperGuide. Called CoPilot, the enhancement allows companies to generate reports, maps, and charts based on their shipping data. The platform then transforms this data into predictive and contextual business signals, insights, and forecasts, such as replenishment triggers and quality compliance predictions.</p>
</p>
<p><h2>What is the future of AI in supply chain management?</h2>
</p>
<p><p>Companies have to integrate real-time machine learning, inventory management, and all physical assets using the Internet of Things technology. The current generation of AI can optimize supply chains—and even tailor them to deliver the right product to the right customer at the right price. However, doing so would require a level of data sharing that very few companies are ready for.</p>
</p>
<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="302px" alt="supply chain ai use cases"/></p>
<p><p>When an ordered item is unavailable, the AI system automatically identifies the  based on factors such as brand, size, price, and customer feedback. It takes into account the customer’s past purchase history and preferences to make personalized recommendations. The system provides clear and transparent information to customers, ensuring they are aware of the substitution and have the option to accept or reject it. At the heart of AI’s transformative influence are three key components that work in harmony to revolutionize the supply chain landscape. BairesDev is the leading nearshore technology solutions company with 4,000+ professionals in 50+ countries representing the top 1% of tech talent.</p>
</p>
<p><h2>AI/Machine Learning for the Supply Chain – How Do We Use It? Practical and Visionary Use Cases</h2>
</p>
<p><p>By creating synthetic datasets, AI can learn from its mistakes and improve its accuracy and performance over time. AI can be used to develop real-time tracking and visibility <a href="https://www.metadialog.com/blog/ai-use-cases-for-supply-chain-optimization/">platforms, providing</a> customers with up-to-date information about their orders. AI-driven trackers can be used to monitor incoming shipments, detect potential delays, and automatically notify customers about the status of their orders. AI can be used to analyze past performance and customer feedback to select the best carrier for the job. AI-driven algorithms can also be used for competitive bidding, making it easier to select the most cost-effective carrier for the job. AI can be used to automate the quality control process by monitoring, analyzing, and inspecting products.</p>
</p>
<ul>
<li>AI can be used to automate and streamline routine logistical tasks like packing and labeling orders, shipping items, scheduling deliveries, and tracking logistics.</li>
<li>It involves creating a simulation model replicating the real-world dynamics of inventory management, including demand patterns, lead times, order quantities, and replenishment policies.</li>
<li>If you would like to adopt Artificial Intelligence in your business, please contact us.</li>
<li>With the help of AI and advanced analytics, a predictive maintenance strategy lets supply chains predict machinery failure.</li>
</ul>
<p><p>This enables supply chain companies to have much better insights and help them achieve accurate forecasts. A report by McKinsey also indicates that AI and ML-based implementations in supply chain can reduce forecast errors up to 50%. Supply chains perform a series of actions starting with product design and proceeding to procurement, manufacturing, distribution, delivery, and customer service. “At each of these points lie big opportunities for AI and ML,” says Devavrat Bapat, Head of AI/ML data products at Cisco. That’s because the current generation of AI is already very good at two things needed in supply chain management.</p>
</p>
<p><h2>Inventory Optimization</h2>
</p>
<p><p>According to surveys by PWC, AI is all poised to reimagine the in-store experience using robotic process automation, smart sensors and gears and connected devices. Supply chain management is eager to deploy this tool more than any other industry experts. Thirty-eight percent of retailers adopting AI and ML in their supply chain management are expected to see a growth in the coming time. Standards allow for the fast movement of items through supply chains and organizations’ efficient inventory and transaction tracking. This commentary is authored by Keith Moore, a supply chain and AI technologist, and the CEO of WMS Accelerator technology provider AutoScheduler.AI.</p>
</p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>Zebra Technologies (ZBRA) Q3 2023 Earnings Call Transcript &#8211; The Motley Fool</h3>
<p>Zebra Technologies (ZBRA) Q3 2023 Earnings Call Transcript.</p>
<p>Posted: Tue, 31 Oct 2023 17:00:21 GMT [<a href='https://news.google.com/rss/articles/CBMibWh0dHBzOi8vd3d3LmZvb2wuY29tL2Vhcm5pbmdzL2NhbGwtdHJhbnNjcmlwdHMvMjAyMy8xMC8zMS96ZWJyYS10ZWNobm9sb2dpZXMtemJyYS1xMy0yMDIzLWVhcm5pbmdzLWNhbGwtdHJhbi_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Let’s now move on to discuss the challenges of leveraging artificial intelligence in supply chain management. At Acropolium, we tailor IoT, AI, and ML-based bespoke software solutions to help businesses modernize their logistics. Whether you need a transportation system upgrade or complete product development, we offer a subscription-based pricing model for any goals and budget. Since supply chain data can be fragmented, inconsistent, or incomplete, it might pose risks of improper processing.</p>
</p>
<p><h2>What We’ve Learned from Recent 2023 Supply Chain Attacks: Are You Prepared?</h2>
</p>
<p><p>Managing a supply chain needs a different approach, so companies have started developing and adopting artificial intelligence solutions to streamline the process. FlowspaceAI for Freight is a first-of-its-kind offering designed to eliminate many of the tedious, time-consuming processes involved in transportation and freight management. This tool has the potential to streamline and improve the logistics and transportation processes for e-commerce and B2B brands, with added benefits for environmental sustainability and cost-efficiency.</p>
</p>
<p><p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How can AI be used in procurement?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Spend classification.</li>
<li>Global sourcing.</li>
<li>Invoice data.</li>
<li>Automated compliance.</li>
<li>Contract data extraction.</li>
<li>Contract lifecycle management (CLM)</li>
<li>Anomaly detection.</li>
<li>Strategic sourcing.</li>
</ol>
<div></div>
</p>
</div></div>
</div><p>The post <a href="https://realnet.ne.jp/ai-impacts-on-supply-chain-performance-a/">AI impacts on supply chain performance : a manufacturing use case study Discover Artificial Intelligence</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
			<wfw:commentRss>https://realnet.ne.jp/ai-impacts-on-supply-chain-performance-a/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
			<item>
		<title>Latent Semantic Analysis and its Uses in Natural Language Processing</title>
		<link>https://realnet.ne.jp/latent-semantic-analysis-and-its-uses-in-natural/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=latent-semantic-analysis-and-its-uses-in-natural</link>
		<comments>https://realnet.ne.jp/latent-semantic-analysis-and-its-uses-in-natural/#respond</comments>
		<pubDate>Tue, 19 Mar 2024 15:36:04 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Artificial Intelligence]]></category>

		<guid isPermaLink="false">https://realnet.ne.jp/?p=2924</guid>
		<description><![CDATA[<p>What is Semantic Analysis in Natural Language Processing Explore Here They are used primarily for billing purp &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/latent-semantic-analysis-and-its-uses-in-natural/" class="more-link"><span class="screen-reader-text">"Latent Semantic Analysis and its Uses in Natural Language Processing" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/latent-semantic-analysis-and-its-uses-in-natural/">Latent Semantic Analysis and its Uses in Natural Language Processing</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><h1>What is Semantic Analysis in Natural Language Processing Explore Here</h1>
</p>
