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	<title>Joe Blair Sound and Vision &#187; Software development</title>
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		<title>Detailed Information To Creating A Test Plan Take A Look At Plan Vs  Test Technique</title>
		<link>http://www.joeblair.com.au/detailed-information-to-creating-a-test-plan-take/</link>
		<comments>http://www.joeblair.com.au/detailed-information-to-creating-a-test-plan-take/#comments</comments>
		<pubDate>Fri, 04 Oct 2024 11:33:22 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=1768</guid>
		<description><![CDATA[<p>However, proficient execution of an unwise strategy is the equal of going very quick down a freeway within the mistaken path. For example, in case you are outsourcing security or utilizing crowd-testing, make positive to notice the organization and the &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/detailed-information-to-creating-a-test-plan-take/">Detailed Information To Creating A Test Plan Take A Look At Plan Vs  Test Technique</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>However, proficient execution of an unwise strategy is the equal of going very quick down a freeway within the mistaken path. For example, in case you are outsourcing security or utilizing crowd-testing, make positive to notice the organization and the scope of their testing. A good strategy <a href="https://www.globalcloudteam.com/glossary/test-approach/">what is test approach</a> promotes test group and enhances collaboration between testers whereas performing as a reference for future useful resource planning based on reported outcomes. Test strategies also define when testing is completed, together with planned deadlines as nicely as duties to complete. A good test technique serves as a reference for all stakeholders concerned in a project. Documenting scope, goals and testing commonplace practices ensures testers understand the anticipated testing and deliverables.</p>
<h2>How To Choose From Different Software Testing Strategies?</h2>
<p>It&#8217;s comprehensible how making a full-fledged testing method might seem formidable at first. But all it needs is a few in-depth data of the topic and seamless collaboration between the testing and growth teams to hit the target <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a>. Although, understand that your automated check suites ought to be maintainable and robust. Some tasks you could simply automate to avoid wasting effort and time embrace outcome evaluation, test execution, and data era.</p>
<h2>How Headspin Empowers Organizations To Boost Their Testing Strategy</h2>
<ul>
<li>You can go for structure-based techniques and different detailed and rigorous testing approaches if the objective requires thorough testing.</li>
<li>When working with correct check information, you can easily recognize potential defects, edge circumstances, and situations that aren&#8217;t apparent with ideal or standard knowledge.</li>
<li>The test method is the place to begin for planning the test course of, for selecting the check design techniques and test types to be applied, and for outlining the entry and exit standards.</li>
<li>Having a testing method in place outlines a clutter-free test strategy.</li>
<li>Because it is a static doc, it cannot be edited or changed throughout the project life cycle.</li>
<li>A excellent early project exercise is to get the stakeholders together and brainstorm the test strategy.</li>
</ul>
<p>Moreover, thorough acceptance, performance, security, compatibility, regression, and usefulness testing ensures the software program meets enterprise necessities, adapts to diverse situations, and stays secure. This is a sort of software testing where the software program is tested to see if there are any regressions. The function of this type of testing is to guarantee that the software program nonetheless works as expected after modifications have been made to it. Regression testing is usually carried out after the software has undergone modifications similar to bug fixes, new options, or configuration adjustments.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/image-ZbYEjA1znySWKT6C.webp" width="604px" alt="what is test approach"/></p>
<h2>Key Components Of A Software Program Testing Technique Document Template</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/software-development-outsourcing-companies-review.webp" width="609px" alt="what is test approach"/></p>
<p>The test strategy must give a clear vision of what the testing team will do for the whole project for the entire duration. The one that prepares this doc should be functionally sturdy within the product domain, with very good expertise, as that is the doc that is going to drive the complete team for the testing actions. Test technique have to be clearly explained to the testing staff members right initially of the project.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/Fintech_960x600_NOV_06_V2-768x370.webp" width="607px" alt="what is test approach"/></p>
<h2>What Is The Distinction Between A Check Technique And A Check Plan?</h2>
<p>Even if the testing group misses out on certainly one of them, it may possibly mess up the whole check approach. However, at the earlier phases, a precedence value ought to be assigned to every goal, in order that teams know which objectives should be accomplished first. Over time, in face of requirement changes and evolving needs, teams may have to deprioritize sure goals, and the test plan shall be the place we keep monitor of these modifications. BDD improves this by having the tres amigos discuss the requirements collectively and create a shared doc. This frequent understanding helps testers write higher test circumstances using a BDD framework, ensuring everyone appears to be aligned and decreasing errors.</p>
<h2>Navigating Testing Success: The Final Word Guide To Check Technique Document Mastery</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/what-is-distributed-computing-1000.webp" width="607px" alt="what is test approach"/></p>
<p>A software test technique helps in understanding the broad objectives of the test and how a selected project or launch is exclusive. With a take a look at technique in place, now you&#8217;re prepared to begin creating a check plan. Disseminate the data and keep the staff involved, checking that they perceive the technique for best outcomes. There’s no rules about what you need to embody, so embrace solely the necessary thing elements or sections that apply to your group and development methodology. Testing that’s organized and efficient serves your clients by providing them with a dependable, well-tested product that’s as defect-free as possible.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/ae99dc0f-a515-4407-bc80-7c9e344df7d5.webp" width="608px" alt="what is test approach"/></p>
<p>BrowserStack’s Real Device Cloud supplies entry to a vast array of actual units and browsers, enabling complete cross-browser and cross-device testing. This ensures that your software features persistently, whatever the platform or device getting used. Ensuring constant performance across different browsers and units is essential. Websites and apps should endure extensive cross-browser testing to guarantee they perform nicely on any browser. Real Device Cloud is the one means to ensure true cross-browser compatibility and keep away from alienating customers because of inconsistencies. Since creating structural exams require a radical understanding of the software program being examined, they should be executed by builders or extremely skilled testers.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/5c2daea4-0835-4632-a6bd-7251039ee66c.webp" width="607px" alt="what is test approach"/></p>
<h2>The Method To Write A Check Technique Document For Software Program Testing</h2>
<p>For instance, it is low-risk, has been used earlier than, and exhibits stable performance. And absolutely, we do not need to test the function if it won’t be included in the subsequent launch or if it isn&#8217;t a useful one. The listing of the options to be examined comes with references to the requirement specifications documents which embrace detailed information on the functionality.</p>
<p>The extra check plans you write, the better you get at the investigation of details and the phrasing of things. For example, a bank is not going to loan money to a enterprise and not using a business plan. Without a marketing plan, a business will lack focus and course in reaching new customers. Meanwhile, you can verify our super-informative blog to undergo the newest updates on the planet of software program development. The check strategy is the implementation of the check technique for a specific project. A good selection of check method ensures the sufficient amount of take a look at coverage, along with the identification of most variety of defects in much less price and throughout the stipulated deadline.</p>
<p>When testers use take a look at knowledge to run those predefined test instances on the system in all designated environments, the process is test execution. It observes and information real outcomes and compares them to expected outcomes by executing test scripts. Testers must observe the precise sequence listed in the take a look at plan doc.</p>
<p>However, what takes things to a higher level is to have an in-depth grasp of each single side of the project on text. This apply requires testers to comprehend project goals, constraints, necessities, and consumer expectations. Transitions between completely different parts of a project are going to happen all the time. So, to maintain these transitions easy and hassle-free, there needs to be a steady communication network amongst group members.</p>
<p>Be positive to review the tester’s work and confirm they perceive and observe the strategy’s ideas. This guide describes why creating a take a look at technique is important, different approaches, key options to incorporate, and tips for putting it into practice. Automation is a key element of DevOps, and the test plan particulars how take a look at automation will be applied to help continuous testing, permitting for quick feedback and speedy release cycles.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/detailed-information-to-creating-a-test-plan-take/">Detailed Information To Creating A Test Plan Take A Look At Plan Vs  Test Technique</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Triggering Events From Bitbucket To Jenkins</title>
		<link>http://www.joeblair.com.au/triggering-events-from-bitbucket-to-jenkins/</link>
		<comments>http://www.joeblair.com.au/triggering-events-from-bitbucket-to-jenkins/#comments</comments>
		<pubDate>Thu, 19 Sep 2024 19:52:42 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=1700</guid>
		<description><![CDATA[<p>It can also execute builds, although it isn’t as scalable as Jenkins agents. If you are contemplating Jenkins I would suggest at least checking out Buildkite. The agents are self-hosted (like Jenkins) however the <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a> interface is hosted for you.&#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/triggering-events-from-bitbucket-to-jenkins/">Triggering Events From Bitbucket To Jenkins</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>It can also execute builds, although it isn’t as scalable as Jenkins agents. If you are contemplating Jenkins I would suggest at least checking out Buildkite. The agents are self-hosted (like Jenkins) however the <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a> interface is hosted for you.</p>
<h2>Resource Provisioning In A Cloud-edge Computing Environment</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="607px" alt="What is Bitbucket Jenkins"/></p>
<p>You leverage a higher diploma of automation to enable frequent, secure, and predictable software program releases. A Jenkins project or task is an automated <a href="https://www.globalcloudteam.com/tech/jenkins/">bitbucket jenkins integration</a> process created by a Jenkins person. The plain Jenkins distribution presents a selection of construct duties that may support steady integration workflows, and extra can be found via a large ecosystem of plugins.</p>
<h2>Aws Cloudwatch Observability Logging Costs</h2>
<p>In this tutorial, we&#8217;ll present a Jenkins Bitbucket integration using webhooks. You can use this setup for other providers too &#8211; corresponding to GitHub, GitLab or anything else that emits webhooks. Secondly, create a Jenkins Pipeline that checks out and builds the code. Jenkins plugin for Bitbucket is not going to begin a job if no adjustments are detected.you&#8217;ll find a way to add a couple of branch to be watched.</p>
<h2>“contributing To Oss Is&nbsp;My ‘guru Dakshina’ To The Open Source Community”</h2>
<p>Bitbucket plugin is designed to offer integration between Bitbucket and Jenkins. For extra information on the means to use Bitbucket Pipelines to automate your AWS deployment, take a look at this YouTube video tutorial. A step on this context is a specific command that performs a given motion. Upon the successful completion of every step, the pipeline will proceed to the subsequent one. Jenkins can be distributed as a set of WAR information, installers, Docker images, and native packages. This getting started tutorial relies on the Jenkins documentation.</p>
<h2>Install Bitbucket Branch Source Plugin</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="609px" alt="What is Bitbucket Jenkins"/></p>
<p>One of the unique things is that it has the Kaniko cache, which speeds up builds by creating intermediate layers throughout the docker image vs. pushing the complete thing from the beginning. Helpful when you&#8217;re putting in only a few extra dependencies. I would definetly recommend Concourse to you, as it is doubtless considered one of the most advanced trendy strategies of creating CI/CD whereas Jenkins is an old monolithic dinosaur. Concourse itself is cloudnative and containerbased which helps you to construct simple, high-performance and scalable CI/CD pipelines. In my opinion, the only lack of abilities you&#8217;ve with Concourse is your personal knowledge of tips on how to build pipelines and automate things. Technincally there is not any lack, i would even say you possibly can extend it way more easily.</p>
<h2>Openai, Seems Into Crafting Its Own Ai Processors</h2>
<p>If Jenkins is not configured to automatically handle webhooks, read below for instructions on the way to manually generate webhooks for a repository. The ultimate step of the BitBucket Webhook Jenkins Integration is to configure it to push code-based changes to the Jenkins Server whenever new code is committed to the BitBucket Repository. You can create pipelines instantly in the user interface, or create a “Jenkinsfile” which represents a pipeline as code. Jenkinsfiles use a Groovy-compatible text-based format to outline pipeline processes, and could be both declarative or scripted. Bitbucket is a Git-based source code repository hosting service owned by Atlassian. Bitbucket offers both industrial plans and free accounts with an unlimited variety of non-public repositories.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="603px" alt="What is Bitbucket Jenkins"/></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="604px" alt="What is Bitbucket Jenkins"/></p>
<p>Integrated CI/CD lets you create a hyperlink between&nbsp;Bitbucket Data Center and Server and Jenkins, unlocking a spread of advantages. Bitbucket can obtain build statuses, check outcomes, and different feedback from Jenkins, and display it in context where it matters most. In Jenkins, you&#8217;ll be able to pick a&nbsp;Bitbucket repository and checkout its sources without specifying further credentials. Integrated CI/CD enables you to create a link between&nbsp;Bitbucket Data Center and Jenkins, unlocking a range of advantages.</p>
<p>Select the triggers for the notifications., For occasion, it is sensible to sell “On push“. Navigate to Webhooks and add a new webhook that factors to your Jenkins instance. Integrating Jira and JenkinsTo install the Jenkins plugin, take the next steps. Integrating Bitbucket and JenkinsTake the following steps to put in the Jenkins plugin. Creating a Jenkins userAfter installing all plugins, you will see the display for ‘Create First Admin User’.</p>
<p>Jenkins Bitbucket webhook enhances the development workflow through automated code testing. Now with the Jenkins setup for Bitbucket, we&#8217;re ready to test the complete configuration. As soon as you do decide to the repository, you&#8217;ll be having an automated build triggered initiating a job contained in the Jenkins project which you may have configured with the repository. Jenkins X provides feedback for all pull requests, providing previews earlier than pushing code adjustments to the staging and production environments. It helps you incorporate authentication and reliability early on, stopping post-deployment surprises.</p>
<p>The Jenkins Agent connects to the Jenkins Controller to run build jobs. To run it, you’ll want to install Java on a physical machine, virtual machine, cloud compute occasion, Docker picture, or Kubernetes cluster. It’s notably useful to run it before opening a pull request. It permits builders to “clean up” the mess and organize commits earlier than submitting to evaluation. If you observe the follow three and four, then the listing of commits should look very related to a task list. It should reveal the rationale you had, telling the story of how you finish up with that ultimate code.</p>
<p>With that is working rather well and I keep away from one other plugin set up in my Jenkins. You should take note of the Branch specifier subject and specify the department that you are pushing to. It&#8217;s an annoying factor, as you&#8217;ll get a 200 status code from Jenkins when sending requests, with or without it. Notice that last &#8220;/&#8221;, without it, the build is not going to be triggered. In the System Log of Jenkins, it reveals &#8220;Polling has not run yet.&#8221;. But in Bitbucket Webhook request log, I can see all the requests.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="607px" alt="What is Bitbucket Jenkins"/></p>
<p>He enjoys simplifying troublesome topics to assist information practitioners with their doubts associated to knowledge engineering. Prior to Bitbucket Branch Source 2.2.zero, there was nothing to arrange underneath Manage Jenkins Configure System. Configure the SCM in accordance with the Bitbucket Branch Source Plugin directions.</p>
<ul>
<li>Can you please give me the advice which one is best to make use of for my case Azure pipeline or jenkins.</li>
<li>Follow the directions to setup the agent and being forwarding webhooks.</li>
<li>Jenkins X is beneficial no matter your familiarity with Kubernetes, offering a CI/CD course of to facilitate cloud migration.</li>
<li>To run Jenkins with the plugin enabled you probably can spin up your Jenkins occasion utilizing java -jar jenkins.war in a listing that has the downloaded war-file.</li>
</ul>
<p>Bitbucket is essential for managing source code, while Jenkins focuses on automating build, take a look at, and deployment processes. Jenkins is an open source steady integration (CI) server. It manages and controls a quantity of stages of the software program supply course of, together with construct, documentation, automated testing, packaging, and static code evaluation. Jenkins is a highly well-liked DevOps software utilized by hundreds of development teams. Streamlining the mixing between Bitbucket Cloud and Jenkins allows for environment friendly automation of build and deployment processes.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/triggering-events-from-bitbucket-to-jenkins/">Triggering Events From Bitbucket To Jenkins</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>How To Build A Blockchain App With Ethereum, Web3 Js &amp; Solidity Good Contracts</title>
		<link>http://www.joeblair.com.au/how-to-build-a-blockchain-app-with-ethereum-web3/</link>
		<comments>http://www.joeblair.com.au/how-to-build-a-blockchain-app-with-ethereum-web3/#comments</comments>
		<pubDate>Mon, 15 Jul 2024 22:27:14 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3214</guid>
		<description><![CDATA[<p>Private blockchains play a vital position in the safe sharing of patient information, thereby improving interoperability and making certain compliance with information privacy regulations. A permissioned community will be established on this section with authorized participants who will function nodes &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-build-a-blockchain-app-with-ethereum-web3/">How To Build A Blockchain App With Ethereum, Web3 Js &#038; Solidity Good Contracts</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Private blockchains play a vital position in the safe sharing of patient information, thereby improving interoperability and making certain compliance with information privacy regulations. A permissioned community will be established on this section with authorized participants who will function nodes and validate transactions. But before diving into all the major points, allow us to shed a short light on what exactly is a private blockchain and the method it works. With this information, we are ready to render the products on the page momentarily. <a href="https://4prima.org/can-customer-feedback-shape-business-innovation/">https://4prima.org/can-customer-feedback-shape-business-innovation/</a> Mappings work like associative arrays, or hash tables, with key value-pairs.</p>