<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="306px" alt="semantic analysis in natural language processing"/></p>
<p><p>They are used primarily for billing purposes for hospital administrations. In an investigation carried out by the National Board of Health and Welfare (Socialstyrelsen) in Sweden, 4,200 patient records and their ICD-10 coding were reviewed, and they found a 20 percent error rate in the assignment of main diagnoses [90]. <a href="https://www.metadialog.com/blog/semantic-analysis-in-nlp/">NLP approaches</a> have been developed to support this task, also called automatic coding, see Stanfill et al. [91], for a thorough overview.</p>
</p>
<div style='border: grey dashed 1px;padding: 14px;'>
<h3>Achieving differentiation and competitive advantages through AI &#8230; &#8211; TechNode Global</h3>
<p>Achieving differentiation and competitive advantages through AI &#8230;.</p>
<p>Posted: Fri, 13 Oct 2023 13:27:21 GMT [<a href='https://news.google.com/rss/articles/CBMiY2h0dHBzOi8vdGVjaG5vZGUuZ2xvYmFsLzIwMjMvMTAvMTMvYWNoaWV2aW5nLWRpZmZlcmVudGlhdGlvbi1hbmQtY29tcGV0aXRpdmUtYWR2YW50YWdlcy10aHJvdWdoLWFpL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>The first part of semantic analysis, studying the meaning of individual words is called lexical semantics. It includes words, sub-words, affixes (sub-units), compound words and phrases also. In other words, we can say that lexical semantics is the relationship between lexical items, meaning of sentences and syntax of sentence. Semantic analysis creates a representation of the meaning of a sentence.</p>
</p>
<p><h2>Tasks involved in Semantic Analysis</h2>
</p>
<p><p>That means the sense of the word depends on the neighboring words of that particular word. Likewise word sense disambiguation (WSD) means selecting the correct word sense for a particular word. WSD can have a huge impact on machine translation, question answering, information retrieval and text classification.</p>
</p>
<ul>
<li>However, in a relatively short time ― and fueled by research and developments in linguistics, computer science, and machine learning ― NLP has become one of the most promising and fastest-growing fields within AI.</li>
<li>In Meaning Representation, we employ these basic units to represent textual information.</li>
<li>LSI is based on the principle that words that are used in the same contexts tend to have similar meanings.</li>
<li>Named entity recognition is one of the most popular tasks in semantic analysis and involves extracting entities from within a text.</li>
<li>Tokenization is an essential task in natural language processing used to break up a string of words into semantically useful units called tokens.</li>
</ul>
<p><p>Furthermore, NLP method development has been enabled by the release of these corpora, producing state-of-the-art results [17]. Several types of textual or linguistic information layers and processing &#8211; morphological, syntactic, and semantic &#8211; can support semantic analysis. In this paper, we review the state of the art of clinical NLP to support semantic analysis for the genre of clinical texts. LSI uses common linear algebra techniques to learn the conceptual correlations in a collection of text. In general, the process involves constructing a weighted term-document matrix, performing a Singular Value Decomposition on the matrix, and using the matrix to identify the concepts contained in the text.</p>
</p>
<p><h2>Training For College Campus</h2>
</p>
<p><p>This step refers to the study of how the words are arranged in a sentence to identify whether the words are in the correct order to make sense. It also involves checking whether the sentence is grammatically correct or not and converting the words to  root form. However, manual annotation is time consuming, expensive, and labor intensive on the part of human annotators. Methods for creating annotated corpora more efficiently have been proposed in recent years, addressing efficiency issues such as affordability and scalability.</p>
</p>
<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="semantic analysis in natural language processing"/></p>
<p><p>A. Sentiment analysis in NLP (Natural Language Processing) is the process of determining the sentiment or emotion expressed in a piece of text, such as positive, negative, or neutral. It involves using machine learning algorithms and linguistic techniques to analyze and classify subjective information. Sentiment analysis finds applications in social media monitoring, customer feedback analysis, market research, and other areas where understanding sentiment is crucial. Semantics gives a deeper understanding of the text in sources such as a blog post, comments in a forum, documents, group chat applications, chatbots, etc.</p>
</p>
<p><h2>Keyword Search Vs Semantic Search</h2>
</p>
<p><p>Consider the task of text summarization which is used to create digestible chunks of information from large quantities of text. Text summarization extracts words, phrases, and sentences to form a text summary that can be more easily consumed. The accuracy of the summary depends on a machine’s ability to understand language data.</p>
</p>
<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="semantic analysis in natural language processing"/></p>
<p><p>The semantic analysis also identifies signs and words that go together, also called collocations. Natural Language Processing (NLP) is divided into several sub-tasks and semantic analysis is one of the most essential parts of NLP. It is an unconscious process, but that is not the case with Artificial Intelligence. These bots cannot depend on the ability to identify the concepts highlighted in a text and produce appropriate responses.</p>
</p>
<p><h2>Automating processes in customer service</h2>
</p>
<p><p>Stopwords&nbsp;are commonly used words in a sentence such as “the”, “an”, “to” etc. which do not add much value. As the data is in text format, separated by semicolons and without column names, we will create the data frame with read_csv() and parameters as “delimiter” and “names”. Due to its cross-domain applications in Information Retrieval, Natural Language Processing (NLP), Cognitive Science and Computational Linguistics, LSA has been implemented to support many different kinds of applications.</p>
</p>
<p><p>The first step in a temporal reasoning system is to detect expressions that denote specific times of different types, such as dates and durations. A lexicon- and regular-expression based system (TTK/GUTIME [67]) developed for general NLP was adapted for the clinical domain. The adapted system, MedTTK, outperformed TTK on clinical notes (86% vs 15% recall, 85% vs 27% precision), and is released to the research community [68]. In the 2012 i2b2 challenge on temporal relations, successful system approaches varied depending on the subtask.</p>
</p>
<p><h2>Lexical Semantics</h2>
</p>
<p><p>In this tutorial, below, we’ll take you through how to perform sentiment analysis combined with keyword extraction, using our customized template. Natural Language Generation (NLG) is a subfield  designed to build computer systems or applications that can automatically produce all kinds of texts in natural language by using a semantic representation as input. Some of the applications of NLG are question answering and text summarization. Natural Language Processing (NLP) allows machines to break down and interpret human language. It’s at the core of tools we use every day – from translation software, chatbots, spam filters, and search engines, to grammar correction software, voice assistants, and social media monitoring tools.</p>
</p>
<p><p>Most studies on temporal relation classification focus on relations within one document. Cross-narrative temporal event ordering was addressed in a recent study with promising results by employing a finite state transducer approach [73]. Several systems and studies have also attempted to improve PHI identification while addressing processing challenges such as utility, generalizability, scalability, and inference.</p>
</p>