<h2>Safe Financial Transactions</h2>
<p>Though the hype around cryptocurrency has subsided, the interest in blockchain stays the identical. Moreover, this phase offers crucial data on app usage, which might contribute to enhancing features and consumer interfaces. The estimated price for web and mobile software improvement is as much as 900 hours, roughly amounting to $27,000. From 2022 to 2030, the worldwide blockchaintechnology industryis predicted to develop at an 85.9% CAGR. The primary downside is guaranteeing the applying&#8217;s UI/UX design is possible and will provide the specified performance. Smart contracts are self-executing ones, with the terms of the agreement between purchaser and vendor being instantly written into strains of code.</p>
<h3>Step 1: Analyze The Trade For Blockchain App Development</h3>
<p>DApps are purposes that run on the blockchain and are not managed by any central authority. As a blockchain developer, you&#8217;ll need to be skilled at designing, creating, and testing good contracts and DApps which might be secure, dependable, and user-friendly. The first thing to note is that there’s no single price tag for a blockchain sport; each P2E game project is exclusive. The final quote for the event providers will depend in your game’s options and features, the sophistication of UX/UI design options, the complexity of front-end and back-end parts, and so forth.</p>
<p>The most incessantly requested query is how a lot blockchain improvement prices. Demand for blockchain know-how has skyrocketed with the appearance of Web3, a new decentralized universe. Web3 has the potential to revolutionize enterprise and transactions. With this, the web3 homeowners can construct a distributed system that&#8217;s each well-designed and open to all members. The value of creating a cryptocurrency varies broadly based on how a lot you choose to customise the coin or token.</p>
<p>One of the most important advantages of changing into a blockchain developer is the potential for a profitable career. Blockchain developers are highly valued for their capability to work with complex algorithms, data constructions, and safety protocols. As a outcome, they&#8217;re among the many highest-paid professionals in the tech trade. Blockchain know-how has taken the world by storm, and it is changing the way we stay, work, and work together with each other. As a end result, the demand for skilled blockchain developers is on the rise. In this text, we will discover a few of the the reason why you must contemplate turning into a blockchain developer.</p>
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width="602px" alt="how to build on blockchain"/></p>
<p>Bitcoin is a cryptocurrency, but blockchain is the underlying technology behind Bitcoin. Blockchains can be used for different purposes apart from cryptocurrency which I&#8217;ll demonstrate throughout this tutorial. It is necessary to note that blockchain and cryptocurrency are not the same factor. A blockchain is a peer-to-peer community, meaning it is a system of nodes, or computer systems, that every one talk to a minimal of one one other. Instead of sending money to Bob by way of wire transfer, she will be in a position to send him cryptocurrency directly with a blockchain.</p>
<p>You can create smart contracts, take a look at them, and construct front-end web apps with Web3.js, React.js and Bootstrap all within this project. The determination between a public and a personal blockchain community substantially impacts the overall value of making a blockchain-based app. The worth of developing a blockchain app is increased as a result of personal blockchains require fixed approval from a single entity before any transaction can be processed. The low price of public Blockchain is as a end result of anybody can participate within the consensus course of, not like the private blockchain community.</p>
<p>The different three require proficiency in programming languages like Python, C++, Java, Ruby, Solidity, or others. It&#8217;s additionally essential to notice that it is extremely uncommon for a blockchain and cryptocurrency to be created by one person. There are simply too many elements to contemplate, which is why you see teams of developers engaged on these initiatives through a GitHub repository or different programming project collaboration web site.</p>
<ul>
<li>Forget every little thing you&#8217;ve heard about blockchain from social media.</li>
<li>This makes the blockchain extraordinarily troublesome to breach and corrupt information.</li>
<li>Both are peer-to-peer networks during which every member retains a replica of a shared append-only ledger of digitally signed transactions.</li>
<li>These blockchains use permissioned networks that make the individuals undergo verification and validation, thereby establishing high belief inside the community.</li>
</ul>
<p>Blockchain makes use of consensus algorithms to make certain that all nodes within the community agree on the validity of transactions. As a blockchain developer, you will need to be knowledgeable about several varieties of consensus algorithms such as proof-of-work (PoW), proof-of-stake (PoS), and delegated proof-of-stake (dPoS). Smart contracts are self-executing pc packages that automate the terms of a contract between parties. Blockchain developers are in demand as a outcome of they possess the abilities and expertise wanted to design, construct, and preserve blockchain-based functions. These purposes can be utilized in a extensive range of industries, together with digital identification, environmental protection, monetary companies, and extra. The key elements of the blockchain that make it a singular and powerful expertise are its consensus algorithm, smart contracts, and cryptography.</p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/RqyxakOoyLI' frameborder='0' alt='how to build on blockchain' allowfullscreen></iframe></div>
<p>For instance, a report from Grand View Research predicts that by 2028, the worldwide market for blockchain know-how will be value $394.60 billion. This exhibits how lucrative the blockchain trade is for model spanking new smart startups adopting it. You can create a new coin or token with any degree of customization by hiring a blockchain improvement company.</p>
<p>Blockchain answer development helps introduce strong workflow automation and enhanced safety across numerous enterprise use cases. The same goes for other industries and issues peculiar to them. The first step in blockchain software improvement ought to at all times begin with drawback identification and looking for concepts to deal with the issues with a decentralized app.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="607px" alt="how to build on blockchain"/></p>
<p>The above function checks if the index of the model new block is another than the index of the earlier block. Additionally, it determines whether or not the earlier hash of the model new block is identical as the hash of the earlier block. Further, it checks if the hash of the brand new block is identical as the hash calculated by the calculateHash function. Deployment – To achieve success, an app must adjust to all rules and circumstances of the App Store and/or Google Play Store. After deployment, it’s essential to analyze each performance knowledge and consumer analytics.</p>
<p>If you are interested in any of the forms of purposes, we can share an professional opinion on its development. We also have experience working with crypto wallets, which you&#8217;ll take a glance at right here. As you start constructing a blockchain application and enterprise, guarantee you have common feedback on necessities from all events that shall be using the applying. Take their suggestions into consideration when creating the software program, so you&#8217;ll find a way to create a completed product that’s fully fit for objective.</p>
<p>A cryptocurrency may also be created by modifying or establishing a fork (a network split) in the supply code of an current blockchain, and constructing the currency from the brand new blockchain established. The process may be thought of as using current code as a template, and modifying it to private liking to create a very different blockchain expertise and cryptocurrency. Some blockchain code is even open-source, making this feature accessible to users who want a say in development but have much less coding expertise or funds. You can create an entirely new blockchain and construct a new cryptocurrency that is native to this chain.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-build-a-blockchain-app-with-ethereum-web3/">How To Build A Blockchain App With Ethereum, Web3 Js &#038; Solidity Good Contracts</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<item>
		<title>Nist Cybersecurity For Iot Program</title>
		<link>http://www.joeblair.com.au/nist-cybersecurity-for-iot-program/</link>
		<comments>http://www.joeblair.com.au/nist-cybersecurity-for-iot-program/#comments</comments>
		<pubDate>Tue, 04 Jun 2024 17:20:27 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=2164</guid>
		<description><![CDATA[<p>The platform provides high-performance, complete identification and vulnerability administration for IoT devices, whereas still being simple to use. Overall, we recommend <a href="https://www.globalcloudteam.com/iot-cybersecurity-definition-trends-and-solutions/">iot cybersecurity solutions</a> Entrust IoT Security for mid-market organizations and large enterprises in search of a approach to securely &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/nist-cybersecurity-for-iot-program/">Nist Cybersecurity For Iot Program</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>The platform provides high-performance, complete identification and vulnerability administration for IoT devices, whereas still being simple to use. Overall, we recommend <a href="https://www.globalcloudteam.com/iot-cybersecurity-definition-trends-and-solutions/">iot cybersecurity solutions</a> Entrust IoT Security for mid-market organizations and large enterprises in search of a approach to securely authenticate, update and remotely patch their IoT gadgets. Asimily is a comprehensive IoT safety platform that specializes in medical and laboratory gadgets. The platform discovers IoT gadgets and classifies them utilizing over 100 attributes.</p>
<h2>Iot Security Standards And Legislation</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2021/08/mobile-banking-software-development.webp" width="406px" alt="Examples of IoT Cybersecurity Tools"/></p>
<p>It comes with a detection engine and lots of niche options for the ultimate word penetration tester. It supports a wide range of databases &#8212; including Oracle and open source &#8212; and numerous injection sorts. Included in each REMnux distribution are tools to investigate Windows executables, reverse-engineer binaries and inspect suspicious paperwork. It also includes a collection of free tools cybersecurity professionals can use to watch networks, gather knowledge and conduct memory forensics. NDR tools historically used behavior evaluation to set baselines for detecting visitors anomalies and signature-based strategies to search for recognized attacks. NDR tools may support automated responses, such as resolving network issues or instructing firewalls to dam or reroute traffic.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/7bd414d3-5cf0-4fed-a11b-061901f7b394.webp" width="408px" alt="Examples of IoT Cybersecurity Tools"/></p>
<h2>Safety Data And Event Administration (siem) Instruments</h2>
<p>Both editions are de facto normal for penetration testing with greater than 1,500 exploits. The best cybersecurity monitoring tool is the one that meets an organization’s unique requirements. Articulating these requirements could be difficult in organizations that use a variety of IT solutions and face complicated and ever-changing cybersecurity threats.</p>
<h2>Teamviewer Tensor Is The Safe Distant Entry Solution For Iot And Embedded Devices In Your Value Chain</h2>
<p>With people’s rising inclination in the course of smartphones, securing their information from IoT has turn into extra crucial than ever. IoT gadgets contain huge quantities of delicate information and are vulnerable to cyber-attacks, which may end up in critical effects. Thus, IoT safety tools ensure users’ privateness, data integrity, availability, and confidentiality and prevent unauthorized access to devices.</p>
<h2>How Does The Web Of Things Have An Result On Cyber Security?</h2>
<p>One of OSSEC&#8217;s highlights is its comprehensive log analysis software, empowering customers to check and contrast log occasions from many alternative sources. The connectivity that&#8217;s present in IoT devices, in addition to their vulnerability to cyberattacks, poses vital dangers. Addressing safety issues with IoT tools is crucial to stopping information breaches and protecting necessary info. Since the number of IoT devices will increase fast, making certain that you&#8217;re vigilant and actively enhancing cybersecurity practices is essential.</p>
<p>Several high-profile incidents where a typical IoT device was used to infiltrate and assault the larger network have drawn attention to the need for IoT safety. IoT safety is even broader than IoT, leading to quite lots of methodologies falling beneath that umbrella. IoT units are hardware units that join wirelessly to a community (usually via Wi-Fi or Bluetooth). IoT-connected gadgets and methods have appeared everywhere within the IoT ecosystem, including healthcare, transportation, fitness, and households. Each industry makes use of IoT to enhance operational efficiency, user expertise, and data-driven decision-making. A expert attacker can acquire access and alter a wise system&#8217;s settings at will.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/8d680624-be37-4044-abf7-84b4b74cb94f.webp" width="404px" alt="Examples of IoT Cybersecurity Tools"/></p>
<p>But when developers consider cybersecurity initially of an IoT device’s design, they will add the wanted cybersecurity protections in hardware and in various ranges of the software stack. By creating a cybersecurity “defense in-depth technique,” builders establish a quantity of layers of safety controls so if one level is breached, there is one other to back it up. The extra you can isolate your device’s community connectivity to its core features, the safer it will be. A network-based firewall, however, protects your knowledge the second it enters the community. This takes the labor-intensive strategy of packet filtering away from the device, guaranteeing malicious traffic isn&#8217;t transmitted to the gadget or even in a position to enter the network in the first place. To securely transport information to and from your gadgets, you should encrypt knowledge transfers inside the network.</p>
<p>When community entities like servers, gateways, routers, purposes, and connected gadgets interact, protocols give them a shared language. A protocol is a algorithm each network entities should have in widespread so as to talk. It governs what their interactions appear to be, what values and attributes can be transmitted, how they’re received and processed, what security methods will be used, and extra. Since IoT functions are sometimes remote, physical safety is essential for stopping unauthorized access to a tool. This is the place it’s valuable to use resilient elements and specialized hardware that makes your knowledge tougher to access. Every IoT application ought to use a separate community and/or have a safety gateway or firewall—so if there’s a safety breach on the system, it stays isolated to the gadget.</p>
<p>Aircrack-ng, Nmap, Wireshark and Metasploit are a quantity of of the pre-installed instruments that ship with the Kali Linux download. Many of the costliest information breaches and&nbsp;ransomware attacks&nbsp;in recent times can be traced again to simple phishing campaigns because many firm staff fall for them. One of the best protections is to secretly check your workers to see who&#8217;s gullible, and for that you can use the free program&nbsp;Gophish. Gophish is open supply and supplies a full-featured toolkit for security administrators to construct their very own phishing campaigns with relative ease. The general objective is to not embarrass workers, however discover out who needs larger phishing awareness and foster better safety coaching within their organization.</p>
<p>For instance, a home thermometer will monitor the temperature and transmit this data to another gadget or cloud setting for visibility, analysis, or management. The Forescout Platform offers real-time visibility and control over all devices connected to a network, together with IoT gadgets. It supplies agentless monitoring to establish, classify, and assess the security posture of gadgets. Developers of IoT units should focus on secure software program growth and secure integration.</p>
<p>For instance, attackers can alter the function of computer techniques in such a way that it renders a important service – like a power-generating dam, water system, or database – entirely inaccessible. The sheer number, selection, and complexity of IoT units, every with its own capabilities, creates an enormous network that&#8217;s tough to protect. As the deployment of IoT devices turns into extra prevalent, it escalates the cybersecurity threats confronted by sectors like utility corporations and private health gadget manufacturers. First, sensors play a crucial function in amassing knowledge from the system&#8217;s environment, starting from temperature readings to movement detection.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/1826aa6b-205a-42aa-8554-dbfe7a045230-768x510.webp" width="400px" alt="Examples of IoT Cybersecurity Tools"/></p>
<p>Having an automated detection and response system in place will significantly scale back the chances of an assault moving throughout networks. Verizon’s IoT Security Credentialing platform takes a holistic view of defending IoT units. A firewall between the system and the app, data encryption, and trusted consumer and gadget authentication are the three tiers of security that IoT Security Credentialing provides. Azure Sphere is a complete IoT safety solution from Microsoft, designed to supply end-to-end safety for IoT units. It features a secured hardware chip, a safe operating system, and a cloud-based security service.</p>
<p>IoT gadgets are optimized for cost, energy and measurement, limiting a devices’ processor MHz, memory dimension, and network bandwidth. Simply put, there isn’t room to add further cybersecurity features after the fact. It also contains their functionalities and the influence of functionalities over IoT methods. Our useful resource team has come crossed all these assaults through their smart-solving options.</p>
<ul>
<li>The more you possibly can isolate your device’s community connectivity to its core functions, the safer will probably be.</li>
<li>Whether you develop Internet of Things (IoT) units or deploy them in your organization, our options reduce your exposure to the IoT cyber-risk and forestall the subsequent cyber assault.</li>
<li>Both editions are de facto standard for penetration testing with greater than 1,500 exploits.</li>
<li>Entrust’s IoT Identity issuance and IoT identity management options work to safe and provide updated compliance for IT and OT units.</li>
</ul>
<p>Since it is dynamic environs it causes a quantity of cyber-attacks on scientific environs. So, cybersecurity is very important for any sort of IoT-enabled well being software. IoT safety is defined as the gathering of cybersecurity tools and practices used to guard these IoT devices and their respective networks and users from cyberattacks and knowledge breaches. CyberScope, along side Link-LiveTM secure cloud service (and obtainable API) can help an organization’s overall safety posture, strengthening other cybersecurity monitoring instruments. This “inside the edge” perspective often offers a means more comprehensive view of potential vulnerabilities than offered by other cybersecurity monitoring tools.</p>
<p>Refers to home equipment or machines which might be related to the internet or a community to perform consumer primarily based tasks. For example, sensible air-con systems or refrigorators, other home appliances, vehicles, and more. IoT gadgets which may be running on outdated software make it simpler for a cyber-attacker to infiltrate through unpatched systems.</p>
<div style='text-align:center'><iframe width='565' height='310' src='https://www.youtube.com/embed/F1qJ8j4IZBE' frameborder='0' alt='Examples of IoT Cybersecurity Tools' allowfullscreen></iframe></div>
<p>Transform Your Business With AI Software Development Solutions <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a></p>
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		<title>Change Control Board Ccb Colorado School</title>
		<link>http://www.joeblair.com.au/change-control-board-ccb-colorado-school/</link>
		<comments>http://www.joeblair.com.au/change-control-board-ccb-colorado-school/#comments</comments>
		<pubDate>Tue, 28 May 2024 02:55:05 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=1920</guid>
		<description><![CDATA[<p>By everybody evaluating the change from their perspective, the change control board determines if the change is worth the impression it might have on the schedule and budget of the project. The change control board just isn&#8217;t always the final &#8230;</p>