<p><p>Called &#8220;latent semantic indexing&#8221; because of its ability to correlate semantically related terms that are latent in a collection of text, it was first applied to text at Bellcore in the late 1980s. Queries, or concept searches, against a set of documents that have undergone LSI will return results that are conceptually similar in meaning to the search criteria even if the results don’t share a specific word or words with the search criteria. NLP is used to understand the structure and meaning of human language by analyzing different aspects like syntax, semantics, pragmatics, and morphology.</p>
</p>
<p><h2>Attentively Conditioned Generative Adversarial Network for Semantic Segmentation</h2>
</p>
<p><p>It is the first part of semantic analysis, in which we study the meaning of individual words. It involves words, sub-words, affixes (sub-units), compound words, and phrases also. Other interesting applications of NLP revolve around customer  service automation.</p>
</p>
<p><a href="https://www.metadialog.com/"></p>
<figure><img src='data:image/jpeg;base64,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' alt='https://www.metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='401px'/></figure>
<p></a></p>
<p><p>Once these issues are addressed, semantic analysis can be used to extract concepts that contribute to our understanding of patient longitudinal care. For example, lexical and conceptual semantics can be applied to encode morphological aspects of words and syntactic aspects of phrases to represent the meaning of words in texts. However, clinical texts can be laden with medical jargon and can be composed with telegraphic constructions.</p>
</p>
<p><p>WordNetLemmatizer – used to convert different forms of words into a single item but still keeping the context intact. And, because of this upgrade, when any company promotes their products on Facebook, they receive more specific reviews which will help them to&nbsp;enhance the customer experience. Suppose, there is a fast-food chain company and they sell a variety of different food items like burgers, pizza, sandwiches, milkshakes, etc.</p>
</p>
<p><p>NLU mainly used in Business applications to understand the customer&#8217;s problem in both spoken and written language. LUNAR is the classic example of a Natural Language database interface system that is used ATNs and Woods&#8217; Procedural Semantics. It was capable of translating elaborate natural language expressions into database queries and handle 78% of requests without errors. In 1957, Chomsky also introduced the idea of Generative Grammar, which is rule based descriptions of syntactic structures.</p>
</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>Research based on Few-Shot Prompting part2(Machine Learning) &#8211; Medium</h3>
<p>Research based on Few-Shot Prompting part2(Machine Learning).</p>
<p>Posted: Sun, 29 Oct 2023 23:13:14 GMT [<a href='https://news.google.com/rss/articles/CBMiaGh0dHBzOi8vbWVkaXVtLmNvbS9AbW9ub2Nvc21vNzcvcmVzZWFyY2gtYmFzZWQtb24tZmV3LXNob3QtcHJvbXB0aW5nLXBhcnQyLW1hY2hpbmUtbGVhcm5pbmctZWM2ODVlMDRkYTIy0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p></p><p>The post <a href="https://realnet.ne.jp/latent-semantic-analysis-and-its-uses-in-natural/">Latent Semantic Analysis and its Uses in Natural Language Processing</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
			<wfw:commentRss>https://realnet.ne.jp/latent-semantic-analysis-and-its-uses-in-natural/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
			<item>
		<title>5 Shopping Bots for eCommerce to Transform Customer Experience</title>
		<link>https://realnet.ne.jp/5-shopping-bots-for-ecommerce-to-transform/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=5-shopping-bots-for-ecommerce-to-transform</link>
		<comments>https://realnet.ne.jp/5-shopping-bots-for-ecommerce-to-transform/#respond</comments>
		<pubDate>Fri, 16 Feb 2024 07:21:03 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Artificial Intelligence]]></category>

		<guid isPermaLink="false">https://realnet.ne.jp/?p=2922</guid>
		<description><![CDATA[<p>Crypto Trading Bot Signal Trading Bots Bot Trading We recommend contacting us for assistance if you experience &#8230; </p>
<p class="link-more"><a href="https://realnet.ne.jp/5-shopping-bots-for-ecommerce-to-transform/" class="more-link"><span class="screen-reader-text">"5 Shopping Bots for eCommerce to Transform Customer Experience" の</span>続きを読む</a></p>
<p>The post <a href="https://realnet.ne.jp/5-shopping-bots-for-ecommerce-to-transform/">5 Shopping Bots for eCommerce to Transform Customer Experience</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><h1>Crypto Trading Bot Signal Trading Bots Bot Trading</h1>
</p>
<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="308px" alt="purchase bots"/></p>
<p><p>We recommend contacting us for assistance if you experience any issues receiving or downloading any of our products. These rooms can also help websites combat bot abuse, drastically increased traffic, website crashes, and ensure that everyone has an equal chance to buy an item. This helpful little buddy goes out into the wild and gathers product suggestions based on detailed reviews, ranking, and preferences. It’s a simple and effective bot that also has an option to download it to your preferred messaging app. No one wants to camp near shops or spend hours driving from one store to another just to find that specific item. &#8220;Wish I had this when I started out! Made over 30 bad buys of 10 units or more! Wish I&#8217;d had all the warnings in one place! Would have saved me loads of money.&#8221;</p>
</p>
<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="300px" alt="purchase bots"/></p>
<p><p>The company also said it could reject orders if an account has an excessive amount of returns or exceeds product purchase limits. The bot makers and the scalpers are both cogs in the same machine — a mad scramble for any leverageable commodity, as side hustles become a survival requirement, rather than, you know, a hobby. While the BOTS Act was a legislative act signed into law in the United States, it set into motion a variety  of changes to how the online ticket resale market reported its ticket sourcing. For Texas Taylor Swift fans, karma is a bill being signed into law Monday that prohibits the  bots to buy live event tickets online. The new legislation comes after millions of Swifties were unable to live their wildest dreams by attending the pop star’s Eras Tour.</p>
</p>
<p><h2>Popular and useful bots for TT accounts and channels</h2>
</p>
<p><p>This article will review the approaches taken by reseller bots to avoid detection and maximize acquired inventory. We also briefly cover how reseller bots advertised and sold the acquired PS5s. Soon, commercial enterprises noticed a drop in customer engagement with product content. It provides customers with all the relevant facts they need without having to comb through endless information. Chatfuel can help you build an incredible and reliable shopping bot that can provide the fastest customer service and transform the overall user experience.</p>
</p>
<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="306px" alt="purchase bots"/></p>
<p><p>On these services, you can search for channels by different parameters, resulting in a significantly shorter search time. Considering the cost of official promotion in TT, advertising on the channel of other tiktockers can be more budget-friendly. In addition, it saves time, because there is no need to deal with the settings of the advertising campaign. If you take into account another social network, then, for example, YouTube bots does not play a special role. In late September, Nike&#8217;s shares fell more than 10% after the company said it was taking aggressive steps to <a href="https://www.metadialog.com/blog/online-shopping-bots/">lower its</a> overstocked inventory.</p>
</p>
<p><h2>How to prevent bots</h2>
</p>