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				<content:encoded><![CDATA[<p>By everybody evaluating the change from their perspective, the change control board determines if the change is worth the impression it might have on the schedule and budget of the project. The change control board just isn&#8217;t always the final word on the topic, though. While the change management board often has the authority, its determination isn&#8217;t always final and binding. Customer agrees that upon termination pursuant to Sections XVI or XVII above, Church Community Builder will bar Customer from any further <a href="https://www.globalcloudteam.com/glossary/configuration-control-board-ccb/">ccb software</a> access to the Service. It is the only responsibility of Customer to retrieve their Data and information from the Service prior to the date of termination. Customer’s account and all Data and information associated to the Service shall be completely deleted no later than three-hundred sixty-five (365) days after terminated service.</p>
<h2>Second, Consolidating All Hclsoftware On Subscription-based Licensing</h2>
<p>A higher-level CCB could sort out major change requests which have important impact on prices or customer. Conduit is an application lifecycle administration resolution for OUAF merchandise that enables agile growth, deployment, and testing. Using this platform of greatest practices and flexible software, customers can consolidate and substitute multiple guide procedures and take control of their software growth, QA, and deployments. It’s at this point that the change management board defines the result and aim of the change management process.</p>
<ul>
<li>The Configuration Control Board frequently meets with representatives from all areas of DPAS support together with the Program Office (AT&#038;L &#8211; P&#038;E) and Central Design/Management Support (Leidos).</li>
<li>Church Community Builder integrates with quite a lot of tools providing everything from accounting to background checks, HVAC management, and more.</li>
<li>You can exercise these rights at any time by sending an email to or by contacting us utilizing the contact details supplied underneath the “How To Contact Us” section below.</li>
<li>Customers choosing to entry the Service at the moment will incur a brief access payment, as described in Section XVI above.</li>
<li>From there, you presumably can schedule volunteers, add the set listing (including track files), message volunteers, look up a volunteer’s profile info, and extra.</li>
</ul>
<h2>What Does A Change Management Board Do?</h2>
<p>The composition and frequency of the CCB may differ based on the project kind and organizational context. The project change management board is responsible for authorizing change proposals. This mandates that the influence of a proposed change on project and technical plans be socialized with essential stakeholders whom could additionally be impacted by the change. A technical change impression statement should ensure that the proposed change could be accommodated within the augmented project price and schedule sources. It could also be attainable to barter the elimination or adjustment to other software program necessities if the project price and schedule aims are to remain unchanged.</p>
<div style='text-align:center'><iframe width='567' height='310' src='https://www.youtube.com/embed/pmDVT6Wk5pY' frameborder='0' alt='ccb software' allowfullscreen></iframe></div>
<h2>Growing A Configuration Management Plan</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/what-is-artificial-general-intelligence-agi-1000.webp" width="407px" alt="ccb software"/></p>
<p>Your use of our services and products are topic to Pushpay’s Acceptable Use Policy and Anti-Terrorism/Money Laundering Policy. This Agreement constitutes the whole Agreement between the events and, besides as provided, supersedes all earlier agreements or representations, written or oral, with respect to the Services described herein. The “Last Updated” legend at the high of this web page indicates when this Privacy Policy was last revised. Any adjustments to this Privacy Notice will become effective when we publish the revised Privacy Policy on our Website. You have the proper to request in sure circumstances that we delete any private info that we have collected immediately from you. When the camera control field begins up, a new version is displayed within the Web browser, and the replace is accomplished.</p>
<h2>Utilizing Chatgpt And Jasper Ai To Put In Writing Announcement Scripts For Church Providers</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/shutterstock_349633655.webp" width="400px" alt="ccb software"/></p>
<p>When you delete data, we observe a deletion coverage to make sure that your data is safely and fully removed from our servers or retained only in anonymized type. For any buyer utilizing former IBM Domino license parts (except CCB) you probably can stay on support and gain entry to all new features and safety updates by moving to current CCB licensing at your next renewal. The Configuration Control Board often meets with representatives from all areas of DPAS support including the Program Office (AT&amp;L &#8211; P&amp;E)&nbsp;and&nbsp;Central Design/Management Support (Leidos).</p>
<p>Their recent transaction with Pushpay has the potential to increase their capabilities and what they will supply church leaders. With that in mind, decision-makers evaluating numerous ChMS instruments can be sensible to contemplate the varied mergers and acquisitions that have occurred within the business over the last five to 10 years as a part of their evaluate process. Additionally, users can entry Church Community Builder via The Lead app to seek for somebody within the People database, managing volunteer schedules, view course of queues, join with teams, and more.</p>
<p>We don&#8217;t disclose private info to 3rd events for the third parties’ direct advertising purposes. At this time, we do not alter our sites’ data assortment and use practices in response to Do Not Track alerts. You are independently responsible for complying with all relevant legal guidelines in your whole actions related to your use of Church Community Builder’s providers, whatever the objective of the use.</p>
<p>Once you have a cross-section of project stakeholders on board, you need to clearly define their obligations. For the change control board to be efficient, it must be simply the best size to reply to adjustments shortly and with sufficient technical and enterprise acumen. Rather than being reactive, the change control board wants to stay proactive when coping with costs and schedules to avoid any damaging impression. If the change is permitted, the change control board will deliver a timeline adopted by a testing and iteration stage. They’ll continue to meet and discuss potential issues and ensure the change stays on schedule.</p>
<p>Our team critiques the information we collect and present you with a comprehensive motion plan. With the support of our IT experts, we can help them strategically plan and maintain your community, as well as perform special projects. More incessantly and there wouldn’t be sufficient modifications in the queue to make the meeting worthwhile. If they meet much less incessantly, then adjustments may have to be carried out within the hole between meetings and would need to be handled in an emergency mode. Joseph is a worldwide finest follow coach and consultant with over 14 years corporate experience. His ardour is partnering with organizations around the world through training, improvement, adaptation, streamlining and benchmarking their strategic and operational policies and processes consistent with best apply frameworks and international requirements.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/how-to-hire-a-kotlin-developer-tips-and-tricks-img-2-768x512.webp" width="401px" alt="ccb software"/></p>
<p>Make sure that the CCB members perceive their responsibilities and take them critically. To ensure that the CCB has enough technical and business information, invite different people to a CCB meeting when particular proposals are being mentioned that relate to these individuals’ expertise. Once the change request is documented, it&#8217;s submitted to a change management board. A change management board is a bunch of folks that contemplate modifications for approval.</p>
<p>In order to research change requests and to greatest control the influx of those requests, a Change Control Board (CCB) should be set up. This committee (called CCB) is a bunch of people answerable for making selections to accept or reject the modifications proposed by stakeholders. Organizations might choose to have a single CCB handling change requests throughout a number of projects. A low-level CCB may handle decrease precedence change requests, for instance non-customer-facing options or adjustments with low/no value impression.</p>
<p>His specialties are IT Service Management, Business Process Reengineering, Cyber Resilience and Project Management. Carbon is designed to simplify any project where identical or related accounts are required. This performance permits people to provide from their gadgets, making online donations throughout a service easy to handle. Individuals also can pay for occasion registration charges using the Giving function.</p>
<p>The industry-standard time period for these choice makers is the change control board, and every project needs one. At each assembly, the Change Advisory Board critiques requested modifications utilizing a normal evaluation framework. That framework should consider all dimensions of the change, including service and technical components, enterprise and buyer alignment, and compliance and threat. The CAB must additionally look for conflicting requests—these cases particularly require CAB members to take care of holistic, business-outcomes views that don’t favor the particular staff or individual in search of the change. A Change Control Board (CCB), also called the configuration control board, is a bunch of people, largely present in software-related tasks. The group is responsible for recommending or making decisions on requested changes to baselined work.</p>
<p>That signifies that a church may use our systems to keep up names, addresses, contact information, household connections, or other kinds of details about their people. That would possibly embrace some information about your attendance, volunteer historical past, or giving history with the church. If you have questions on what kinds of knowledge your church is storing, attain out to your church’s office employees.</p>
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		<title>How To Achieve Value-based Care</title>
		<link>http://www.joeblair.com.au/how-to-achieve-value-based-care/</link>
		<comments>http://www.joeblair.com.au/how-to-achieve-value-based-care/#comments</comments>
		<pubDate>Fri, 01 Mar 2024 23:36:57 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3247</guid>
		<description><![CDATA[<p>However, judging whether VBHC has turn out to be a part of <a href="http://www.fimsroma2012.org/post/important-dates/deadline-for-abstract-submission/">http://www.fimsroma2012.org/post/important-dates/deadline-for-abstract-submission/</a> the normal work is sophisticated as this perception is sometimes recommended to range from skilled to professional (24). Last, assessing whether a job demand or resource is &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-achieve-value-based-care/">How To Achieve Value-based Care</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>However, judging whether VBHC has turn out to be a part of <a href="http://www.fimsroma2012.org/post/important-dates/deadline-for-abstract-submission/">http://www.fimsroma2012.org/post/important-dates/deadline-for-abstract-submission/</a> the normal work is sophisticated as this perception is sometimes recommended to range from skilled to professional (24). Last, assessing whether a job demand or resource is a attribute of VBHC or a attribute of the setting is a delicate task and requires sure interpretability as all care actions take place in an environment. This implies that different takes on the resulting overview of job demands and assets are attainable. VBHC itself and the way organizations formed VBHC impacted professionals&#8217; roles and interests both positively and negatively. VBHC may be considered a job resource as healthcare professionals mentioned that VBHC aligned with their curiosity, ethics, and nature of their work and reconnected them with their true function (24, 31, 35, fifty four, 55, 66, 72).</p>
<h2>Value-based Pricing: An Overview Of This Pricing Technique</h2>
<div style='text-align:center'><iframe width='563' height='315' src='https://www.youtube.com/embed/Xe8oNhg0KQY' frameborder='0' alt='value-based definition' allowfullscreen></iframe></div>
<p>Thus, VBC applications incentivize elevated high quality (measured via quite so much of well being metrics) and decreased value (e.g., maintaining sufferers out of hospitals or emergency departments). Publicizing how well well being care suppliers and well being plans perform on certain measures can drive them to enhance efficiency. For instance, people can search Medicare.gov to find out the rate of complications for hip and knee alternative surgical procedures at a hospital.</p>
<h3>Multispecialty For End-to-end Quality</h3>
<p>Whether you’re a model new product supervisor about to launch a services or products, an entrepreneur getting your venture off the ground, or a business leader reevaluating your company&#8217;s course, it’s crucial to have the proper enterprise technique to maximize profits. Participants felt pressured by time, particularly due to the absence of dedicated time for VBHC actions and rapid tempo of implementation (14, 24, 33, forty nine, 50, 55, 60, 74). Due to this strain, individuals felt disadvantaged of their autonomy (24) and reported shedding focus (55).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="604px" alt="value-based definition"/></p>
<h3>Characteristics Wanted For Value-based Pricing</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="603px" alt="value-based definition"/></p>
<p>Among others, professionals felt lack of comfort with the complexity of recent duties (60) and comfort with cost conversations various (48, 51). Diagnostic uncertainty and considerations about inadequate affected person follow-up had been identified as the cause why professionals overuse resources (75). Professionals additionally felt insecure after they needed to seize information manually due to IT limitations (33), being an environment-specific issue. Although residents reported adequate VBHC information (75) and nurses mentioned VBHC as one of their greatest competences (77, 79), nearly all of studies revealed information, ability, and expertise deficits (31, 33, 38, 49, 50, 55, fifty seven, fifty nine, 60, 62, 75).</p>
<p>Focus on methods to improve employee well being and wellness and contract with centers of excellence for complex care when acceptable. The AMA promotes the art and science of medicine and the betterment of public health. And most significantly, individuals maintain all their present Medicare advantages and continue to see any doctor who accepts Medicare. The finest illustration of these values, which are deeply embedded in Privia’s model, is our consistent excellence within the Medicare Shared Savings Program (MSSP), where we’ve generated $690 million since I joined. In the final decade since, I’ve come to see that moment&nbsp;as some of the pivotal and rewarding decisions of my profession.</p>
<p>Residents specifically skilled particular strains associated to priority-setting between VBHC and studying objectives and felt uncertain about their contribution to VBHC (51, fifty five, 60, 74). Further analysis to estimate the consequences of VBHC on healthcare professionals is warranted. First, application of current theories and frameworks is really helpful as only one of many research included on this review did so.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="600px" alt="value-based definition"/></p>
<p>Our straightforward online application is free, and no particular documentation is required. All individuals must be a minimum of 18 years of age, proficient in English, and committed to learning and interesting with fellow participants throughout the program. Our straightforward online enrollment kind is free, and no special documentation is required. We supply self-paced applications (with weekly deadlines) on the HBS Online course platform. Of the 4 strategies outlined above, numbers two and four enable corporations the opportunity to extend the value for all parties. Business strategies one and three, however, permit companies to maximise profits at the expense of customers and suppliers, growing their very own worth whereas shrinking others&#8217;.</p>
<p>Other than one research deploying the JD-R model (23), not considered one of the included studies constructed on present conceptual fashions. Five validated research devices to study VBHC in relation to the healthcare professionals had been used, containing three full-scales (36–38), one sub-scale (39), and one observer-based instrument (40). By comparability, under the value-based care mannequin, healthcare providers are pushed to supply quality care that improves affected person outcomes. Options exist for bundling funds or various funds that give added incentives for high-quality and cost-effective healthcare.</p>
<p>If I&#8217;ve coded all my sufferers with diabetes using ICD-10 code E11.9, then I even have no method of knowing which of them are poorly controlled. But if I&#8217;ve coded only patients with well-controlled diabetes with E11.9, and coded these with out-of-range A1C measurements with E11.65 and so forth, then I will higher perceive my panel&#8217;s disease burden. Diagnosis codes map to HCC codes, which factor into the RAF scores payers use to assess patient danger. Under the present HCC model, each patient&#8217;s RAF score “resets” to zero on Jan. 1. We are interested in working with those people and organizations with a objective of bettering health care utilizing a value-based approach.</p>
<p>In value-based care, health care providers recognize that each individual is exclusive and can expertise improved health outcomes by way of person-centered, coordinated care. Again, this teamwork is encoded into Privia’s mannequin, which welcomes physicians of every kind to PODs and embeds tiered referral pathways into our tech platform to foster collaboration. Related to employee well-being in VBHC, positive outcomes included professionals who had been engaged (24, 35, forty four, 60, 61), felt energized (24, 66), experienced joy in practice (66), and skilled improved job satisfaction (24, 32, 44, 60, 66). These outcomes were instructed to positively influence subsequent VBHC behaviors (24, 35, 61). As a attribute of VBHC, professionals skilled reduced autonomy because of the felt pressure to abide by pathways (73). As an environmental demand, professionals described being deprived of their autonomy due to speedy implementation of VBHC (24).</p>
<ul>
<li>Value-based care focuses on care coordination that ensures patients are given the proper care by the proper supplier on the proper time.</li>
<li>That list isn&#8217;t an endorsement of these organizations or that approach, but quite a beginning point for locating one of the best match on your apply do you have got to select to go that route.</li>
<li>There was variation to what extent professionals felt supported of their work environment.</li>
<li>Business strategies one and three, then again, enable firms to maximize income at the expense of shoppers and suppliers, growing their own value whereas shrinking others&#8217;.</li>
</ul>
<p>Learn more about what value-based care means for patients, suppliers and others via the Value-Based Care Spotlight. Learn how health systems are lowering burnout and enhancing doctor well-being. Even if you’re not already involved in value-based care, you can—and should—begin now, catch up, get forward and accomplish that with out radically, instantly overhauling your practice of drugs.</p>
<p>They regretted not working as a lot as their best (33) and fell back into care of decrease worth (74). Of the 45 included studies, 23 had a qualitative examine design, 14 have been quantitative and 8 applied mixed methods. Supplementary Material 3 accommodates the full record of included research and a abstract desk. &#8220;We will not obtain value-based care until we put the patient at the middle of our healthcare system,&#8221; Seema Verma, the administrator of the us “In our current system, reimbursement is focused on quantity, procedures, and diagnostics. For example, he remembers a doctor he knew who had bother diagnosing a affected person.</p>
<p>Earlier evaluations specializing in healthcare professionals and VBHC studied training (20) and interventions to reduce back low-value behavior (21). Current literature means that VBHC meets the interest of professionals i.e., to deliver worth for patients (1) and positively contributes to their work experience (22). However, the relation between VBHC and professionals&#8217; interests nor the contribution of VBHC to their work expertise has been convincingly established. Current literature hints at a relation between VBHC and various job calls for and resources including work stress, emotional demands, and autonomy (23).</p>