<p><p>All of the websites for these platforms look suspiciously similar, right down to the interface and graphic design. Can you detect a discernible aesthetic difference between, say, Trickle and Viper, two popular bots in the scene? They also give you a reasonable price when it comes to selling your cards, but sometimes Cardhoarder bots pay more for Eternal format cards than Goatbots, so it’s worth keeping that in mind.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gIoSUNDX1BST0ZJTEUAAQEAAAIYAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAAHRyWFlaAAABZAAAABRnWFlaAAABeAAAABRiWFlaAAABjAAAABRyVFJDAAABoAAAAChnVFJDAAABoAAAAChiVFJDAAABoAAAACh3dHB0AAAByAAAABRjcHJ0AAAB3AAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAFgAAAAcAHMAUgBHAEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFhZWiAAAAAAAABvogAAOPUAAAOQWFlaIAAAAAAAAGKZAAC3hQAAGNpYWVogAAAAAAAAJKAAAA+EAAC2z3BhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABYWVogAAAAAAAA9tYAAQAAAADTLW1sdWMAAAAAAAAAAQAAAAxlblVTAAAAIAAAABwARwBvAG8AZwBsAGUAIABJAG4AYwAuACAAMgAwADEANv/bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/bAEMBAwMDBAMECAQECBALCQsQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEP/AABEIASABgAMBIgACEQEDEQH/xAAdAAABAwUBAAAAAAAAAAAAAAAABgcIAQIEBQkD/8QAZRAAAQIFAgMEBAgIBwgPBAsAAQIDAAQFBhEHIQgSMRMiQVEUYXGRCRUZMkKB0eQYI1JYkpahphdTYpOxweMWM0NHY3KV4SQmN1RXc3aChZSjs9Lw8UhkdYM0NURVZ3SEhqLDxP/EAB0BAQABBQEBAQAAAAAAAAAAAAAEAQIFBgcDCAn/xAA+EQABAwIFAQUFBwMCBgMAAAABAAIDBBEFBhIhMUEHE1FhoSJScYGRFBUWMqLB0VOx8BdCCCMzRHLhVGLx/9oADAMBAAIRAxEAPwDlVBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBjxgHshZEQQQQREEH1QY9UERBBiK49kEVIIMQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEEXVT5DM/nRfuT9/g+QzP50X7k/f46qQQRcq/kMz+dF+5P3+D5DM/nRfuT9/jqpBBFyqPwGhH/tRfuR9/jym/gPkycu5Mr4oCpKElRAsnfAGf9/x02u+96BZUgajcNVk5BhJHMuZeS2nc4G6vLqT5AnwiDHF5xpaS3xpXWbJse5Z6pVqabcllMyyHWJYYJQpTizjKRk4STvjcEZi1zw3lXNa55sAua2pvDrQbCuS47fpWpiq5/c9UfQHFN0kNLdAUpClhsPrxhQAwTv38HYcyVkNGp2YUETdSVKulHMG1sJ5vUOUuBXl4ef1r+29PtTqwy/UqJb7q3XlFSXSS2nA8RndQ8sDOBgdY3VoaR3rUZhT90KTTpJtzlcfL3MVOcuQEICiVEYO3huSREV1SDwVOjpeAQm3k9CkTKViYulxh/mCWWTTSVO5z0y4Ntvd7DGe3w4TCZcvzl1iXRgqPPIHYDx+ftjx8okNU7hsGyZBQl1MhxDS2jMDK1AYGML6D1hIOcDcQ11X1ruB8qlrebLrS1KSjulSyjIAyrmwkZIGTtk4AzHkyeZ/BXu+lgiHtJDq4eC2ntHrvw2QCFinK5SPDvc+PGMhPDnJKl0TR1Dlktr+kqQISP8AtOsOlaNp3fcrszUbsrjyZVhffZey8pRzgqJVjByDjIJ8439WbsygpUmpSgMu0xzzDyu4U9CU4ycKIIGx8QIoamQG11VtHE4XA2TEucPEmnlLOoEtMJ+klqTy4P8Amdpv1Hj4xqhoq08863K3I7hlSkn0imls5BAOAlxXTI6w81v3DY89NGWoMlMyoSstoWtQPIsdVLWsg43A7oA8M7xuJ0Tb6UyBrkrPDlPUhRQnHzcFSsj3GK/aXjlUNJGR7ITJULh8TUqpLU+dut+WEw6GstUsOuDcbhBdTkDIzvEmtHfgwbC1nlQu3OKoNTYB7WWXZuVN4I6/7OGdz5eB8jCeTPMUOoMTU1MIafYQAzz8vKjkT81JHU7gHyyI2NnXVV7PfFatKsTUs+sBDhZeKO0P0gQkAAEZPtPhHpHU3O68ZKQabtTx/Iag7Dij/cn7/FfkMz+dF+5P3+JXcNnFHTr0k5eh3JVsVQKDa25ggLxyDvA53Gc752wYlCy+2+kLaWFJIyCPGJgN1jyCDYrlh8hmfzov3J+/wfIZn86L9yfv8dVIIqqLlX8hmfzov3J+/wAHyGZ/Oi/cn7/HVSCCLlX8hmc4/Ci/cn7/AAfIZn86L9yfv8Tg4weKCS4S9MJbUufs165W5mptUwSbU6JUgrQ4oL5yhew5MYx4w+IWAkZGD5ZzBFyu+QzP50X7k/f4PkMz+dF+5P3+OqXOIOYYz4QRcrfkMz+dF+5P3+D5DM/nRfuT9/jqlzjyPugCwdvGCLlb8hmfzov3J+/wfIZn86L9yfv8dUS4kbnOIqFAgEeMEXK35DM/nRfuT9/g+QzP50X7k/f46pBYO3ifCDmHiDtBFyt+QzP50X7k/f4oPgNM9OKPP/7J+/x0L0K19sHiLtObvfTWYnJijS1SfpiJmYY7Lt1tcvMtCSc8p5tsgE46RZoXqxc+rVLuCpXTpTW7Edo1cmKTLS1VUorn2G0oKZtvKEfi1lZA2PzTvBFz4+QzP50X7k/f4PkMz+dF+5P3+OqXON9jt6oOdO58oIuVvyGZ/Oi/cn7/AAfIZn86L9yfv8dUuceOYAoEZwYIuVvyGZ/Oi/cn7/FPkNN8fhR7/wDIn7/HVMrwkqIOwzDe6w6yUbSOQpgeo1Tr9fuGbNPodBpiErm6hMcvMoJ5iEoQlI5luKISkddyASLnf8hmc4/Ci/cn7/B8hmfzov3J+/xLCo8YN6aU1qjy3E1oxLWLTLifErTJ6l3OzWXS8cnkdlUNNvYHdypsOAFQzjrDvaYcQmkGsM7O0mwbyl52q05AcnKY825LTrCDjC1MOpSvl3HeAxuN94IuePyGZ/Oi/cn7/B8hmfzov3J+/wAdUwQekVgi5V/IZn86L9yfv8HyGZ/Oi/cn7/HVSCCLlX8hmfzov3J+/wAHyGZ/Oi/cn7/HVSCCIggggiISmpOpNp6VWpPXleVXap9OkGi4pa91LIHzEpG5UegAjaXNXpe3aU/Uph5tAbSOXtFYTkqAGT5ZIjkh8InxFyGtV+Sdl25Mv/3O2gXXZuaSspDz5PJ3EnZSsnlSegwT47WudpF1cxhebBY3F5xhP8UNTkbQtKTTK2nIuidQXpYNTC3FJKSVuEnACTy4TjJJySMAIyyKAimMtuLkhMNg8y5hwCXYRy+CcjnV13yQPUIZWhVOn2kwlxEsTOlIcICieyBxjf8AK6+Hh4RjVDUuqV51VKaqU02gkgoC1AcgBOAQoYz06RipTJOfZ4WcpxHTMBcNypRuXdLP0qbmJqZRI0lCSFTDOy5pZScJb5gCOgGTtv1hAVat1evsssU2XVLMzBLMolPSXlx6j0UrB8D0yc9IbK+rum1VJugSjyUy1OYKEgbBS/pLGfPP7Ye2hU+VWm0HXGXEJXb7ygQCSt9TLDic4690L/bjxjwEWndSu9PATPXxbFYcrtLt6QcQ+t8pmnGSrlW7yk5AJ68oO4Gep2BHeTtwzrNoXIui2w2tuUky28J0qPaPlaeZHJ4pGOYeYwemcQ5+rdrVu3J5qsMOviVnZfldcBKw29jBz5Y5R3huemdkwjq9Zs3Xbclbjl5EumRSlpLiNzuFKCT4cu2xxn3bzGSNMYuoMkTu8S3sy7JydkmrcknuUSsr6VNOndIcA7vN57+fkqEReypy8arL29TJlZaeWFOEApD3ipS15P0SV4GeUDfqI8rNfVSbauCbmSVvLBBAPUJSOv1rUfqMK+06WxUnpW5mWkurp6QyGXAVI7JTR5lYG+CSUKA3wOuTt5NADi5e0hd3YatLea7dsu15Ogy/Z+kz68vpDe6ggIJGc/NUSBjx+qHK04tiktystMz8q6HJOmLqT0utxRbbQ2AQlSdxzKPU7kcohs6fayrnvOTZlX+1E5KqckUujPKoOrxn+UCEpV47nzhx6FfVMtW65i2m+T4vM1MUn0l0lSnpdtpCStW4+couKPmd/CLnja6tiA1HwCRt40tdbuB6oVarLYlJmYUxJSYTzuOnBPMMZCBnmOemB6trqXI0+hXG+87VUTMrTgl5xp0KCk8qgUkgbYwN+h8usYmoNNnLbrtGqFOeWZCeCELUBzEtoXyKRzjPKAR0wPHOcbYganJWfq8xNhCH5qadU8pYyiXaZUVEq2IzkkY8MD8qKW2uFbYE2TpWLdrVpT0xqXOupal0uodQwpHJ2qecHseT8lWTnbAwc9RHVXhs1mpusdmisU6U9HSwlCVJ5wvqPAjqOv7Y4uXJcTbFJlqNNy77TEzKeluPPLAK182UJIUR1Hr+n6tn7+Dv4oXdIdQhYd9qUxbtyhtlmaWe7KzBI7MrPTCioDYjBOd4l0xNt1BrAC64XYiCLGVhaApKgQekXxLUFEEEEEUDfhlRnhXpn/KuT/7l+HD+EV1t1I0D0mtW9NMZ51qou3jT5N6WQhKvTmFIdUqWJIJAWUAEjffbEN58MsccK9M/5Vyf/cvxu/hVAP4HNPT/APiPR/6HoIi/9GON+S05q+rB4un5a9KZIu1k2zT6FLooqezbLipJClEuK2SUhxXU9Rgkxqqpr7rprD8HbL8QunVd+Ir8obC6hUlyMugtTTco4tE0OzWFBILYLhHgU+W0TH1KGNObqI2PxJPH/sFxF74LGWl57gktqSnGUPS8xOVRp1taQpK0KmFgpIPUEHBEETyWHxG2jc3DPIcSVVWiUpBtw1uotNL5uwcbbJfYRnHMQ4laE9Ce75xHLS/ip1Q054Jrl4tNbptdYqVw1GYnLaoy0pbYlmXXezlJcFIBKOfmUVHvFAHiMxGmv0m97Sq1z/BeUFE4xJ3PqHKTtIn2xn0e2JgKmHwSc5LfZtHf5xK+mADNPjw4fKjfHBnP6V6SURS3LWZkH6VS5dJWtyXk8DsW09Vr7MHA3JI8SdyJKWHpbxZ6nWPJ6jXxxozVnXTXZZqoytBpFJkzTqalxIW2w8hZ53VYICsKTjp3sZO/4aOLG/rlsnV61NV6HJ1bUvRJEyuoNUTPY11lLLrjC2AASFuFlSMBP0kHGVcoYXSal/BQ3hphT7qvK3bTtauysmhFdo1TqE0zNSs4hIDyEtlYU4OcHBSDkYyAdodLgqqVjG0NUdW+HLhMVblJZbVL23MOVx1D15JY7VSUpbcaPowyEgKyvKncfRVBEjeG65tW+L6zlXxMceZtO8ao4+qXtC3pCRCKUhKiEByXeJefHQ5BTkHHMTlUSM0jt7iwufSK47D1ru2Xti75KpqlaRd9EZYeVPSKVApmCwTyoWrCgQoDuqTtkGIp0hHwZvE/bExeGrNu27pLfQmH01+kCqLps3JzaHFBQwUtpdVtk4bB5sgjMOd8GhX71qlS1YpVOvS5rx0hpFXYlLHrlwKUt+YwXRMJacUAVtpw14YHdwASQCJGfBC2PerukErfLWq1SZttqsVGXdtMSLJlnXShAD3bf3wEEg46bQ43CfrpqnqJoBr7dl33W9UKvaFzXHIUaZW22lUqxLSTbjKQEpweVaidwTCE+CX1V0+tnTKZ4e69cjNP1Dlrjqal0F5taZghtKOc/N5e6ULBGc5Sdot4G0pVwtcUiVDIN4Xbn/RzcEXvwp/hjcX2jNJv+5uJSbsCksF6SkzRaOw9P1V1taguamXXMJQkHCUtoTuE5yn6TicHWsWtjeump/Cvrpd0reNUsZiXqVKuFuTEs7Nyi1BKg8lJIz+MZIHVJ7QFShykbv4L3fgusg46rnc/9ZXCE0PQlfwouuzahlKrPk0kernldoIvDTi8OIvjmvO6rx0/1pmdL9Ibbq71GorlGkGpioVtxr5z6lughDZylXQ9QkJyFKGqGofFvpFxlaScPmoup7dzWlW1zswxWW6eiWfrMt2Zw1NJGUh1lbfVBGQ6CeoA03B5rTY3A4q7+FDiPqzlpzdGrcxVLfrE7Lr9Eq9NeOEOoWgHCiUE4xjvYzlKgMG8+Iq1+IL4Q3QGY09Ym5q06AqpsSVbdlltM1OZcaPbmXKwCttsNtJ5vyiseEEU59f9WJXQzRi7dWpmRE6bcpjk0zLEkJef+a0hRG4SXFIBPgCTEX6LZd52HxD25dF+XxULlvab0puGvTkzNv8APKSE92sqC1JM7IZZSFFGwBWEgq36TB1Asi3NSbKrVgXbIicpFekHZGcZz3i24kpJScbKGcg+BAPhECtOL7uW4tFbQvfiCoFcpsm3Qn6RS9ULYdM1MU+TWrsnpWsSvIeXBaSVuFC2yU5PZkZJFurXcftaj0LViRolXpFTuelNrrutN+U9VTepzi2kFLctKZSZeXK3VAOq7FlKUnIXkGM/Ue/9Q5K5NJ7k1OsSlMXbJ3dSpOkaj2u8lyh1ikzbwamGXXSeeX7RpfMGllTalgFCs7RtbnvvVX+AFi0alQrbp1qU2ZpVGlLqqi35JVwSiX5dMuJOmu/jUPOAEK7RwpATzIDgVyo0WqdRtK3bM4mtKXJRkiv1eTo9oW3LYT2tVnJBtTaZRgYCT25DyikAApUs+JginsgDG0XRr6AzOy1Dp8tUllc21KtImFFXMVOBACiT4753jYQREEEEERBBBBERRUVikEUZuP8Ar9StrQSqztHe7KdnlN0+XWHezUhS1ZKgfAgJ+vPhgRxruioXCutvzdafbcem3AtRGGjjqEhKe6OXlIAHKBnYDMdlfhCaQqf4b65P8kuoUxyXmiXVEEAOAYT5qPNgdPs5MejU+sMtOIeZRLKKnCfxbYQsjckKBSQrfOMbjrvEWYkFTKcDTtykHPUyYnHw4WXQh8BOeX5qts/X3h748aZYVQYqKZlgt9mMoUSfEjY9NsQ+lnad1CZlFuyE2y9IvEIKFZOfLB23AUR6wT4bF1rB0dFQnFIFMS5nHNnw6YSDgHJ88bY6GMW6oMV7FZ+Ol+0EEhRarViVerpE+gBb76MOgIx3sDChtggw6dlT9Sl6LTaXUpJCZqkshppKwezcbCVJAHkQkqTgY2OPGJdW3w9UlbyX6sylIB2YZSAke3beF8nQy05qWEqaIjuZ5FYH2RCdUvdssk2ijaQSFFIzqbipLlNrbanihtDTcwtIWXEJJ5SvAHeGd/PrnJMIKVseeoUy8iQbW7T31ZcZ5+bkUSCSgHwz4dR64mpUeGOUnwQxPuMnOUnG4+sRrGuFOYyUuXE6nfIUgnm/btFBNIDZen2WA73UJrrsqmMykw7JNBpT4w63uUqJzudts7bQnbMmpigONsqPI9LLJCVHZbSgApJBx0wDvt79p4zHCOyWFIfuSZfJzgKSBj3Qjq3wayznfRPKKx0WlAB9kejah7TuvJ9FG7gqItKm3rZuiQqDLJcRKTCnGwtJKXmlKBXjxDgAGR9LA8eiU1QkH7Zvh6cc9JcpVTnVz0pMtqxyJc73MnwCwlSTjx28gRL6d4N6g2k9hcy2sd4DlyT/AFH64QOpGgtyuSzchNsicbYQEkBG5SNxgAeGVfV55wLm1wa67l4vwtzmHQo93Tc09X6dT331pU0kKLSWSQRMpWrCk7bBQVg7fUNoX9FkZa6vjuqThlwZ1bJbGcgBwl11IPkVYycn5qfXGirGjtapEg+y/LupbSC+yognlUBuSMdOmwjDke3laMKNNDsxUH0Sqsg83IlPcCPPvLOMbnp1MSW1DJOFCkpJIN3LLn5K3L4rM4Z6bqEq1IziKWwQ0FttpZC8qdRlOBlCt/M43yI02plttpmy9RkqEpLNNNoLSCjmKfy8gYWQebHXKzFKrcb7VOM6zNI+Mas6qYUpCCc9CtW2Ois9PWfCMaXraJy0XBPKS+JZshS1/S5VJOFE/SI6q65CfPJla7AWUB0fId8V19+D112m9ZdDJWTr056RXbVc+KJ11SyVTHIlJbd3/KQpOeu4PnEoxvHPr4LWlyFOcvVMi66GZpml1CWTzEJUHG3Uud3OAcoQSMbcydzHQVPTrmMizcArDP2cQqwQQRcqLU3Ha1s3dJJpl125S61JJV2gl6jJtzLQXggK5XARnBIzjxMFbtm3LolWpK5LfptWlmHUvtNTso2+hDqcgLSlYICgCd+ozEZONrWzVS2bu0t4etFK1K29dOq9RmZdVwTLIdFMk2AjtFNoOynFdpkZ6dmR1WCI+0/R7irsK4NZLt0J15uW6LvtC4qcJ2k1STl3WrnCpJhS+dICQ2sBZCcE9xOMg96CLpdMMsTUu7LTDSHWXUKbcQtPMlSSMEEHqCPCMChW/b9r05FHt2iSFJkWyVIlpGWQwykq3JCEAJBJ36Qn7Uvecd0skNQdTKR/cdNNUdNSrspOODlpq0NlUwFLBIKElKjn8kAxBjW/4RK6Lv1B08oXDlS6oxYE9fVLodXvV+TKJeqOuPgLkZQOJ3T2YWVr+d0GE9VEXQJ21bZer7V1Kt2lrrcu12DVRVJtqmW2sEciXcc4Tuds43MbdJTgJGNvCNbcVbk7ZoNSuOpqWJSlSj06+UDmUG20FayB4nCTtEHNC69xicadqT+ttG18p+k9sTlQmZe3qFTrdaqbnZNLKeaZdccQScjBx845ICBhMEUvbg0O0VuytG47p0isur1cqCjPz1BlX5hRT80lxaCo49Z2hZsMS8u03LSrDbTbKQhCG0hKUJxgAAdB6hEXeDXiD1Nv27tR9A9cU06YvzS2dZZmKrS2+SVqcq9zdm4EbcixyjIwMhadshUaye0c+EWcnJh2S4rbIYl1urUw2q1udSGySUpJxuQMbwRSDunRHRm9qua/euklm16pEBJnKnQpWZfKR0BccQVEDyJhY0+QkKVIsU6lyUvKSkugNssS7aW220DolKUgAD1ARzy0P1R40704sZjSJGtdvXvaVjPNqvWrSVDblpVleVgyKF4JU8VJ5diMFK/yTHRRJyAYIks1pjps1dar+a0+tlu5l55q2ilS4nzlPKczHJ2nTb53SM+nWhatHkZyl0e2KTISVSWtydlpaSaabmVrHKtTiUgBZUNiTnI6xGzin4gtTqdqzZXCxw9Lp8rfl4srqU9Wqgz2zFFpiOYFwN9FuK5FnB2AQNsrBS3urF18XXBQzR9WL81mk9YNODUWJO55V63kU2ep7Tqgnt5ctrWFhJJ2JG/KCMEqSRTgolCodt09FIt2jyNLkmiS3KyUuhhpBJycIQABk7naPGXta25OuTNyydvU2Xq862GpmoNSjaZl5AIISt0DmUnYbE+AhjOM3X6d0e4WLg1csGtMJqExLyfxHOBtLyFLmHEciwkghQKFEjPnDaUDSz4Smr0Gm1ac4o7Lp0xOybMy7JuWsFrl1rQFKaKgMEpJ5SfVBFWqXLxTaeXhc1paw8OX8PVlzVTfn7Yq9NEiX5GWUruSz0u+AkkDA58g5Sr5wI5fLSzSTW/WnimoXEjq1pvK6aWnYVHdpVrWuucbmJxbjhWC84GgG2xhSiQOnK2kBW6g9VwXjq1oPw2T103pKP6nX5RJJZLNBprg+MplSyGgGW0lSEAKTzEDYJUYZeztNvhBdQNPpXVSo8TFKta56tJJqUhaAtNtUjK86eduXmHlL7QKwUhR5FFBBzznMEU0QOYbJx4dYYSo8PWqFoV6q1bh71ml7Pplen3qlP0CsUFNVkG5p1XM6/K4daWwVqJUpHMpJUScJyYs4IeI6s8S2jjtzXZR5am3Rb1WmberrEqCGDNsBJK0Ak4CkOIJGSAc4OIkHBFBmg2rrBaN9PXRrJw5XRrDqRJzLpoNwN1uS/uflW+bLa5dp0oNOJwnmIZdWMZ5jgCHr0M4c5O2a3UNZ9V6NRKpqtck27PzlSl2i63S21gJbk5RS90oQ2lKSsAFR5jkgw0ls1njF4qb0uyr21fEzodp5b9SXSqMzOWuXatVi2M+kqbmezLbagUkfohOQpUbXh+151ntriYr/CDxAVil3TU5WlCt2/dVPk/Q1zjAAKkPsAqSlXKcgg7FCgSvmBBFL8YSPKK8yfMRDHUPVniT1t4lq7w48P8AXpHT6g2XINTNw3ZPUkzsw68781uXbWpKVAZwMEZKFkqGyYTuo+o3FLwR3VaF0ar6u0/VbS246s1Rao+9RUU6o0p13JS6kNqUFpCUqOebfBSUg8qoIp4wQQQREEEEERFIrBFCijB8IlT3atw21mUQ8UJD8u4UhQHOQ4OVOD1HMU5HkPrHJ/TrT6p1WvBdw1VcvTpZQC2sjJwBgb7ZO24xjAGwxHWH4QGkO1LR2SdPOqWlaxLLebCsJVzcyUlQ8QConGOoHlHMCrqmKjWZK3aI6pRdmXnHzzd3KggZ9myveYgVchaSsrQRB4F/FSc0vsmnVOVE1JNKMshXI2XBkHGCSnyGQTnruMw/NApchRpdqWlWEAjcnA3PnCH0po6KPbEjIK5+dDW+T1Oevt+yHFZlXGkAhJUrqB5e2NZmkJOy3aliaGbpTUmXceI2HWFpTqYnlSVAE4hJUFK1BBdXhXkPCF3Tw0EpBUdvbF9MdR3XhVOLBYL2+LWmwVAdPMx4OyQXsADvG8aQh4ZC4FyyOvPGSEYWH79wNknzTATnlP1RjTFLT/FA+0QpezUkEFtJ8t8R4PNZ6pAi10S9WVBukdM0WXcBDrQPrIhO1O2aW4crlWyRkc2N8HzhwphkA7AD29IT9YQA0rPKc7bRDkjAF1PgmLzZMdqDp3TZunq5JJCzk8qgBnfrENdZdHvi2a5ENpEu6lw9kU90LPT9oET6q8wpKlSxSrlUMgkd3OcYz5+r2w3V2WfTrrY9HqMuMqyE93BG20RGPLH7LISRCRmly5t3fIok6ohmeV2qzlaUKUccwJUVBWDlQJOc9c5hMVScVISWENtuIUsdmyEnlUdsg48f2eESC1S0tm6dVZxlwFxpp9SlKIx3MgAgE9R47+PqjO4adEqFrZrRQ7DrLhVIqS5NTTaSOZIaTlRSehPhnp7RnOwwESgFanVgwFwKmh8FxaUwjSdN9TEy6szgdp7KVZ5ewQ6FJ5T4jmLm8TjT80RpbNtC3LEtqn2nalJYp1LpjCJeWl2RgISkYGT1J8ydydzG7GwxGYbsLLXHO1ElVgggiqomR4oeFy2+JSjUNb9y1O1LrtKbVULbuSmAKmKdMK5ebuEjtEKKGyU8ySeQYUIhXat48cPDNc2sl3tytp6u0a16vKu3k+6FyU/MNtyDS/SGgnZGGOXmPK5ghR5SN4kjxm6Ta9Td72BxC8PM6/Va3YTriKlaL1QWzK1mUJKhyp5g2HRzOpORlQWkg/iwlUeUancSWqq9d9OtMuGWvU64NSKhL02rP1mel0SlvNO0xth5LiwcurKMlOAByqCuvdginjpdqFYvEpo1TL4p1NM1bd405aXpCfbCiW1goeYeTuDg8ySNwR6jEZPhFqNSLepnDlRaDS5Sm06T1boTMtKSjCWWWW084CUISAlIA8AMRIzhl0aHD7obaekhqKKhM0OT5JyabBCHZlait0ozg8nOohOQDgDIB2hqOO7SzUHVD+Bj+4S2JqsC3NTKVWap2CkAysk1zdo8rmUO6Mjpk+qF7opA6pXtbGm+nlxX3ee9DolOenJ9IbDhcaSk5bCTsoq+aATglQEc/eFDSHipuGx6vf3Dlf1L0b00uyYdn7ZtWsNqrrjSVKUC8la0p9HSsgEAFXQ7bZVPXWbTKl60aV3RpZW5hcvK3LTXpBUwlAWphSh3HQkkc3IsJVjIzy9YihoRfnFRwv6fyehuo/DFcF9N2q36HRbhtCfl3Zedl+ZXZpcQ8pCm+Ubc25IIykEbkusP4P8AqMlplq7qXoHqjbkxLa1zDia7XLidqBnWrlls9x5pRSgspT2+Q1y9FZ6gpS83Hvr1U9AuHas1613HE3TX3m7foHZJ5nROTAUOdsDcrQhK1ADxSNj0hD8MOhesNf4g7t4w9frflLTrtw01FGolry80JldPkwEZU+8AApzlbSkAAZ5lkgbCPbiw0o1M1d4neHxmn2jOT9gWfVZivV2eQtAl2plKmyxzpKgolJZ2wDs4fOKXRObwbcPcpw4aE0OyX2wq4JxHxpcUznmW/Unkgu8yt+bk2bBzuEZ8YfEDAwItTkjOfGGI1J1y1PsfiU0+0plNO5SYsi9GlMuXI4+oOMz6UTDipdLYO+G2UKyRjvdekVRMPRU9t8L5XvjHJLOnzRkOf6OW2ubkz7XM49cO18JAiWPBfqUZlQ2kWCjP5fpLWPrhNcVOiOrFN1usji64fqFK3HdNpyrtJrdtPPiXVV6cvmI7Fw7IdAW4ncHOUHHcKVIvXFfEnxuUyl6Gyug9waV2RPTkvN3XcFwzcuZgsNLCjLyzTSlcxJGQpRwSACEgEml0WRfHDpqZxQ8DuhGn1mXNRKImWkbfqlVfqyXHA5KNSQCEobSghxQKkq5FFKTyAcwzCg1B4JdVJa25y7NOOLzV9eoknLrmpZ2oVwLp09MgE9kuTSkNtoUQQMAhORkKxCu4qtEdYajYtiVLhcumboFe0wmmVyFvpqLsrTqvIIS2n0OYQhaUrCQy3yhe3L2iRgryEhd3EbxfXvZT1nae8H11WxfFVlzJO1SsVKU+KqWtaSlT7bqVczpTnKQUp3wTnGCuiX3AjxD1viX4eqRf92MMN1+WmH6VU1Mp5W33msfjQn6PMlSSQNgSceQu4otM+LTUVmblNAdb6JZNMdpYl1Sb9OKpp+a51la0zaQVMAoKEjlSSCknbMI20+Ci5rC4J3eHGx9S5yg3q62qpKr9Nm35RHxoVhwo52iHOwOA0T1Ke8U/QjU2RxF8Y1i6fyli31we3VdF80iVRIIq8hVpX4sqakJCUzDrxUVIJxlWEqyckEZwKosr4NW8LPlNObj0Epunjll3ZpjVPQrmkHJv0oTUy6VD0tL2BzBZZWMfRCU4yCDEx87ZiLfBNw66haVKvzV3WmckndRtVKmipVaVkTzS9OYbLhZl0HJyoF1wkg4xyDJ5SouRoTf2tV7Td5y+sGlbdmsUasLk6C4iY7T40kgVgTB7x5chKTjb50ESk1douqlfs92m6PXtS7UuBx5spqdQp3pzTTIOVpDJICiRsCSMdYg7oCbm4c+NqYtHifp6Lp1B1RknBb+oUvOLUw7LtnIkkyqkAMbN4JScpIQnBSrmhb6eT/Frwi3Pc9j1/Tm79ctP6jUXajbtflKwmZq8i2rAEtMiZXlYA5RnmGClRGQoBN9laQ6+cR3FRbfEzrhY6NPLV0+lnWrXtl6bTM1B95fMO2fKO6jOeZX+Y2kA7rC6KXl+6gWbpfas9et+3DJUWi05vnmZyadCEJ8kjxUonYJAJPgDEHpSRvn4R/VW2b2qFAmrd4eLEqYqlLRUG+SaumeaJSl3szuGvnJ32CSsbqUeVDcSVt8VeqnE87cF7cK1x6kaWWdNON21bTdcYp0hNupwkTr/AHXC9zYWQkpHdUBkDmSp6pLiw4yqdKMSFP8Ag2avLSss2llllm9ZZDbaEjCUpSJUBKQAAANgABAiydbKasEEEERBBBBERQxWKHpBEyfGNSzVdAbjAUEmVDM1zFIUAEOpyd+mx6xzMsS32Hq4ieaZSn8dzHHU+J/qH1Dyjr5qHb7V1WLX7ceTzJqNOfYSObHfKDyn6jg/VHLzR2RamGe0e5luIUMpIGSfLbp0OR6j5Rja8bXWZwk3dpUgLVQpEm0hSe8lAC8+JH9UL+QbU+lHIcgbKUfEwh6TytOJaCgCRzAeYil+6n02wKey1NzDSFv55UndRAG5Cep6geW4jWtGorctehoCeOlSrTOCXUlQOTv0hRsPYAAORnEQ6pfGFJzU0qQp0k/U3GyMAEJA2/K8T6hC3tDiqkZqYMtcduTki2hQzNNLSpnGPHGcft+qJcUNhsoUkms7hSdl5kHvLPKRHuZsgZQs/XCLte9aPdkn6dSag1Ntg4WWjkoP8odRCkSC6jIOR5iJALgojo2k3WWalynCwlZ848nqiTuAB6oxCypB8xFi0nELvVRC3lWzLvMCFd4nxEaOoBS0qASTjrGfP1OQkdpmaabV0AWrG8NbfGvNi2o6uUm6o49NoyTLybBmF4Hj3c/tjxdG54UiN7Y+i21UkkrCkp3UfCEvOMNto5VIPd6mEDN8V+nwyQ9Mtnm5SibYUwoevpjBhTUa+qPfFPD9FUVpX03ByN9wQcEeRERnUrmblTWVbX7JpNaZeXFMef7ElYClJWU5UlSfD1jf9kU+DOpMq3xD112eaHpMtbs2qXAx3cvyiSfrSr2b+MZuq802ppph1pSw7zhWU5Vn7c5x55h4Pg49PhTpe+dRXl8/xjNs0mTyBlLTQLjhz4hSnEY8uQ+cZfDRvutdxoixU1U7DEXRQdBtiKxnFrCIIIIIqFSR1OPGNPS7dtyjVOrVai0yUlZ2tPomKk+0nC5l1KAhKnPNQQAPYBCa1euK/wCiUBTOm1qOVitTQKGnCpAZlR4uK5iOY+SR49dhEdtLJHissG7X63U7Sqlap1UfD1SlZibaUVk4BW3lWELA6DYEAA+BECoru4lEegm/JANgtdxHMH3fVx0ogkeHfmc1pIb4dN/O3CkRrJqQ5pXZrtzy9KTPvds2w00pzkTzLPUnBOAN4Z22+KbU+7lzLFtaTsVFcm12r5ZmnCG074yeUDJwcDqcHHQwp+LCZ9L0fbeLDsupyellKadSAtGc7KxsCPbDG6CVqnSDFdplXuGny8q8jtnZKdDrRXyoV+OamG921p6EYJxuNwI0PH8ZroseZQRT93GW3Nrc2PiCtexrFquPGW0kU2iMt6W5+ac+Q4ndWKpITlWp+jZflaepaJlxDjx7JSPnpI5c5TjcdR4x4r4qtTWrdbuxzSZpNHdUEonC872ZycDfl6Z2z0zCItqbtilvVK5KPqbKOVGWnptFvSlZm3eWTadJDk0vuqK3FDok481Ek4CfpNUo9K0zrUvUrwkp01SkMsy7SC98YsPIcSpMkUqJQJdIDiiRjdQx5RhzjWJNaL1ZB0uP5oyLjjgdfDnjdYn74xANF6k30uPLORx06+HPB8k61u8Vep12qmU21pRLVMyYQp8S8y4rswrPLnu7Z5T7jHojik1Udos3cLekCPi2RcU1MzXbO8jaknCsnl8DsT0HjDfWEZOyFVKzbluG1PRG6rLvVWXm2Hwt+VDIOWXNjkc2AgoCgok58IwbcqVr02l3FOpvGWdpU7IVGSk5KZL3xhIIWtRaaYSSUEOjsytWMd3wIybIcbxIxMMtYQ4h2oXZsRx03HqqR4xiJjYZaohxDtQuzYjjpx6/BOCri/v1NHRcKtNpFNNcmTJomjNOBCngkqKAeXc4B90JKb19drt5SmsU9pTKT1St2UVTJOadqT6mJHtySottkciXXAnlUsJ5ilCQdgISlVvQVjRKn27UauJioSNxoUzLEgKakkyZQnGBjl5vrJJJjNob9tJ0wtp24GX5iiSt0PuVpiUx2riywCzkEjYpBTnbbIBzEFuY8Ukl0sqzp0B1yG7EmxvYHYcnrZRBj+Juk0sqjbSDchvPBBsDxz8E6rPFXqdMTFNk2NKJdx+sNdtINpmHOaZbyRzIHLuO6d/VHhXOLvUG258UuvaYSlPnCgOBl+acSopOcHHL6jGguLUW1KzX7RrtuXXLMVOVpc3K5qkgEykulanAhtaWlZQcKCU4JSE4JyciG91Ibt2p1QVGg1OkIdkqbKqn22FOFqZnCSHPRkkYKQOUnJA64zE6vxzEaeB0kFbrIIt+TcEAmwtcnfy8NypVbjNfBE58FXqIIt+WxBAJ4Hx//U8f4Wuo/LTFfwWy5+OsmnhL7pMyAoJJQOXJ3MbBXEtq+itqtpejSU1NLAmCwqYcSeyJCQvJTggqISDnc7ddoQNL1UpExcemdw3XX0zMxTmJ5qovlOTKLdWQ2SANgARskbCNPPXiq3RZNs21WqLO1Cm05cnPTyyXJJJXNofb75AJDam0r5vXjzEXtx6qDC91c61x0ZfcN2tY77nyGk3VwxyqDdbqt1tvdvuG7WsdySfgAU4DvGDfUvKMT0xpzT2WZp9yWaU5OLRzONkBacEA90qSCegJxHp+F1qAK2q216aSQqSHVMqllTa0rCx1G4x4Q218v6fXJbU1UG6447N0xL8vJhb6UrcUl5s83YBO4f7R95S8jlISnyATmsBdN3IanVByebpcg1UScEmaTLo7XPmc9Yg1uYcXpGGUVRc0abW07g3v02II28t1FqccxWBjpBU6gNNrad73v02O2yfmt8UGqltygqFc0okpKXJCQt2eVuT0xgZ3jStcat0vLQ23YNNUtxQSlInHMkk4A+b5w2BqlAmpomXnKaZ9FsyMrJOzjSVstTCCjtUkLSUhfKFAFQIB+qNkKnaSVc1FmLdl6u3PSDs9MzEoj0ZxlLAD3YgoKQA7zFQQElWxT0i52YMUedUVZZu3Ognztx/nVVdj2JOdeKq28Dpv59Bv5eqcGb4zbvkJt6Rm9Pac0/LuLZdbVOLBQtBwoHu+BGI8Dxs3MQP9olM3/wDfXP8AwwlpOoafPViem6rNUyZlKlU6u9MOvllooS4672JwplbrmRyqCkrbSnm3yQYS1YYokjYEhcCqeyiqV+XZpyWFMBIaEsol+ZTkYysCXAUN8l3zilRjeNRNc9taDa5tZpNh8PG4VJsaxaNrnNq7gX8CdrW4HW49fBS30I1kmNX6VU5maozdOmaa+hpSW3i4haVJykjIGDsRjfp13h1U/NERi4J+5S7qBSRialuv+YuJOp+aI6hletmxDCYamoN3OBufmV0jLtVNW4ZDPObuI3PzKrBBBGwLNoggggiIoekVikDsi83W0OIUhYCklJBB8R4xzdsezk2lcdXtybWBMSE8/I8xGObkWRnr5AR0Sr1x0O22ETVdq0rINOLDaFzCwkKUd8DPsMQp1Adk2tWK5UKfMsPysxNl1DjCwptfNhRKSNj847xjcSIEe3KzWCtPfEkbIrlQboMu/UmkgLYbIb59k8x+bk+Q6n2Qi7a0YrmptfeuS5ZptumlHKkBIW88lRJOCoEJG3TG/XwhU3DTF3POyNMd5kyqV9s/lOe0T4DI899vZC1TdctS1ejsOBDbYwSrYE+uNca4N5W4Wc42avKQ0b0zpciKexQWG0pACHEICFgjocgDP1/VGHP6VWkZlIcZS2tBHZPDZQBzlJPiPb5Rizl9VOpFx6hyAmGW/nurcShsHp85WB7SI0VWuq/ac2Jidt5CmPnFctNtu8vtGQY9myuIu0bKwwDVZxF/il5QrHlbZqC6jRcS68p5kNnDbgxuMeGcdf8A0h4KRUmX5RHQHGCkbY9sR1tnU5qpIBQ4pBbJC0qGFJUOoIO4I9kORbt1tTS0IZcwo9c+Ue0dQCvJ9MbJz3HG/okY9cY0w8y0gKWpIjXh8rbLpUCAPCEpc9xtSEutTjpGBt6o9nSgNuo7IS42Sevahm45klyemGW3CcqadKTnwGQRtDIzWjE7NVEJpTjUqhHcQStSlOHqVKPiAegx5HaFPeesFPpUo5MPzwYYQTlRwN89AOpPqEJSi6r3NOH02lWRU1NOKTyPTrjUrzhR7vKHVBWCem0eIkc78oUl0On8xXuOES2Z9l92qVZ2Ympg8zry0BQUrJ2wrmONz1ON4Q9W0mvbQypsXFak3MT1LaUUOoS7ulG30AceHhnpDsy2rFZZnUy1fpL8mecIUsLStsLwCE8yCRnBzviFDUbmp9fpi6VNTJLTqSlSgcEE/wBcW96CfaVppy0XHCZ64DK3pa7dak1qcaw4sDYnbZSeXzznaJUcA7DbGij/AGaSOatzROcdeVsbe6ItW3TnKXSKjS3kDkbm3gMDmQQrfI9W4iYnBpSjSNF5ZgoCe0n5heB9Q6+PSMlh35yFhMbB7tpT8QRQdIrGZWsoggggitUgKOTFOQef7IvimRBEn70sW3r/AKC7bdyyqn5J0pUUpWUKCgchQI3Bht/wR9HcY+LqjjyM+6f64emCMdV4RQVz+8qYmudxci+yx9VhVFXP7yoiDj4kJlxwk6Pg5EhUtv8A3937YPwSNHvGQqRx5z7v2w9EERRlvCB/27PoFHOX8LPMDfomWVwj6PKPMqn1FSskkmfdJJPU9YqOEnR8EESFR23A9Pd6++Hogh+G8J/+Oz6J+H8L/oN+iZU8JOjqSkGn1E46f7Pd+2PVvhS0maYdlmperNsPlJdaTUnghwpzylSQcKwScZ6ZPnDtVKoSNKlHahUpxqVlpdBW686oJQhI6kk7AQkxrJpYU7agUT/raOnvjwlwjAaU2lijaT42F/qvCXCcFpzaSONp87BI08JOjpJzTqj/ANfc+2KHhI0d/wDu6oj/APXufbC1/hl0o/4QKH/1xH2xnUTUmw7knhTLfu6lVCbUkrDEvMpWspHUgZ8I8m4Xl2R2lrIiT09klebMOwGR2ljIyT0BCb78EjR0jBp1RI//AD7n2xT8EfR3IPxfUcjx9Pcz/TDzhW2eu8VG8SxlvCR/27PoFLGX8LtbuG/RMyjhL0hbWHG5KppWlXMFJqDoIOc9QYvf4UNJZp5yZm5aqvvOrU4447UXVrWpW5JUVZJJ3yd4eSCLvw5hNtP2dtvgn4fwv+g36JlzwkaPHrT6lv1/2e79sH4JGj2D/sCpbjBPp7n2w9EEU/DeEXv9nZ9FT8PYV/Qb9Ey34I+jwORIVIHzE+79se81wraWTxZM6mszJl2kssl6qPL7NsdEJyrupGTgDbeHigiv4cwkAt+ztseduVX7gwwAjuG7+SSWn2l9o6ZU1+mWpJuMNTLvavKcdU4tasADJUegA6QrAMDEVikZSCCKmjEULQ1o4A2CycMEdMwRQtDWjgBVgggj2XqiCCCCIi1Rxj2xdFD7MwRRX1zNfm9WVOOVFK6XJyrTaJMs5+duSFZ2OfVvDS11hEjW2nGk5aeKlpGMfS/9YkFq7T3Je7piZdbHJNMocZJ6k9Me8QyN+SJRUZZfI6gJPMpWByhR2wPH17xq1YCJnLoNCGupIy3wCUtLkVuy6nW0pDikjGPAeUIa8aZWxJTjtPlO0Kc5C14GfIdMe3r7Yci2CpVLZUk5cKY2DlHmnUhZaCgTlSVDrGPI1HdT4zo2CZ/TjRBqf02uW/r/AK29U61LMuLk6Sy+oSkk2kYCy2kgOYTlR5hggDI6wn7P0ztmTu+WlaTRao2tt+SXKziZnshPrdcKFttpQ5lIShRPMEgJUQOUjeJBmn0xDYC5J9l5J+ewkpOPEZSR1/bGqVb1Fl3Uz1LpQkppkktzLLaWlp5vnAKHeGfHB38cxmYKuJsYa5vG+3XyKwFbhk885kZIQD08PhukHf8AoPWbFvEydKn3JxiZSp+Wm1J76mgoDkfCduYcwAWAM7+Rjf24w/S1IlJoFLjZSCCN0+rMbo2+8+2ZuZYDqlHmU9MZWoY8d9yfrjTP8zVQbbbUruq5lrUepiBMWF2qMWWepI5HsEbzew3NrXTz0l0uU3YJPd8YafUOXmZxb0q2OXbeHVtMpmqQlSQdxDc3ylyUralBBKMErT+UDHs4DQCVHiYRK5o5CQOnPD+u/Lyl3rimHmpaWAmlFKsFIzgNM56HI7znUdB5whrjta1RdEvJf3HKLpXOOzcwWG3ZanBkq7NtztFEvKKkJSrmSTjKuY45Q6RkHUumfkEpXkpUFoylWfWRv4DeKqokvUKkK5NMhU3zBa1ONdspxYOcrJ+eem6gTmJVPUxxNsAsXiOHz1b7h9ki9bdCaZTNO6LqRptKLt2cn5eXmajQkOFMm7zo5lBLSj3CCc4HmPEbpuyhX3TJS9SYmWnVAHmmEjv48eYEg/0w8VztzNyNYqtRnZ5agElLzqikH1JwMCL5CmNSamgJbPo6OROTkY8RvEKtkZPKS0WCyOHwvpKcMedR803dwSaaS1NgjnEwgrJx47/bGyo+q16aX2rTH6NW5wrfnAiTpowplasArUodeXrnf2YjO1EaYTI86+VCAcLPTCcZMYNNtVy4qzS5LnASpCWmAk8w73dGMeO+frikD3AgNK9e5ikeTI0EAdVP2XcUtlCnW+RakhSkZzynG4zHsOkWIG2+cxdzYHTMbaL23XNuqugi0KyOkAVnwMLohcRk1l1p1NoWpjtl2c4y0hsMtspEulxby1pB3KumCfUPOJNKPhiIUa9z7FH14mqpMJmAiXVKulLDvZOkBsboV4EEZHhtGkZ8raiiw5j6eQsu9oJGxt1WoZ0q56Sha+B5bd7QSObdV7VPiC1wpCmDN1uQW3NJK2XZdll5twJOFcq0ZBIxgjqIsf4hdb5aRbqTlXlhLudkUuGUaIUHO15NsePYO+6E/JaiW/T3lKlGZluadllNPVdmQZl31r7ZKwCyy8lOAlJBUFgqKt9hg6e6rykLilXmpeUcl1OPS7gSeTlSG1zqiO7jwmkYwAO6rptHMZ8aqWRvkZXvJt7LQSd9utv88SubTYvVsjc+OscSOBc8/H/PiVNbRu7KreunlLuKtFozswlYdU2jlSopWU5xk4yAIXCfmiGv4cW1taQ0RLjagodsoAjGxcVg+6HQHSO44LJJNh0Ekpu4saSTze267RhMr5qCGSQ3cWtJv42VYIIpnfEZRZBNpxHHGjtxH/JNb/8AzURD+3KHR6lRJZD0sh2fqBmg02886048G0p5PRSB2Sik83OlzfoB1zE3NWbQnr8sGr2pTZpiXmZ5pIaW8DycyVhWFY3AOMZAMRnl+GDXCl0yYpdOvGnS0lN5DzCJ55La8jBJAT1I2PmNj5RzDOWE1VZikc8cBkjDLG1ubnxt9VzjNuFVVZiDJo4i9gZbbxufMJBDTmVkkPv1Cuy067LSqjMyzSkhbDqpZTzZBStRI/FqBKgjcDAUMkbfRGXlabxKMUmUSUS8lU6jKtBRJPK32iQCT1ICRCge4XdeJuVl5E3rTnZWUbUyw38YPciEFPKUgcm3d7vs22EKfRrhi1Es7VCVv27q5TJhLBeecLLi3HXnXAQSSpI8VEk5jBYfl6qZWwOipXMDXtJJtwDv1WGw/AKptXC9tOWhrgSduPqpSDp9cXDpFAnB3iojti7AqwQQQREEEEERCV1OvP8Ag/suoXWJH0xUklJQxz8gWpSgkAnBwMnyMKqGt4mCRo3XCPJn/vUxjsXnkpaCaeI2c1riPiBdQMUmfT0M0sZs5rXEfEBNVL8Wd9TUk9UZTS9uYk5Y/jZhp15TTeBvzLCMDz3PiIx2eMe6ppzspTTyTeWAVFDU24s48TgIO0M/QbgoSKAxKVWpsASrU6jslMuom2FOpOPRlo7igvuBQc2GDsQRG3fvfTeTLUxS5RiUyCGS2hSnm2yzyqQ6Q0kFRXjqpw90nmAODx2DMGLSxtea221zs2/y2/z+3JocwYpKxrvtVvG9r/2+SfTSbiXq1/36zZdXs9mmreD3fRMKUttxHVKkKSMeI9RESEiCXD7V5Gs8Svp8gCpmam6i+ysnGW1FaknGPJQ29cTtjouTcQqsRonyVT9RDiAbAbbeC6BlOtqa6jc+pfqIcRfyRBBBG3LaERaoZxviLooYIkFq9RWp62xVQgdvTXEOBeNw2VAL/qP1RH+5afK1OlVRaR+OZGQOpASoZP7YlNdcmahbVVk0gKW9JvIQD0Kig4/biI81GQYRSVkhQVNSq2Vr9akYBPrziMNiUQ1BwW1YFUkwOiKxLIaYVLNkjGE7YhctyKXmsdB16Q3Gnk4t3LLqcciRtDu0lkraCvDHSMbFEHhZmSUs3Wo+KEIyACc7xjuUxlKyrA5vM9YVr0typzjeNVOhtlPMtW59UXug07lUjqO8KS1ZYcEookZAScAQ2E628pYbKfxrjg3HlvCzuS7FTcy5TKUjtG2Ryvu+CT5eswlqRJPTNWLjmS2g8oyepz1iM6znWaszT3iB1bJ39PpdSaI2hY3xiENqTKOM1ftl57IpxtDpWpJLakwltPdxmEhqLTwpZXMJGMbROkZaILDQzA1TkhKAWnhiXUF8uc49cb5uipcHO0nqd1Db6obqn1JVuT7y1uZYSopyekOjbdak6rKp5FpO3MMeOYiCxNlPlaR7S8hQ3SnoCNtsRa/S0ss5WjBSc7QrUS6ezzyYzGhuB/0dKwfmgZxHqYFEMt9kyGqssqcpzlMB2mMgEdcAb/shzdArVbrVyUiYQkJYpUn6Qry7qkhI9+D/AM0w31x9jP1mXklq3VzD2822IkTw20NNMp1ZmknKVOsyzf8AJQhJVj3unePehiDpgFDxGqMNI+3J/dPMDt1z4R5uOBCu8pODvgxeQAPZuYhDrFqVcErrBUk0y4Z9iXbmlttNtzS0oCmkpx3AcEE82RiKZkzCzL0DJ3Rl+o2sD5Ek+i47mnM0WWKdlRIwv1O02Bt0JunnkeJ1mc1GFkigMiUM/wChCc9KJURzlAVy8uN1Dz8YfZKio5ByMRzEk6zMyl8pnGHkdu0E9ioqBPaIPOk+fzhHSq26vL12gyFYlVZbnZZt9J9Skgxgsk43WYoZo6593ey9uwFmu6beC1vs9zPV5gNSytddzSHN4Fmm+23Nv3Wz8Y1lUtu3qu6H6tRJCdcSOVKpiXQsgeQJGYROvGoM1YNmKdpc12FUqDqZeUWACUnqpQB22SD18SIjJI8TOpjVNmJl25krbcIAdcQhSkFJOydgO8COuT0jIYzm2hwuq+xTRuebC+kBwBP5Qb9T+6yuP53wzAqr7DVMc42ubAEC/A36lSa1CnNKtM6QzWa9Z1OUy++GEBmQaUoq5SfEDYBJj0sB3S3UejLrNDtOmIbadUw427ItJWhYxsQB4gg9fGIfahao3VqJbMu3Xakl8sc62yoJbBLgSnBA2yMKGf5RjSWpqHcNtSkvI0a4JqUdmloQ8mWmOUKI2So4O/WNSGcXvrHTw0+qmHslukBwIFyfDY7WWiv7SY24iXxwA0tuNLQ69ufDnoujsrLS8owiXlGW2WmxypbbGEpHkAIyIRWjtZma/prQarPTS5iZel8POrVlS1pUUkk+e0LQR1OiqGVdNHURizXtBA8ARey7PQ1LKymjqIxZr2hwHgCL2VYoBg5gV809fqi0kgZiV5KUhzA3xviIpcXGpy25huz6fMfipBPbzf8ALfV/e0H1JHePtHlElLtryLYtmp3C8jtBT5VyY5ObHMUjITn1naObWoNZqVy1eZmJ6cbceedVNPrLoHO6onwJyAAdh640LO1a+RseFRG3ebu/8AePmbD4XXLe0/G30dG3DoDZ8u58mj+Tt8ipX8Hl3mo0Gp266olxotz7QKvoLHKsD2KSP0hEj0Dxjn1w76hMad3G1VJwqdlkpdlZhDKwtXZq5SDjyCgPdEqbH4jrXvi5pW2ZSk1GUfmiQhx8t8vME83L3VE5IjwynmCio6VuFVUmmRri0A33BN27/O3KpkLNdC3DIcPq5g2UEtAN7nfb+NynfgjzSVcpKiRF46dcx0RdTVYIIIIiCCCCIjW3DQKRc9JfoldkG52RmRyvMODKVjOf6RmM7J270GM7KyfGLXNbI0scLg8hWuaHtLXDY8psHeG/RfHMuzWSP+Oc/wDFDW0KQ4Sq3MOSc5bbFKdStTY9OW42lWDjIWFFOPrESYqL6JWSfmlnutNLUfUAMxy7rM1UGqpzy06lkhtHMO2SDkjxBMc6zM2PDKiCKhp4zqDi4OYLG2m3AuOSuWZ6xRmWZKf7HTxu16i4Fo3A09R8Suh1jaQ6U2nUkXNZlvSbMy43huaacLncV+SSTsR5Q4cc6NIdYblsSvMzLM8lbBcy5KImMNTIOOZJTnAV5Kx4RPmz7vo97UKWr9Dme1l5hOd/nIV4pUPAiM3lvG6at1UgiEMjdy0WsQerbAXH9lnsnZpoceidFFGIpG7lgtuPEWtfw4W+giiSFDIOYrG2Ld0RQxWCCLzWnmSUlOQRgxHqq2zdVtTT1MnLeqNSk0Oq9GelGS8HG893mCckKx1z4xImLCnPl9YjxmhbM3SVLpKx9G4lgvfxUNaFMTtHvqqUeoyipF1t/n9HcxzIChzAHGRnChtD2UmfCmshQxgeMM9xAszNva2vVKXTypqEjLv+35yCfeiMujXs+lsBas7DaMA4fZ5Czotuif8AaoWyeITyv1AFHKkcxx4Q2+ot0PMMpkJFPNMTH4ttPrMeU1fjMtKl0nJG2BuST4Rq6bT5yoVNFXn0AEjuJX9Aer1xbLKZPZapdLF3J1uXg1SHKVSexSA68gdoo/lqPWG4qeqcxTK6zRqVaNanCpQ7aZZaR2LW/jzKBP1Aw9qw0CEONnnIyMjIjEVRJWZAQpkc7hCvm+B9kUENhsp8dWBfWOVm27qnJJpDa5ycS0UJwQte4xDW69a8SlIo6DTJKYqriiAUSiQtWCfMkAAesxv7g0lkapMkMzDrZUe+lKzj24MYcto7SaY2XplTryc/SVzePriQA5zdJUZggbJrCQlBr713SEoqXpk1LGYUlTjcwnCkjyMbq0a1O2ncCqFU8bLKmV+CkZhaSMlTqfMdhLsJSpSgAeXp6jnp/rjT3ravx9Kmdp6iiekwVtHpn+T9eIhVEJZZzVKZUsc4td1TrU2otzUuHUqGCIT10T0ulClKIykYhH2ldbjtIRzqKVtp7w6bwlbvvc1CZXSpRYL5Sc/yUjxJiQ2UOb5rGyR6HnwWNRC5WbjenkUqovlboal1tyrjjalZOUpWBgr3B5QcgEecTM0jtydty0Gmak2pucnHFTLqFDvIyAAk+sADPrjScONFYpWk1IWlwOKni7NrUlQUCVLI6j1AQ5yMhRBB88mMvSUnc+2ef7LVMSxA1BMLRsD/AGVj6+Rha17JSkkny2jmdfdYVUrterSASXX3ZxIPXvuqVj3ECOiGplUXRrAr9SbXyLZp7xQryWUkJ/aRHN6rjnn3AcHl5U9fIRpOb3Cevp6fnS1zj8yGj918/wDatN3ktLSjoHOPzsB/YrR8043VvjBvdRf7b1ZJOf6TEp+GLV+eZrEnZ05MFylTylNspdVvKvEcwCT+Sd9vMjGN8xmLWc4x0843NpVKYo9XamJV7snWloeYX+S8hXMg49u0axOX4bI3EaW4dHbYdWXGptuu3HmuaYPXz4HWsroSRpIv5i4uPn/eyeri6uuYnrzdpKXj2NMl0SbaR0C3O8s/WOUf80RG8o2hcak3HM3VcEzWJtAS7OvLmVJCshOdkjPjgCEj2Xs98VpZvt7pa9w/6rnO+XDfQJjFYcVxCatH+9xI+F9vSyDOrVTPi0p7qXucH+Tjp794x2MMPtP/AMUsL9xj3LY9Xvi0tbEAddto9xA2NrhGLXufrz9VixGRvZdBeGebVM6WybCjkyj7zHuWT/QYdgHIzDD8I1RM1YtSllEks1HmwfyVtIUP25h+AcjMdDyrJ3mDU5PRtvobfsvqPJ03f4FSv/8AoB9Nv2QrODgwnr5uVVpWhVbl9HDqqdLqeS0pXKFqHzU59ZIH1woT0hpeJqp+g6XzUmlWFVF9qXGP84KP7ExMxqsdQYfPUtNi1pI+NtvWyyGOVhw/Dp6ppsWtJHxtt6pn7w4jZu/LLrFtTVEakHppLSGlNPFxKwHAVhRwMbD+mIrT74nJx+aAPK6sqT6k52HuxG8lavyt1FGRyPla2sdQpXh+0H6o0vZg77ZjkVK/EKmofUYg7U4ANafL839yvlzE8WrsZlbNXP1OAtfy5/deDLjjDiXWllC0nII6iFZpxck9QbkaqrDylTEu8icayr5y0KyUn/OTkH2Qmey9Q94j0l3XZR9EwzjmQcjJ6x7VlIZ4naBZ/Q9bg3HqscwuieJGbEWI+XC6m0KsyVfo0nWJF0OS86wh9tXmlSQRGwCk7b9YgroTrVULTrLL9XqU2aOgKbmpNDhcQkkZStCT03Hh64ljp7q1a2pD89K0EzKXpEIW42+2UEpUSARnruDny2jf8CzTTYmBTTnu5wbaSb3IFyR4g9F9LZZzpQ4/GyNzgyY7aCdyQNyPEFLrIzjMVixODggxfG2Lc1QkDrBkRapSc8p8ITt335bFj0xVVuCpIYbzytoHecdVj5qEjcmPGeoipozLM4NaOSdl4VFTFSxmWdwa0bkk2CbTiM1mqml0vTpegusiamErmnytAXysp7uAM9VKIwf5JhLaW8V0pV2RL3wG0NuEFuel2zgZ+i4gZKSPMevpjJYrX/UVm/rlmalLpdZadDbEuw6QFoYRk5UBnGVEn64aaXmZqUdDss4ptZO5SrY+3z90cmlxvEqutkr6GazA4hjT+VzRYXI53O4K+fMUz9iTcYkqsPlvEDZreWkDa9vPm43XS2+Lip9T0qr1doFRZmWF0qYUzMNKBBPIR78xzYuPLlcmiQByqCB7IdK0NVK5J2fV7ZlZtIkam0BNtKyQydipbe/dCgCCPLPthqqktEzPvzDSwpDiyUnpkRGqMbfjteyR7Cx8bC1w6ai7oeosAfmsVm7M7czup5QzS5rLOHTUT08rWPosBKVJIUkkEdDnGDDn6Za4XVp9NhVPqKmkrUOdDgK2HgP4xG2/8pJBhteX2e+DlHj+w7wlphI5rwS1zeHA2I+f7cLVaaeejlFRTOLXjgjkLprpTqjRdTrfFUkMMTTISJuWKslpZGdj4pODg+Pq6QuMjpmIe8F1wMy9dnaQ8oZqNPBTk/TZcOE/ouK90S/BJHTEdHyziUuKYeJJ/wA4JafiD+4sV9Q5OxmTHMJjqpjd+7XfEf8ArdekEEUPhGwraFQqI8o19brlLt6mzFYrNQl5KTlklbr76+VCR6z/AOTGY8tLaVLcWEgAkknAHriAPElrdN6jXG9J0ufX/czS18km2gd2YdGQZg/lePL6vaTGxZXy5PmSs7hhswbud4DoPiVAxCuZQxaiLk8BbbWrXKk6n37JooNHLNPpEu6y1OuKw7N8ygTlOO6kYPKOu6icbCMq25mXqMu2pKQCBgqB6xGNNemqZMtzrTaXCyrm5M/PHiPr3h4bFrzLT7bsstS5OdSlbSj5nqD5f6jF/ahk9mXJ4JqRv/Ke2xv7w5+ZG/1Wfybi5roHRyn2mm/yKedNDlnltOAZ5e9jPj4RsPjVEuhCV9xRGClewzGNRJxLrTafHOTGZVqPLVZh1pSFBK0FXMPA+Jjlcezrhbo92ptlRq5qZK9+dmWEbElRXsD6jFGNRrWRzFgzEzyAABhlStz45GcRCXi+tvWLTykyN42Lds8/SJebSZqXCELLQyCkrPL83mGCD4GEXpJxw8RFjSYlKlZlrXNJrm0TK3JmUXLvpayOZppbSuRAIBAUW1cpVnBxiMzDAHNu4qNLO+AhscZefHgLoRNao2TLkemzj0g6sbJmk9msjr0Vg/sjEndWLXclSZT0h1CgQFpAwoj35ER8rHwpNvpmJRB4cJ7s0uKLq3a82lfKAccqQwQTnGcqGPXDT6nfCA6x6jFylaYaR0a3GZxr0JpTi11KdU8tWEKbUENoSs5ACShe56mPU07LbFef3jO0b036v/SlI7qhbjrq3WHil4rGSVdDvnPqjaU65Uvfj2phJbUkq88iIs2poBrvV52hPXpc0zJ1Wbl0Jn1JeB5Q0AMKQBylXeGdsk53MSis7T6Wo8k3TFVFybW2vDr6wO8R7NhEOpZ3bVLZPHVsZKG6fK91dT6W1TLfnqu8cJUpx7PqJJx+2GYv255XTyxK5fU2lCnhLrcaSs/OdIw2k+oqIH1w+upM3LU+gNURlWFPrSgpHkIg/wAWN0NXeUac0qpBhEhyTM0pJ2LoH4ttQ/afYn1wwXDZsSq2U8IuefpuouJ1zaandKTzstZoPxdasaZzLLFqXnMJlEPmYdpk0ovSMwonK+ZB3bKjkkoI3JPWOqmj/FfpZqnR5F56uSlBrcwhIepc/MJQQ6duVpxQCXU56EYJ8QDtHBKWarNr1VLE/KuFSVDCk9Fp80+cSQ0/uGXnZFptxXaMODGAdx6x6x4x3/Dcv0Oa2GlqmmKdnUAC/wARwR6+a5RUVctG4ysOppXXbiPqjUhpbUpVcwhDk+tqXbTzYKyVgkD6gT7BEFJoNuTTripVBKlk9VDx9seNL1MuWp0+l2xclYmJ2UpjRl6W46rIaQT80nqdgAnPQDHQRn+jJTsMECPm/PGXcSwHMUsdeyzdLWxu6Pbe5cPDc2tyLLjGdqqXEsUMxZpaGho35A3J+pKSVWvK16LPLkJ5xsOoGVJSFKxnpnBjCOpFljdMwQfMNrjwtqgU2v60VKnVSnKnmRT5t5DIlVTSu1RLkoUlkKBcIOCE5GekKKe0Ip9z3JSpKmyFRl1POURmealJBcs60zMuTaZiYdll8xlynsG8AkpwsKPzgBq0VPUVDNTAOSF9gYB/w8dncuFUNRi09Q2SaCOZxDmaQXt1EAab7Hb6LUP6n2hNK7R6ZK1hOMlteTj6430q9Jzks1NyzDa2nkhaFAq3B6eMNVdVjUS37Hol3y9YdffuHkMjLnl7iGmsTal4Hg8tCEDbZK852hz7QZBtallOMeit9OnSPKON0bu6cLWAOy0Ht57EMq9nmXKbG8uzTOMk5iIktawa4m3sg3Dm28OVk8jf+9UfpK+2KFLBBBlUZPTBV9sZ3o8W+j79I9tA6r5L7tLixtUbpsGREpbNWEqKhylxBbSvJSCkHfp/XE3NMLrXeNi0ivuuJcfmJcCYITj8anur28O8D7452JaWFgpJCkEKSfXEuOEi6hOUirWq8oByWcTPMAn/AAbmygB/JUnf/OEVyzNJhOJMpXyExyhwAJ2Dr6hYdNrhdB7O8XnpcTFBK8mN7SACdmuHtbDpfdSFKjy7+XhEb+MWtrl6ZQqIBkrVMTuc9ChAQM/W4fdEjzgDrEOeLerCev8AEilR5afT2WCPAFS1LJ9xT7o2nOclsMMHvva35FwJ9At+7Q6nuMCkZ1eWt9bn0CjspLR39HT7Mn7YtKGicmWR+kftjMEscAnbO8ULGI1LSeq+ezGVh8jX+9UfpK+2DlaH/wBkb96vtjMLBxFpZ23iuklNBVshP+gOLW2wlIWnGAT1zsevhvDk6D6hpsi7ZWsPFfo6OdicSkElTC98+ZwoJJ9g84aKv12mW3LomKk4pCXlciOVJUSfHbyEaZnVK22XA4xMPoUnOCllX1+2MZU0wD+/pyGytIId5ji/l0+a3/LPZrnfGoo8awLDpZWh3sva27SWmx36jaxXUqd1X09pVLZq85dMgiXmEBxnDoUpxOPopHePuhJucT+mSGluImJ5wgEoSmUWOcjwBIA95jnYvWOhunmM0+kk47ktyxn0K55e4mHpumzsyrkX2bhVzJOcZx+2M3JmXGqg2i7uPbwLt/qPlyuh5li7Ssv0ZxHEMJdTwNsHOc0kAnYXN9hfhSZ1R4pKxckq/R6M0KLJLPKoodKpp1H5JKdkZ8QMn1ww9RvOs1Ij0x515YyEKfeW4pCT4AqPWNUprm+dv9cULIORjrGHlo3V0nfV8hkf57AfBo2suEYjildi8vfV0pefoPkOAvBSwskuNBRPUqWok+053iz8WMgS6B7FK+2MjsjFCzEwNsLALGlhXiFpRz8jCR2ieVWFK3Hl1iwBobCWR71fbGQWjB2Rimne6FpJuVjfiv8AeqPer7YPxY3EukfWr7Y9yztFvZmGlWlpTk6BXSi2r8pE2ohtDU8gOb7dk73FH2DIJ9sdEEucwTjB5hkRyxpk58XTBdKSoKTylIOM/XEn+GjV24qzeIplx1qdm2KhLLZbRMvFYbeRhQIPhlPN7xErL+KnBqx9NMwmOZ7SHXFg4ixB672C6X2d5mZhUv3ZO06ZXjS7awJFjffrYfNS0iiukGRFCfIR1Lld7umr4lL1Zs3SuqELImauj4slwDuS6CFn6kBZjnJWXH2W2uU4wnmAiWXG5XfTq5blsy7oWJOWem3UJV0W4QlOfIhLasepZiLFXlS7TmnQMqDePrj6I7M6COiwpk7h7UpJPwGw/wA81omO1BlqiwcN2SCrE4rJWHcpQglR8RCe0f1vVbl0VyjXRVJdmhIm0ejTLywkSrxwCnPTkUcE56HfpmPe85sUqSnJyZbIDLC3ecbBOBneI7aa2nNXxVBM1JwuCbmSpKCfxedypSh44zELtYqoJIGUczbts53NrW2B9fRZnLIlgl72I2K6y2tW1uoTzlaRyglJ6n1+uHJp06h5KQlXcxtEctOnJmn2hSkIfW6JWWRLOL8UlACck+OQB9cPJa9WRNyqFtL2SMH1GPlgix2XYWXIF+VgagUal1ZqbtWvstuUutIU0pTg7qFKG/h5mGOt7Qe36G67Z9SfHpkhlLLjzfL6SznCVZA3UBjIHjmJG3LTkVemFh5Gc94HG6FDpiEaqdptSaYpl3NgTkp3WZsoBC0eSj1B6b+oRkaWcW0lZij0ys7u9imAvTh4lXJxDdFpnpq0JWSGU85OSBjA36xstLdMLXtitUmeuhtpqVkJlubdPN31KTlSEoCQSVFSU4T48p8Mw+6LSob6w6zNSRUnJLwfWCMjqQnA2x1wPqjSVinWZa8wqdU0mcntwy22olPP5qUd+Ube7bETC5o3Xs6iEgLHkAW5tutnXrqqNXrDD7Uo+1OVNKWpVhZBVLSyckLVjbJJJPrONwIXMuhqlUtIZV/e04UT4nqTCPsSiTjjrlz15GZt4nG3zQfogeA+yNjd1UbkaRMPKVgBJ29Z6GMXVSaisZL3QIiiFmt2HyTaahXEqfnlMsvYXkpSRuB5n6o57aptVegav1l2beWlmrP+lSi+bPMgAJI9oKYmlPTbjrT1TWe8vmCMn6IPX6z/AECIqcSMmp2iUask4mmp18NrI6ZCSfqykRLwGvfQVrJG+KwuMUoqKV1+m63ktZ0ld9qIXNtJDoRzNK5PmKHr8vVCLobk/atbl5FSwhntuzcbOcAZxkeW+IdXRypsXHZiJ2XICQtTTrfN/e1gDmTiG81WbEpVXXG8IUVhST47jr74+uKsQOoIMXp/zAN38R5rjcbntnfAeE9dJnEzculBWVBW/OdiD4H2w7VozXxxSkmYcbTMMq7N0k4JwNlfWP64Yqylqn6bLvLVspAcJHmRmF1b9wuUKopmuzLjS8Nvt/lo+2IHaTlAZywUfZ2jv2e0z92/MetlqWM0DauMsA3bwt1cWjUpX649XE196UdeAJS2AQDjBwcggbRq06BsNrW4m7JpKlJwVADJ8d999wId1ltuYZRMMkLbcSFpUOhB6GAyufCPiF9G1ji1zbEE355W4YZ2/doOCUUWG0tYBHE1rGgsYfZaLAXLb2AtZNdVdGRV0SDM/cqi3TZVMlLJbYbQENBSlHZPUlSlKJO5JJhY0q3m6TTZamsPtluWbS0kqVkkDxMb4yu/zYoZX+TFRC1puButWzl2o5qz5RR4djtQJIo3a2tDWtAcQRfYC/J+q1Zp6v41r9OLTT1H/CtfpRszKnGcRaZU+UV03XOO5HgtYqnnp2zP6UOXw/Vxdt6l0nmfQGZ0rkHjnIwvdP8A/JKfdCDVLHPSPeSVM0+aZn5UlD0u6280oeCkKCgfeIx2Ih8MbaqIXdG4OFudjuPmLhVhe6hnjq4wbscHfQ7/AFGy6D1GqU+lyxnKlOsSzCSB2jzgSkE9NzEF9aKmm5tQq5Py0207LqnChpQXsUoSE5BHh9sbm9tZrzv+ii36+xTkygeQ7mXZUlR5eg3UQYb5bBVygDZIxEnFMYfj9VHHFGWxRnUS4EEktNtvAXW0ZuzQ3MZZT0rCI2EOubgk2ItbyutWZBQ6utfpZi30A/xjX6cbFUv/ACYt9GPlHtoHgtO7keC15kB/GtfpRQyB8HWv04zzL+OBFPR/VFO7Cp3QTR62Sxbk6WFLQcuO9FZI2EOtqFYFjVJ1+jopMtTO2nmE0xxxiTlEvgyjuGpVbKudzme7HmLox0A3MaS77Gp94y8uxPTEwwZZaloUyRncYIOQdthCY/gLt0AAVKpHHTvN/wDgjzY58WsaAQ63ovuXsk7W8m4Bk6gwzEq99PUQGW4EbnbvfcEEbcDz5Kx3dLbOk6FU11F9+Wq9u0xmo1CXVNIId7dpaEoGOim5nsgobnD2PCMbRuV7SlVEdq2AJhGMnGe71jesaTyMtSZigs16qop826h6YZSpoB1SPm8x7PJA8BnGd8Zjb2rZMhaMm7KSDjroeWFrU6QVZAwBsAMfVFhYNbS1gAA3U/tc7bMpZlyNiGC0de6onmLNALHNAAc1x/MNt79TtYX2WcZA+DrP6UW+gK/jGv04zTLnyinYnyi/SvgQxDwWAZA+Drf85FPQD07Vr+cjOLG3SLewJ+jFNKs7seCwfQD/ABjX6cUMgf4xr9OMwsEeAihYJ8IppHVW92PBYXoJ/jWv5yLTIn+Ma/TjMLBxFvYHyilh4KndgdFiGSP8Y1/ORn0qem6OXFyswEuKIU2pDxSW1YIJBGD4/sjyUwfKLCwfKPGemiqWd3KLt29DdWOYOgXUPmPQ49kIPVrU+h6dWtPzb1ZlGasuXcTTpZSgpx18pPJhGclIVjJ6YiFmonFnqtfqly1ImhQpAqIDFOcLbmP5T26jt5co9UM5O1h5uZ9On5tyZfK+df08nxypWSo+uPrjBuyuqeWy4lIGj3BuT5E8D1X0nV5hjALKcXPil1VKpP16dmaxV552cnJtwuOvuq5lqJ8z/wCRjEYBlg8wpsYJSoqAPlHk3MpcwptZUhYCgfbHo2oNrK+gMdYZF3DQ1gsBwFqD3uc7U7lN/floIq9LnJNST2Uy0tlZIzgKSQdvriNujhnKJcjdAniWZunuOy60Ab9oMpPt/wBcTRnEtuNKQUAg+Bhqb10pYnqyi8LfQJatyykrOdkTQH0V7dT4K67bxqOe8AlzFRa6feVoIt7w5t8dtlsWX8UbSzNbNs243T86R1CWmqf6DMAKbmmUlST0KsAK/aIXtvrft2uilzZUWJs87Dh6Kx1HrO+/tEMVpfcjEnUm5J0OMAPAtpcxzJUdltq9Y2I+uJHuyUvWqUlLTpDragppzxbcA2P+ryMfJz2PikMUgIcOQdiF3MOa5ocw3CXjMkqclCUYIUN8efnCYrNnsT5KJuSWs9EqSncevPhGysS5EgCn1Uckw2cOo8jjbHqhzmRT30p5kp3GQrG8esLbqwzFg/hMGnTB4JEq1NVJDSj3h2yhlOMdY3lJ0xpFOmEzvoTj7yU5S5MOqdIPq5un1Q8/YSI2SEkdenjGvqr0nLpKiB5RIcLDlWCpeTbdICoMuScvjASMbwyup1f+Mptu3pML5cFT6wdggEY9mdx/6QvtUL9lKe0uVk3udw5SOXx9Q9ece+GdbQ472r7jnO6+oFxWc5wBsn1DOP8A1jHvO6lNJIuVpK+jMpypwEoGMJG2w6CGI11tGYuGTtK2JBQVOT0xMuqQDgoaHJlZ9XgPXD/Vl5hDMzNTCktykqguuKJ2SADn64aahOipT05ftTPJ6RmXlEODdmWQrYD1knJ8ziNwyDl92Y8ajgt/y2+04+Q/nj5rB5lxBtBh7j/udsFoLFlJW2acun09IZbl5xLbwxuskcpJ8zkdYROqki7Xr/at6UTlTyWkqIPzU5yo+6F9TZiXlbgrkzOOJbk5Rapl1SuiSN8H/wA+EaDTylvXBdNSv6fQpDcypTcohX0UZ6+4Ae+Pq2opGS08WGxj2dXTb2W8/wALjveBjnTnn9ynFolKlqLSmpWVRyol2ktoB8gAPrj0U42htbq1cqEAqWo9AAM5jIeWlsdgDnu7wnrgnsN/FjO6195z2eCfr/o9sbSxmlulvwHwWIvrcSUqbV1LqtKZCpeY7WVSSVS7m6UA9Mb7D3Q4tI1ct6cbR8ay70kVf4QDnbPrBG4hiqVLTDJ7RKPUr1iNiJdDALjHdS4clI6e6NNzB2aZfzG4y1MWmQ/7meyb+fQ/MKJPQwT/AJhv4qS9NnaXWWy/Sp+Wmm+uW3ASPaOo+uMkywydj7ojPTqk9IzSJmUd7F5s5QtB5SD9UOLQdb6zTihiuSbM62D3lBCUrA9RAx9RH1iOH5h7C8RobyYTIJm+6dnfLofT4LEzYNo3jN06JlU4i0yoH/pF1v3xbl0JSaVU5YuKT/8AR1oShz9E9fqJjeEL/JR+gn7I4tXYXVYbKYKuN0bx0cLf3WMfR92faBCbzUG4VWVbExX25RMyttSG0NqVygqUcZJ8hDer1P1NRQBdS9M3TR1J5xPhh/sOTm5eYr6AZ2z0zC64hO1Gmk2ezQUiZl/oD+MHqhuG9RrMNjyckt+mmeYteYoziBJPifD63XVJCXQOyDXeSTkk45gBkiMHNbvi1z7WF/n6r7I7DezXLWYcotxOvwxtVM6ocxxOu4YACBZrm2+JvzwVr/wh64QCLdp+/T8Yvr5QrdNNU6hfFeco05Rpdgdgp5DjK1HoQCDn2x50ue0eqdxTKkSlPnqGH6zWp8tyAl1ysop+XelJdJcCcq/FqZwnIAdIGxJhNaBzz9S1LnJxcrLsmZl5l1TTTIQ2kqWCQkDokE4A8BHlpfHIwGTUHG2y3/OvZVkRuUsTq6HBhTzQRamuJdcE8WBPPN79LHqn0Mtjrjf14i0yx8AIUJDuT+Ib/QT9kWkP+DLf6CfsjId3bZfneaYdEnfRPb7ooZYY/wBUb9XbZ2Zb/mx9kUIfHVpH80B/VDuwre4CTxlQB/qi30UeZ90KAl7+JR+gn7IsJeH+Bb/m0/ZFCwK37OEn1S4/8iLfR/MD3xv8vH/At/zafsi1Rd+k20B/xafsi0sXmadt0nzLA77f0xb6OR5e+FB+NI7rbZH/ABafsiw9pndLYP8AxI+yGhWfZ2pP+jer9kUVL4Gdo36i907Fv9AfZFiu2x/eW/5tP2RZoCtNO1aBUuCM7RZ6MY35Ln0kNj/5afsixRWOgR+gn7IpoC8zTtWhMscdB+lFhlyOgHvjflTn5Lf82n7ItKnfooaz62kn+qKd2Cre4atAZc46D3xaWCPL3xvlLf8A4pr6mkj+qPMl89Wmv5tP2Q7tWGAeKaJlwJTucRjzXI5kHceEZRYUnYx5LYVuTiP0eYWgrqF78rZ0N8uSwbUoFTI2HqjcJVuEjrCalSqWWh5BwQckHxEbztu1bTMtEYxuPI+UQahln3HCtcFkA9oC0engfOMCcR6PlaTunrgR6h5SDvFyit5guM8qldFA9QY8Q0sN+itGx2WgnKWKqFTck56JOoA5H8nvKByObzH7RDx6TakJq8n8U1kej1WSSPSWFYHN4BafNCsdYa70hsO9gvuqG5I23jKFOXMPMz0tMiXnJbPYTKACUZ8D5pOBkePt3jm+fOz+nx9hrKJoZUAfJ3kfPwP1W8ZczTLhzhBUkmM/UKQlXk35hCajS1pRMt7pWASFDyOPCLZDVwUtXo1fSuXcBwFLPdx5g9IR2mWpDFTmhbFf7OVqjSf71klLqenO2Tuof0eMKW97aZfSJoNkp5dikYyI+ZaiCajmdBO0tc3Yg83XWopo52CSM3aeCtxPa8WjLMq7a4JXI3CW3QogewGENcmv8tUJdyXt5MxNKIwHMYQn6zjeENUaPJIeWVzBCkn5uOkYknTGJmZQmXC3cHBxtHgZNleGnqFs5ZMzWV/GNTXzK6oQPmo9+5PrjEnqj2SjKMuczi+6nG58o3tVbXTKY4eXs+71AhsKpeUnSMSNPX6TXKgrkYYQr8YP5WfoAb94+RxmLqemmrZmwwtLnONgBySrpaiOmjMkpsBysO/6kutTTNi011RQlXNUHk/kpPzB6x4+vA8DCaqdSlm6w3QpRpAlJMJTjojKRlI9gwSY3tV9BsW33Z6acbdqEwnDq0D5yz0Qkdep2HrjQUK0pmoD06poUkOp5lJz1J6j2YwPfH1r2eZRblbDz3tjPJYu8h0bfy9VxvMWNjF6i7T7DeP5WkVS5i6XTTZbu0YOF6bmDsueezvjyQN/b7IW8rKS9Kkm5aWaS2y0ORCUbYx0wIzzKy8i0lLbSEcuAlCRsNowZlxDYLzxISPmjx5vVHRaeFrSXAbn/LLVZZ+8NgsSfnlSTSnSAp1WyU+GfDPqjRsyq3FF10klW5PrjaCTcmXPS5gnKh3UeCY9kyqEAADaMkzS3deV7IlQEpwo4i90DB3HuzFpTyjMAJPWK8m6XWIod7/ViPRTQWgY8Y9S0BuRFQAN/CLtXgq6iFZLKKRuP64Wtt6nXRbq22G5wzkmn/AzHfCU+QJ3T9RxCLBAHQx6tqV4Y6RicVwXD8ZhMNfC17T4gH6HkfJDZ+zxdSeo0/aeptvLSWWpplXKJqUeAWWVdRke3cH1e7GOjWm/hZ9P9X4s/bDa8PVQYl9Rn6aSpHxhIqUpKeiig5B9owfefOJKeisgDmLufUkD+uPizP8AlOny1jclFDuywc2+5sel/LhSKPG8awNpgwyrliYd7Mkc0X8bAgX802R0Z04BH+0+n7f5M/bGxomn9q22+7M0GhSsg44MKU0jBUPL2fZC6Msx/lfcItMox/lfcI0v7OwEENCuq805kr4XU1XXzPY7YtdK8gjzBdY/NJ5UrzHJBzFplfVCgMpL9Mue4RaZSXx/hPcIr3a1b7NbayT5lc9AY8zKeowojKS48XPcI8zKsD+N9wh3atNL5JPmV8gfdFqpXPgYUBlGMdXPcIsMoxnq57hFpiurDSlJ8ym+4OIsMoB9EwoVSsuR/hfcIs9Fl/Nz3CKd1ZeZpUnvRT+SYtVJ535TCg9Fl/HtfcItMvLf5X3CLTGrDSlJ4ynhgx5mUAPQmFEqVYP8b7hHmqVlx17X3CLe7XmaUpPqlc9EmPMyvhgwolS0t/lfcIs9Elzv+N9w+2LSxWmlKTplYsMrnwhRKlZbPVz9EfbFhlZbP+F9windrzNKUnTKjyMWejeo+6FEZWWP8b7hHmZSXPTtfcPtihjsrDSlMg7Tj7oxnJHYgZ32iNZ46myf9y0/6b/sItVxztH/ABWn6q1/YR9ot7QME/rfpK6WMDr/AHPUKSYlgkYKAcRdLh2XWvsgAFb49cRoPHIyf8Vqv9Nf2EA442Qc/wAFp/01/YRd/qBgRFjN+l38Kv3HX+56hSibXLvHlUClX5J8fYY9GGnWF84T7QfERFVzjblnU8q9L149Vbx//niyV44JuXWQdPS6z9FKqtuD/ndj0+qLDnvAiNp/0uVDgVf7nqFLJcjLTIKgjGeufOMN+VlJDJK38EFWEpyNiNvbvEZlcdqFJwrSw58xW8f/ANEa+c42XJt1s/wdKS2knnbNXB5xjGM9httFsefMD4dPt/4u/hVGCV/ueoUqfS6JW0sFmfVLzEse0lZhpXI/LLP0k5HXpkHY7bQofwla7YsuKXqPbHxpTiORqt03GCPBLrajhKz/AJ2CRtELFcYcm4ptT2mriux5ggis4KUnGBnsPUI9kcaR7Bco9p2H5ZYKVtP1UKBSeo3Zx+yNRzQ/J+Ym63TaZejtJ9dt/wDLLP4TLjOFeywXb4XCl0rWbQq6D6bNXXM00LOSHJJXd9WUkiMxGsGhFpMqmWbqVUD87DEo4VZ/o/ojnvWtbaNUJ0v0mxV02XUCVyoqnaICj4p/FAp9mSI1D2rSnhhNEW0kjlPZzeDy+OO4cerw9UcckweijlIa+48en8rchjlY5oLgAVMXUTiLrep86bR0toDzQcQeeYf2UgHopeMhsfWSf2RlWHY0rYLL1arMwqp3DOJ5XninJA69m2DulP8ATgZ6RHe1eK6g2dTU0+iaU9ljdbxrGXHFealdhvG4/DZbKy4rTRalKABJrGc/9hHVcofhbL1qiWbVLbnS6w+G3qtSxiXFsTuwizfiE/D1sP1+qtV24T2qWV80rJZ/Ftn8pfgpQ9w9cb5yYLYOe6D4RGdfGyF7fwbqwDn/AOuOh/mYxX+Mzt3OY6eKCepSKt/Yx0VmfcvH8036Xfwtddg2IP5Z6hSNmZhppszk25yIzgJOxJ8MDxjXNNu1B8TU2gpbH96b/JH9cR0XxapffExOWEt4o2Sk1TCUj2dl19cZY4xG0jlGnagP/i39jExvaHl1g/6/6XfwrfuOu6N9QpGrSDgYwAMACPMoER2/DEbP+LxX+lf7GLDxhJ/4PT/pT+xio7Rcu/1/0u/hW/cdf7nqFIdbe3SPMpOMYiPX4X6Tt/B8f9Kf2UH4XqR10+J/6U/so9B2j5d/r/pd/CqMDrvd9QpDcu2CI81IPhmI+K4vEE/7nxH/AEr/AGUA4vEeOnpP/Sn9lF3+o+Xf6/6Xfwq/cdd7vqFIMNKUNxHolsp3AMR5/C+SNhp6f9K/2UVTxfo+lp4SP/iv9jFp7SMukWM/6Xfwq/cdd7vqFLnRp5iS1Tob80oJDxclkk9CpacAH2nES/MqMdMxyJTxhONzDU1K2Gpl1hQWhYqu6VA5Ch+J8DiH8HwtaCkdpoCVKwOYi6cAnxOPQ9o4Z2pVtBmGuhrsNk1nTpcLEWsdufG/ornYFWP5b6hT4Mrt80xb6L/JiBJ+Fpa/N/P61fc4tPwtDR/9n9X61fdI5b9gmK8zl+s931CnqZQjwi0y3mkxAs/Cztfm/q/Wr7pFPlZW/wDgAV+tH3SKfYJvBW/h6s931CnkqTI3xFhlM9UxA8/CyNEY/gAV+tH3SLflYmv+AFX60fdIfd8/grfw9W+56hTwMrgdIt9Ez4RBA/CvtH/ECr9aPukU+VeZ/wCAJf60fdIt+75/BWHLlaf9nqFOwyh/Ii0ye3zYgofhXGvHQY/rP90ih+FcZ8NBj+s/3SKHD5/BWnLdb7nqFOoym3zY8zKDOOWIL/KstH/EMf1n+6RT5VdrP+4Mf1n+6RT7un8FT8NVvueoU5lSm/zYsMr/ACYg2fhVWT/iHV+s/wB0i0/CpMHroQr9Z/ukW/ds/grPwxXe56hTjVK/yY8zK4+iYg8fhUWD/iIV+s/3SD5U+XPXQlX6z/dIHDJ/BWHK9f7nqFN4ym42MWqk8/RiEJ+FMY8dClfrL90ih+FKlz00NV+sv3WLfuyfwVhyvX+56hTbMoR9Ex5qlCD82ITK+FHYP+I1X6y/dYt+VFZ8dDFfrL91h92T+Ct/CuIe56hQKgggjZ11ZEEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBEQQQQREEEEERBBBBF/9k=" width="301px" alt="purchase bots"/></p>
<p><p>Shopping bots and builders are the foundation of conversational commerce and are making online shopping more human. The bot then&nbsp;searches local advertisements from big retailers&nbsp;and&nbsp;delivers the best deals for each item closest to the user. Chatbots also cater to consumers’ need for instant gratification and answers,&nbsp;whether stores use them to provide 24/7 customer support or advertise flash sales. This constant availability builds&nbsp;customer trust&nbsp;and&nbsp;increases eCommerce conversion rates. Providing top-notch customer service is the key to thriving in such a fast-paced environment &#8211; and advanced shopping bots emerge as a true game-changer in this case. From answering product queries and processing payments to even providing personalized product recommendations, a shopping bot for ecommerce can prove to be a game-changer in the ecommerce space.</p>
</p>
<p><h2>How do you set up a crypto bot?</h2>
</p>
<p><p>You must notify us immediately upon becoming aware of any breach of security or unauthorized use of your account. Transferring, selling or sharing the license is NOT ALLOWED under any circumstance. If you SELL, SHARE or GIVE your license to anyone we have  the right to REVOKE and TERMINATE your license. Please read these Terms of Service (“Terms”, “Terms of Service”) carefully before using the aiobot.com website (the “Service”) operated by AIO Bot (“us”, “we”, or “our”).</p>
</p>
<p><a href="https://www.metadialog.com/"></p>
<figure><img src='data:image/jpeg;base64,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' alt='https://www.metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='401px'/></figure>
<p></a></p>
<p><p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p></p><p>The post <a href="https://realnet.ne.jp/5-shopping-bots-for-ecommerce-to-transform/">5 Shopping Bots for eCommerce to Transform Customer Experience</a> first appeared on <a href="https://realnet.ne.jp">株式会社 リアルネット</a>.</p>]]></content:encoded>
			<wfw:commentRss>https://realnet.ne.jp/5-shopping-bots-for-ecommerce-to-transform/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