<p>Or, if they are wanting to enroll in a selected Medicare Advantage plan, they may search the site to find out how members fee the plan. Government companies can create guidelines that encourage providers to fulfill particular requirements of high quality, fairness, and cost-effective care. For instance, CMS units guidelines requiring managed care plans to include a sure number of suppliers of their community so Medicaid beneficiaries can access providers. Payers and federal regulators can use a big selection of incentives and mechanisms to inspire health care suppliers and organizations to ship higher-quality, cost-effective care.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-achieve-value-based-care/">How To Achieve Value-based Care</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Shocking Outsourcing Stats From 2024 To 2027 That Can Change Your Business Strategy</title>
		<link>http://www.joeblair.com.au/shocking-outsourcing-stats-from-2024-to-2027-that/</link>
		<comments>http://www.joeblair.com.au/shocking-outsourcing-stats-from-2024-to-2027-that/#comments</comments>
		<pubDate>Thu, 29 Feb 2024 18:21:01 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3225</guid>
		<description><![CDATA[<p>This is why Grand View initiatives the market’s compound annual development fee to be a staggering 9.4% for the next a quantity of years, equating to the market more than <a href="https://www.myelementfitness.com/what-are-the-best-times-of-day-to-stretch-for-flexibility/">https://www.myelementfitness.com/what-are-the-best-times-of-day-to-stretch-for-flexibility/</a> doubling to $525.2 billion by 2030. Hiring a full-time &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/shocking-outsourcing-stats-from-2024-to-2027-that/">Shocking Outsourcing Stats From 2024 To 2027 That Can Change Your Business Strategy</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>This is why Grand View initiatives the market’s compound annual development fee to be a staggering 9.4% for the next a quantity of years, equating to the market more than <a href="https://www.myelementfitness.com/what-are-the-best-times-of-day-to-stretch-for-flexibility/">https://www.myelementfitness.com/what-are-the-best-times-of-day-to-stretch-for-flexibility/</a> doubling to $525.2 billion by 2030. Hiring a full-time worker is expensive, with estimates putting the price per hire at three to four times the salary of each position. After you make a hire, you have to present quality compensation (especially in a good labor market the place talent is at a premium). Jeff is a passionate advocate for Customers and designing frictionless experiences for them. He started his profession in Marketing in 1991, as a call middle agent, whereas attending the University of Wisconsin, Madison and studying Communication Theory and Research.</p>
<h2>Insights Into The It Business In Australia</h2>
<p>These practices embody rigorous testing and quality assurance processes, code evaluations, and steady integration and supply (CI/CD) procedures. In addition, outsourcing companies can establish robust information protection policies and procedures to ensure that their staff follow best practices when handling sensitive info. This can embody implementing entry controls and monitoring user activity to detect and stop unauthorized entry or data breaches. Inside blockchain expertise rests the potential to revolutionize the way you deal with every day workloads, and these methods are starting to be adopted within the BPO industry. With the blockchain, it’s a lot easier to simplify transparency, safety, and efficiency in their own unique processes.</p>
<h3>Wanting Business Flexibility And Flexibility</h3>
<p>As budgets become an issue, IT outsourcing is a brilliant move in 2023 to maintain their digital methods going heading in the best direction. IT outsourcing can help to supply ever-growing companies with the flexibility, scalability, and value financial savings they should stay successful. By leveraging IT outsourcing service, organizations can rapidly scale their companies at desired ranges with out having to invest in extra hardware or software. This permits organizations to stay agile and to take advantage of the most recent technology without the need for a big upfront funding. Additionally, organizations can access their knowledge from anyplace, making it simpler to run their business more effectively. In the digital transformation period, IT outsourcing is poised to turn into a powerful device and a key technique in driving enterprise progress, enhancing buyer experiences, and helping organizations obtain a competitive edge.</p>
<p>According to Gartner&#8217;s report on worldwide IT spending forecasts from April 2023, global IT spending is projected to succeed in $4.6 trillion in 2023, representing a 5.5% improve compared to 2022. This progress is attributed to the elevated demand for technology-driven solutions and digital transformation initiatives throughout various industries. The lack of in-house engineering expertise will become one of the core causes for the longer term trends of outsourcing. One survey that was performed within the UK highlights the scale of the expertise shortage. It illustrates that over 70% of technology employers in the UK count on to face a expertise shortage over the subsequent 12 months. Cloud computing facilitates seamless entry to resources, functions, and companies, enabling BPO providers to offer progressive solutions tailored to shoppers&#8217; evolving needs while guaranteeing agility and suppleness in operations.</p>
<p>Thus, the promise of cost-efficiency, concentrate on core actions, and scalability make IT outsourcing a compelling selection for SMEs. Are you curious about the most recent software program development outsourcing developments for 2023? As companies continue to search for ways to optimize their operations and stay competitive, outsourcing has become an more and more well-liked option for software program development. But with so many trends and developments shaping the trade, it can take time to keep up.</p>
<p>As a result, companies are increasingly turning to outsourcing to meet the growing demand for AR/VR future tendencies of outsourcing development. Right now, the market is stuffed with uncertainty, but the long-term development potential is exceptional. If there is among the future developments of outsourcing that forecasters agree on, it&#8217;s the heightened significance of knowledge security. Over the past few years, public awareness has been magnified in regards to the points of information safety, prompting a growing demand for comprehensive information encryption.</p>
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a4gdgouAtNeOji313tluyrSDhappsZbaql1ddbjUyNhqbnDTvkMNMeZpMZka2IO2f7Tupbtstz8OPGVZ9Z+F+8cQOTWqnsVTisdx+X7fHMXMp5KVpk2a53te3H4ZAI35nEddkBtTWXX3SXh/s9vv2reX09gorpViipJJY5JDLLsXEBsbXHYAbk7bDzWeUdXS3Ckgr6Gojnp6mNs0MsbuZsjHDdrgR3BBBBUY2v3FfJqTwbYPrtrVw5YfkEF/zd1JZbRWVVUI4aaOGXlqfEYWuLnPikaWfQc3bcHfZdLcS3F9edHM0xDh/wBEdMGZpqVlVKyegtRqBTUdDSe01r5XDbYfNv6btAawkuAABA6pRcxYHxI664lj2c33i40RpcFtuF2kXj5dtFzZV0Ncwkj1eJvMXeNuANg49XNBDd282omcdXFhPp3JxK0vC7Zzo5FvVbyX4C8utwk5DVBv0dvPbk7ddy320B30td1vELoxbtVoND67UG2U+c1Qa6GyyFzZpOaMyNAJHKSWAkDfc/Wsi07zuwan4JYdRMWmfLacit8NxpHPGzvDkaHAOHk4b7EeRBUSXGzg2eZbx9Z/kemVfJTZNp9iVvzOgEbeZ8po20xe1vxDHveB135OXzQEx61/R6+6PXDVeo0Poc9ts+c0kZlnssZc6aNojEp5iByghjg4jffqtMt45sMPBR/0quemfV/Jvq5tbJeovn636ofMDxfa69fDPN1G2/C3Ajg2oGH8fmI3zVCZ78lzrErjmFYyTrJH66yV7A/98WhryPveflPUICY9FxZq1xSca9iuea3zTnhLpm4RgU9S2suGQ3IRVVzgpwXST0sTXtLoywFzXMEgI7Endou1B9IhTWzg6x3irwPDoKw3W8QWeutFfUOHqc3NI2dvOwDmLTHu07bFrmkgb7IDrDUDPcW0vwy7agZtcfULFY6c1VdU+E+TwowQC7lYC49SOwKafZ9i2qOGWnUDCbl8oWK9wes0NT4T4/Fj3I35XgOHUHuAuCdXeIbXrXnho1svOVaEzYXphV4a+txi610h9dr954g0yMLvZD2EvA5B022c4dV9WnPFvBw78FmheIYbjLsx1LzC1xU1gxuFzuaVpqHtdLLyAlrOuw83Hfya4gCQ1FyLq1xgaq4LkmF6AYVpfa8w1yyi3NuVfbKesdBabRGQ5zjJM88zw0Md5tBDebcczWn89OOMHWeXUHIeHrWLRa12XVymsMt+xmhobyPk3Imta4iJk7w7wXbsd1JcNmSb8pbsQOuIqyknmlp4KqKSWAgSsY8F0ZPUBwHbf4r9e3UqLDge1U4prlrxrZeMX0Ust6N+zWj+7F0+RRQmxES1DCyHcj1gMZ4u3L38Me8KTfMbDU5ViV5xmkvdVZ57tQT0TLhS7eNSukYW+LHv05m77j4hAajyzjj4UMHy2owjJtbcfpLxRzmmqYQ+SVtPKDs5kkjGljCDuCC7oQd9luJmTY7Jjwy2O+UDrI6k9fFxFQz1Y03Jz+N4m/Lycvtc2+23VcPancJnC1wmcFmcUOZWS15DcHWyu5chudHELnW3SZrhSiF53dG5rzGGtYdgGuce7ieXs5qdVMB9GFpVpnkFVX22XUbL3QRxSvc2Rlne+SWKNwPUMe7kkDfwXN8uiAklw7ja4Vs+zCDA8T1qx+uvdXMKelpxI+NtTKTsGRSPaGSOJ7BpO/lutl6g6kYJpVjNRmWouVW7H7NSlrJKyumEbOd30WDfq5x8mgEnyC4s43uDvQ/C+Cm51WDYPbbLetO6Gkr7Xd6SBsVa98ckbJTNM0B8pe1zyeYn2+Vw2IC9/FeH608c+j/D5q1q3mV1qKDHrTDW3DH+QOpbzVDlY987twdy6LY992ueOnMSgN/aS8WPDxrleZsd0u1Ts97usEbpnULC+Kd0Y7vayRrS8DzLQdt+q9LVziO0S0ImttPq3qFbsbku7JH0TaoSEzNYQHkcjT2Lh3964P4jMH09PpC9C8I4a8QoLRlmPTtr8sfYaZtPT09C2Rj2CcRAMa4QtqObcAls0TTvu0L7OOm/00HHJp7csx0JyjUnC8TxOZ9RarfYXV8VXV1D5xts9vhuDNoHHvsQPNAdr6UcU2gGuN+qcZ0o1MtmR3OjpTWz01K2UOZAHNaXnnaBtzPaPtW1lyXwVa08JWp96yG2aJaR0OnGZ2yFrbxZ57DBbq8wc+2+8Q9tjX7AjfdpLdwNwutEAREQBERAEREAREQBERAEREAUa/prv2EaTfxhq/0MakoXyV9ptd1DG3S20tYIjzME8LZA0+8cwOyA8PUT9rTJv4Crf/471x36Gz/2SK4f/nG4foKVd0vYyRhjewOY4bFpG4I9y/CgttutcJprZQU9JEXcxjgibG3f37AbboDw9ScsrsEwK/Zha8VuWS1looJquC0W1nNU1sjWktijHvJ2HY9Nzseyjf124/uD/iA0SvmN57ozeZdR5aWe326yVllZJWUdxc3kjfFVjYsa2QtJ+i88pHIexlFXlvxXGJLs2/yY7bHXNvRtaaSM1A/8Tbm/tQERWqXDHq7ifBDoRlmW4XebqNP71XXbI7DFI+KspLVVVAmG5aeeMtbGA4j2ozKCduVxGcY3Wei+1CyjBsbwewamZrkF9udKYrXBV3iodaZNwTPUiaQM5IzvzGMydOY9R1UqBa0jlI6e5ebbMYxuyVE9XZsfttBPUneeWlpY4nyn3uLQC77UBwroq1v/AFt2tp2HTEqTb/Y29e/6UPAr3QYLh3E/ggMeUaPXynuYeBv4lE+VnOHe8NkbESO3K6T3rtSO122GtkuUVvpmVco5ZKhsTRI8e4u23I6D8y/WppqasgfTVdPHPDIOV8cjQ5rh7iD0KA4c9GdiNxyzHdRuLbMKST7oNW77VzUj5urobbDI8NYwns3xOZvuIhj9wXKPDXpZlOsXo7eILDMLo5629fdpFcKWjgBc+q9XbSyuiaB1c4sY7YebtlMjTUlLRwNpaOmighYOVkcbA1rR7gB0C/KgtdstbHxWy301IyR3O9sETWBzveQB1KA4P0A9JJoBjWhuB4JcKTJ6nP7VS0ONT4jbrLNLXmoiDYHPZuBGW+zz7c/P5cvN0WhdVNPtItGuOPPMh4sbVllHp7qQTdcfyO3z11PFDUScsj4pTSkPdykvYW7OLdmHlAO4lihxnHKa6yX2nsFuiuUw2krGUrGzvHxkA5j+dftdLNaL5SuoL1a6S4UzyC6GqhbLGSO27XAhAca8ClJweXvUnN8v4YsTzMz0NHFa6vKLvJWyUVzie5rzHA+peXFzTFHuHtY7bbYbL9fS6H/5mt2H/wCO2v8ASldk0FuoLXSx0NsooKSmhHLHDBGI2MHuDR0CVtvoLlAaa40UFVCSCY5ow9u47HY9EBwxxW8Muo2q2i+kWsfD8ww6qYDabaaB8EscE9XRyU7A+NsjyGBzHO52hxA2MoHVwBwDXjhxp+Gb0WV/wusia7JbjUW665JUc/O6W4S1cJc3m8xG3ljG3Q8hPdxJksYxkTGxxsaxjAGta0bAAdgAvyrKGiuMDqW4UkNTC7bmjmjD2nb3g9EBGZrZxB6kaeY7wxaWnUW5aWaZ5Ngdpnvea26iM9SJW0bQaeN/K7wy0Ni6tHMPHDjuG7LENBTi9X6TTAr1gud6h5xjdbjleKDJs0nlmnuhZSVQlfTSSMYXU7X7sHsgczX7bjYmVi447j94oGWu7WO31tFFyllPUUzJIm8vbZjgQNvLov2barWySCZlupmyUrDHA8RNBiaRtytO3sjbpsEBwV6KFo9e4gnbDc59IN/f1mWlcp4Y7FxU8eHEtgVzuNRb7jTWSCtstUydzIoq0R0jWGZrf1yPrsQQeh3HUBSwUVsttu8Q2+301L4zueTwYms53e87DqfiUitltgrJbjBb6aOqnG0s7ImiR49znAbnsO6AirgyjPOJHgizjg+utgbRaxaPupWvsUQayW6UNFO0B0MY2DntZ7JDdw4iNw/XAFiOG5d6NWr0gtVHqFj2pVRn0dNDbLphdNcbvJUz17No3tiaZBT8jngua0vaQNhygjZTANtFpZXOujLZStrHjldUCFolcPcXbbnsPzL8BjGNNuxv7cetoubhsa0UkfrBH/ebc39qAjg48qHFtHazhGzW12C8WnTzBL3Ruk9YppXT2+ljfSSsila/d4lEUT/Zd7RLHDqQu+dGtaNPde8Ih1D0xu8tzsdRUT0sc8lLLTuL4nlrvYka1wHQEHbsR9Sy+5Wq13mjfbrvbqWupJdueCphbLG/Y79WuBBX6UlHSUFNHR0NLFT08LQyOKJgYxjR2AaOgHwCAjg9I9x8S4bkk/DFpzfKnH66XwosryVkDnyW+mlYHGGla0hxlLHAud02Dg0EElzci4EuJ3gtoYbLwvaG2fLKe6XyOZ1Rcbraoo3XOqbCXSyzyMlceYtY7lG3K0ANGy7wqsZxuundVVuP22omf9KSWkje931kjcqtJjWOUE7aqhx+208zPoyRUkbHt+ogbhARkcLmvuO+jtyHUrh14krfdrHRfLc9+xq6QUMlTDcqdwEYDOQE+22OJzT2BL2vLCNlkvB7ks9oyDX/ANIvqnjtzx3EcijfJZoJoeaqnoGyB+7G77O35KeMO3DS7m2Ow3Uid2x3H7+yKO+2O33JsLueJtXTMmDHe9vMDsfiF9U9DRVNM6jqaSGWneOV0UjA5hHuLT02QEK7ONjRvXrXpmsHFvJf6nFMYmccQwS00AqaWI7tInq3PkY2Rx2BIG/M4bHlY0Nd0rxjXaLjW4U8Y4h+G603avk07yV1xZb6mj8OrdHDs2bkiYXcxYRE/ZpO7A7zGykC+47EfxVs/wDQYv8AKvQorfQW2D1a3UVPSwglwjgjDG7nudgNkBGHxQ8dmF8XOgdv0B0HxvILzqHqDLSQV9nFA9vyWI5GyStfIQGv9pgAc3dobu5xbtsZD9E8AGlWj+FabczXvxmw0Nrle3s+SKFrHuH1uDj9qyOhxrHLZXVFzttgt1JWVZ3qKiClZHLMf37mgF32lekgCIiAIiIAiIgCIiAIiIAo2OBP/wCsa4mfy63/APsWKSdfJT2m10dVLXUltpYamffxZo4WtfJ139pwG56+9AR9+lw/+kOH7+Oj/wDip1IevlrbVbLkYzcbdTVRhdzR+NE1/IfeNx0P1L6kBzfxVcZFn4WL7jcGaaV5RecTvbXi5ZBb4Gvpre7m5WRkO2D3nqS0ub7IG3Meg4jvl60d4suNTSa/cHem1ZRHGbrFd8xyKltPyfTPhZNHIDI0be0GskaXuALzIGjm2Us1VSUldTyUlbTRVEErSySKVgcx7T3BB6EL5rRYLFj9OaSw2WhtsDnc5io6dkLC738rQBugIirngeh+hHFzqnZOM21ZTacdzO5y33Fclt1bXw0kjHyySPjeKQ8zyfFDfouLHRkHYOBW0bNRcKN14YeJfNeGbDczpIXYxPbavIL6at9NeWtjc4Opn1D3F3KRs4ODXjdu42IUkt2sVkv9N6lfbPRXGn5g/wAGrp2TM5h2PK4Ebr9GWu2R0Itcdvpm0QZ4YphE0RBn4PJttt8NkBzx6Ohrf+hbpf0/+zJT/wDuZVHlxIYVqRpDrvqHwb4BBOcb4gr/AGa72sRgj1dklSXTNaB0DRJzNf8AvIGE9N1MzS0lLQwMpaKmip4YxsyOJga1o+AHQL85bbbp6yK4T0FPJVQjaKd8TTIwdejXEbjue3vQEcHpZMJsem3CPpTgGN0zae149klDbqVg8o4qCoaCfeTtuT5kkr9+JW4S8MXpAsG4qs5tNzqNOrzYWWWuulPSumZbKjwZISHBoJHQsk2HtOBk5Q4jZSL19rtt0jbDc7fTVcbHczWTxNkAd7wHA9eqrX2633Skkt9zoaerpZW8skE8YkjePcWnoR9aA4o1m1swLj40O1b0Q4eWZBfKihslNcae9/JctPbayqhqY5xRRyShrvFd4Ibs5rQebcEgFch6VZD6PGz6JU1i16s+olFqRY6d1rvGKR1t3bNW1TDy7RRte2Bgf09h7mcp3Gw6bzI2y02qy0jbfZ7bS0NKz6MFNC2KNv1NaAAvnlxfGp7q2+z49bJLlHsGVrqSMzt+qTbmH50BimgtixDGtGsPs+A45dLBj0Nqhfb7XdGyNq6OKQeJ4UwkJcHguIIJPXzXImINa/0wWbse0Oa7TuMEEbgjlo13x2XzttltbWuuTbfTCse3kdUCJvilvuLtt9ug6boCMx3o3dRP+lX9yZgJ4cX3/wC7h1GyrjbB62I+UUToObn5ubePmDeXwT9IHcDPciLqT0vNhNFTB7oNOZvChbs0OIhn5WjyHbZd/r5TbLa6tFydQU5rGt5BUGJviBvu5tt9vhugIh7LxAXvX6x6iM4hOIjVDG9QPXK6z4/pRhlNNRmokMW0cL2sicZmmRzo3Mkc0gRuLnbOCwe4sdF6Ia3xSNLXt1OeHNI2IID+impjx3H4rq++xWK3sucreR9a2mYJ3N9xk25iPtVz7BYpKU0MlmoXUzn+KYXU7Cwv/C5dtt/igOcOL4Bvo/M1A6AYVT/8MS4Hw7Sq98LelGhfH3phap71SU1AIM2tdTKZi2CeWSMzQcwPhNLTyez9FxYdiHPUyE9HSVNM6iqaWKWnc3ldE9gcwt9xaemysFttwofkwUFOKPl5PVxE3w+X3cu223wQET/FHFpZc+KXC+LLUO336+6E6i45S0r77YaqeJ1tqhGYw2V1O4PaWlreaPfc7yABzmFq3RwpUfARl3EfS13Drj+c5BkGNWueqjyqqmuU1spfEa6J1M51U/ma9zJZC3mYGHrs4u6LvT5Esvyc60fJFF6g8FrqXwG+C4HqQWbcp3+pLVZLNYaUUNjtNHbqYEuENLA2JgPv5WgBARl8GWvWnPDtxL69aZ6uV1dY8hzXPqeGy0rrfNJ6wX1NSGkuY0hjdp4ncztgWv3G/VSPaiZ7jul+CX3UTLKiSCz49QS3CsfGwveI427kNb5uPYD3kL05MfsM11ZfpbJQPucbPDZWupmGdrfwRJtzAfDdfXUU1NWQPpqunjmhkHK+ORoc1w9xB6EICFW6cbej3EVrzHqXxWuv78AxWcvxTA7XQNqYZH9Np61zpGNeTtu5o35j7PRg2d0zxaX618d/B5R6s8NtjvFbNp7k7K6K21FEIqpzYI+WYRxNc4O5WyseA07kMIA36Lv77jsR/FWz/wBBi/yr76G2262QmnttBT0kRdzGOCJsbd/fs0AboCMfiN9IHhfE5w3w6FaMYvkF21O1DjprZW2JlDIDbXNkY+feQgNkBLC1paejXFz+TbZZfxG8TtR6Pzhr094dcTYyfUibGYKdtW6PnpbY0Dkmqj+G8yeJ4bQCN2lzugDXSAUeNY7b7jPeKCw26mr6r9fqoaVjJpfyngbu+0q+vsNjusrZ7pZqGska3la+enZIQPcC4HogIueCDi14NNF6qmsZq82yPU7P7lFDf8srrQw+t1U8uwYHmYyNhD379uZx9pw32DestVPSE6L6HawXHSjV+w5bjMNLTRz0eQT2mSWguBLQXCHw95HBpPLzBpbzNcOmwJ6NjxHFIpGyxYzaWPYQ5rm0UYII7EHbov2u+PWHIIG0t/slBcoWO52x1lMyZod7wHgjdAR98Iklz4jeOrPOMHEcQuNj05fZxZbfW1sHguu07WQxeIG/fdIXOPflHICeZSKL86enp6SFlPSwRwxRtDWRxtDWtaOwAHQBfogCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIipuAgKoiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIipuPegKoqbg9iqoAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAixTOdUMI05pRUZVfIaZ72l0VM0888u34LB1P19viuZc/4x8nu3iUOBWtlnpzuBV1IEtSR8G/QZ/vfWtRqGuWWmbVp+t2Ld/t44N9pPRvUdZ9a3hiPvPaPz6/DJ1xdb3Z7HTGsvV1pKCBveSpmbG387iFqTKeLPSjHpJKa3VdXfJoyQfUofm9/y38oP1jcLim/5NkOVV5ueSXqsuVURt4lTKXlo9w3+iPgOi81cbedNbibxawUV2vd/p5noWn/05taaUr2o5vsjsvzb+h0lkPGvk1TIWYxiFBQxeT6uZ07z8dm8oH1dVgt14pNabnu2PJ4qFh+9paOJv+85pd/atTouera9qVw8zrS8HjywdVbdGNItVinbx8Vxf+WTKqzVfU2ve59XqBkL+c7kC4ytb/NDtgvow7MMtq8zsMdTlF3la+50rXB9bKQ4GVu4O7uoWGr28G/Ztj/8K0n6ZqxKVzWnWjxTb3XW+0z69pb06E1Cmls+SXYSaHsoYddNVtUbJrdnVJZ9SMooYIMgrmRR013qImxtEzgA0NeAAPcFM8eyg34h/wBvfUD+Mdf+ncvp/orCM61TiWdl5nytftqEcHpWHip4jcclEtt1mypxH3tXXvq2fzZucf2LZVg9I1xN2csFxv1mvTWd/XbVEwu+sw8i5hRddV0+0q+3Ti/BGvjWqR5SZ3/hHpVKtnJT6jaVRSDs+qs1aWEf+DKDv/tAuhNPePXhuz+eOhfmD8crZO0N8gNM0n/vusX53g/BQ+ItTcdHbKrvBOL+D/XJkQvKsee5/QBbLvar3Rx3CzXKlr6WUbxz00zZY3D4OaSCvrUD+A6raj6W15uOn2aXWxSvIMraSoc2OXbsJI/oPH5QK6+0g9KBk1qEFq1nxWO8wNIa662oNhqeX3vhJ8N5/JLPqXP3fRu4o+tRfGvk/wCeJl072EtpbEkSLBNLdctK9Zre64adZhRXUxND56ZrjHUwA9vEhfs9o36bkbe4rOgd+oWgnCVOXDNYfxMxNSWUVREUCoREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAReHlmb4rg9v+U8qvlLboCSGeK/2pD7mNHtOPwAK5q1B4zauczW/TiyinZuWtuFeOZ5H4TIgdh8C4n4hazUNYs9MX/Pnv2Ld/L9djc6V0f1DWX/APFp+r7z2j8+vuWWdU1twoLbTuq7jWwUsDBu6SaQMaPrJ6LVeWcUekmLyvpobzJeahndlti8Ru//AHh2YfsJXE+VZzl+bVYrMqyGtuT278jZpCWR79+Vg9lv2ALw1xd502qz9W0ppLte7+XJfU9E0/8ApxQglK+quT7I7L5vd/JHTeScbN1mc6LE8MpqdgPSavndK4j8hnKB/OKwG68Ves9y3bT5BTW9h+9paKL+94cf7VqJFz1fX9SuHmVZru28sHWW3RbR7VJQt4v/AHLi/wDLJltfq7qlcpDJV6hZA4u7hlwkjb/NaQP7F5cua5lMd5csvLz73V8pP/EvGRa6VzXm8ym34s20LO2prEKcV3JHtRZtmUB3hy28sPvbXyg/8S9Sg1e1TtkjZKPULIAW9g+vkkb/ADXEj+xYiiRua8HmM2vFidnbVFidOL70jb9q4rdZ7bs2ov1LcWDyqqGLf87A0rPsa42blE5sWW4XTzsPee3zmNw/kP3B/nBcxL6bZQT3W5Ulspml01ZPHBGB3LnuDR/aVsrfXtToyShWb79/PJp7vovo1xFupQivivV/8cElmF5VSZvjFvyqgpammprlF40UdQ0NkDdyOoBI67bjr2WIZxxGaN6a5vSafZ3m1HZLvXUja2EVbXth8Nz3NHNNtyMJLHdHELO7DaqexWO32WkYGQ0FLFTRtHk1jA0f3KGTi7zh2oPEXm17FT41PT3B1tpSHbtEVMBCA34Esc763Fe86Fpr1F8Fd8o7tdv8yfOuoV4UpylRXqtvCfZ1fQmbs9+smRUTLlYLxRXKkk+hPSTtmjd9TmkhfeoGsE1Lz/TK6G8YBl10sVU7YSOo6hzGygdhIz6Lx8HAhdfaP+k+yyyiC06zYwy/UzSGuulra2CrDfe+IkRyH8ksWxu+jdxR9ai+JfJ/zxMWnfQltLYknRYHpZrlpZrPbXXHTvL6K6GJjXz0od4dTTg/9pC7Z7fdvtt06ErPFz86cqcuGaw/iZiaksoIiKBUIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIsT1G1MxfTCxvvWSVfKXAimpo+s1S8fesH2jcnoPNW6tanQg6lV4iubZdoUKt1UVGjFyk9klzZkNzulustDNc7tXQUlJTtL5ZppAxjGjzJK5a1Z4vaid01k0tjMUXKWPus8ftk/6pjuw/fOG/wHdae1X1oyzVe5Okuc5pbXE8upbdE/5uMeRcenO/b74/HYBYAvONZ6W1bhujY+rH3ut93Z59x690e6CUbVK41JKc/d/wAV3+8/p38z6blc7jeK2W43aunrKqY80k08he9x+JPVfMiLi23J5fM9EjFRXDFYQREVCoREQBe3g37Nsf8A4UpP0zV4i9vBv2a4/wDwpSfpmq7Q+9j3rzLF19xPufkSaHsoN+If9vfUD+Mdf+ncpyD2UG/EP+3vqB/GOv8A07l9T9E/vqncvM+TtQ9iJr1ERduzVoIiK2yoVp7q5WnuosH32LIL7i90gvmN3istdxpnc0NVSTOiljPwc0ghdy8PXpLLpbn02Ma+0hrqQNEbMgoovn2EdjPC3o8e9zNj+9dvuuCkWBeWNC9jw1o5+PWvEu06s6TzFk/GLZZjea2OlyTE73RXa2VjA+CqpJhJG4fWOxHmD1B6FesoP9DeInUvQC/i7YRdiaKd7TXWqoJdSVbQezmfeu9z27EfV0UrvDvxRad8RNj9Yx+q+T79TM5q+yVLx48HlztP7pH1Gzx7wCGnouI1HSKti+NetDt7O82lC5jW2ezNxoiLUGUEREAREQBERAEREAREQBERAEREAREQBERAEReNlmXY/hNlnyDJbjFR0cA6ueer3eTWju5x8gFGc404uc3hLrJ06c6s1TprLeyS5s9aaaKnifPPKyOONpc573ANaB3JJ7LnDVzi4tlldLY9NWRXGtaXRy3GVu9PER0+bH7od/P6Pu5lp3WfiHyTVCeW024y2vHQ72KRrvnJ9vvpnDv7w0dB07nqtRrzzWul06jdDT9l73W+7s7+fcesdHugcKaVzqqzLqh1L/d2v4LbvPTyHJr/AJZcn3fJLtU3GrkJ3lnfvt8AOzR8AAF5iIuGlOU5OUnls9LhCNKKhBYS5JcgiIokgiIgCIiAIiIAtrcMWMx5LrBaDPF4kFrElxeD2BjHsH7Hlh+xapXWPBNjDI7bkOYTRbyTzR2+B5HZjRzyAfWXM/mrc9H7X7XqVKD5J5fhuc90rvfsOkVqie7XCu+W3k8m7dZM1bpxpVlecc7WPs9qqKiEu7GYMIjH2vLR9qgpmllqJXzzyOkkkcXve47lzidySffupSfSaZ7LjmiFvw2kn8OXK7qyOYA9XU1OPFcP9p4P/wDios19Q9GaHo7WVZ/5P6L98nzHfTzNR7ArT3VytPddGzBPQsGRX7FbtBfcavFZa7jTO5oaqkmdFKw/BzSCu6uHj0ldZSvp8X1/pjUQBojjyGih+cae29RC3o4bffMG/wC9PccCIsC8saF7Hhqx8eteJdp1p0nmLJ/MeySwZZZ6XIMZvFHdLbWsElPVUszZI5GnzDh0/wAF6ShL0C4mNSuHu+CtxS4mqtE8rXV9mqXE01S0dyB+5ybdA9vX3hw6KV/QLiO084hcaF4xGt8C407B8oWipcBU0jt9uoH0mHyeOh89juBw+o6TVsHxLeHb+ptaFzGttyZtVERakyQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiLFdStRLFpli9Rkl7kB5PYpqdrtn1Mp7Mb/eT5AEq3VqwoQdSo8RW7ZdoUKlzVjRorMpPCS62ebq5q3j+k+PuuVye2e4ThzaGha7Z87/AHn8Fg6bu/vOwXBWb5zkeoV/nyLJa51RUSkhjB0jhj36Rsb5NH9vc7nqq51nF/1CyOpyXIqoy1E52ZGCfDgjH0Y2A9mj+07k9SVj68j13XamrVOGO1Jcl2/F/HyPeOjHRijoVHjn61aXN9nwXw7X1hERc+dWEREAREQBERAF7eDfs1x/+FKT9M1eIvbwb9m2P/wpSfpmq7Q+9j3rzLFz9xPufkSaHsoN+If9vfUD+Mdf+ncpyD2UG/EP+3vqB/GOv/TuX1P0T++qdy8z5O1D2ImvURF27NWgiIrbKhWnurlae6iwUREVtgL18Uy3JMGyCjynEbzU2u60EniU9VTv5XsPn8CCOhB3BHQryEVuSUtmVTxuiXPhF4yrBr9bmYplJprVnNJFvLTNPLFcGNHWWDfz83R9x3G47dNr+f2z3i6Y/daS+WSvnobhQzNnpqiB5ZJFI07hzSOxBUtXBrxcW/iAx77msplhpM5tMINVENmMuEQ6esRN9/bnaOx6joRtxesaR9mbr0F6vWuz9vI2lrc+k9SfM6YREXPGcEREAREQBERAEREAREQBERAEREARF5WUZPZsOsNZkd+qxTUVFGZJHkbk+5rR5uJ6AeZKjOcacXOTwkThCVWShBZb2S7WfDnueY/p1jtRkeRVXhQxDljjb1fNIezGDzJ/MO52AXBGqurOSarX11zvEphoonEUdCx28VO3/m4+bvP4DYK/VzVa96r5LJdq9zoaCAujoKMO9mGLfoT73npzH/kAFgy8p6Q9IJ6nN0aLxSX/AHfF/DsXj3e49FOitPRqauLhZrv/ALfgvj2vwW3MiIuXO0CIiAIiIAiIgCIiAIiIApDdAMWbiWk1gt5ZyzVNP69OdtiXzHn6/U0tb/JXBuD44/L8ws2MM5h8pVsVO9w7tYXDmd9jdz9iksc6ktVuLjyw01HDv7gyNjf7gAu86EWvFUq3LXJKK8d35I8w/qTe8NKjZp825Pw2Xm/kRcekxz6bJNc6PDYqjmosUtccfhg9BUz/ADkjvtZ4I/krkRZfq/m9TqRqjlOdVTyTebrUVMYJ+hEXkRs/ksDW/YsQX0zZUPs1tCl2JfPr+p4PVnxzcgrT3VytPdZDLZRERW2AshwLP8u0xyijzHCL1Pa7rRO3ZLE7o5vmx7ez2HbYtPQrHkVucVNOMllFU2nlEx3CpxaYtxF2D1OqENqzG3xB1xtYd7Mje3jwE9XRkkbju0nY+RPQCgJxDLsjwPJbfl+J3Sa3Xa1zNnpqiI9WuHkQejmkbgtPQgkHopgeFDifsHEZhgmk8Khyu1MYy724OH0ttvHiHcxOP809D5E8Rq+k/ZH6aj7Hl+xtra59L6suZvVERaEzAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA+a43CjtNBUXO4VDIKWkidNNK87NYxo3cT9QCj71t1ZuGq2Wy1/PLFaKNzorbTOd0Yzfq8jtzu2BP2DyW4+L7Vh3NHpdZagbbNqLs9ruvkY4f8AzH+T8VyyvNelusuvV+w0X6sfa+L7O5efcexdA+j6tqK1O4XrzXq/CPb3y8u8IiLiT0YIiIAiIgCIiAIiIAvbwb9muP8A8KUn6Zq8Re3g37Nsf/hSk/TNV2h97HvXmWLn7ifc/Ik0PZQb8Q/7e+oH8Y6/9O5TkHsoN+If9vfUD+Mdf+ncvqfon99U7l5nydqHsRNeoiLt2atBERW2VCtPdXK091FgoiIrbAREUGAvZw/L8jwHJrdmOJXOS33e1TCelqI9t2OHkQehBG4IPQgkFeMitySkmnyJR2ZNjwy8QVh4h9OafKaFsdLdqMtpbzQA9aap27jzMbwOZp924PUFbdUJHDRrzeuHzU6hzCiMk9qnIpLxRBxDailc4cxA7c7PpNPvG3YlTTY9kFoyqx0GR2GuirLdc6eOqpZ4nbtkieAWkH6iuC1aw+xVcx9l8v0NzbVvSx35o9FERaoyAiIgCIiAIiIAiIgCIiAIiIC172saXvcGtA3JPYBcMcSWtMmpGQmwWOp3x20yERFjt21cw3BmPvA3Ib8Nz5rdPFfq2cUx5uC2OrDbreoyalzfpQUh3B+ovO7R8A74FcXrz3pfrLcv7fRe3+X5L82er9AujyUf7rcLd+wvOX5LxfYERFwJ6iEREAREQBERAEREAREQBERAb04P8VF71OkvszN4bFRvmafLxpPm2D8xefsC3rxhagyaa8O2Y32mk5KyrojaqQ77ES1JEXMPi1r3O/krxODXFTa8ArsmnZtLeq0iM/6mIco/3zJ+YLRXpT9RH09kw/S2lkH+m1Et6rQD1DYh4cI+ol8p/kBe39AtN/5NCDXtPifdz8kj596eah9p1Sq09oYgvDn9WyOtERe4M82CtPdXK091FgoiIrbAREUGAst0q1PyvR3Obbn2HVpgr7fIOZh6x1EJI54ZB5scOh8x0I2IBWJIrU4RmnGSymSi2nlE6eimr+Ma46eWzUDFpvmaxvh1NO4/OUlS0DxIX/FpPfzBBHQrO1DvwW8R9RoHqZHT3mqf9yORPZS3aMuPLTu32jqQO27Cfa97SfcFMLDNFURMnglZJHI0PY9jt2uaRuCCO4IXn+p2Lsa3CvZfL9PA3VvW9NHPWXoiLXF8IiIAiIgCIiAIiIAiIgCIiALG9RM0otP8NumWVoa4UMJdHGXbeLKTsxn2uICyRcjcZmfCtu1s09oZyY6Borq4NPTxXAiNp+IYSf5YWq1rUP7bZTrr2uS73y+XPwN30d0p6xqNO2fs85f7Vz+fLxOdLzd6+/XWrvV0mM1XXTPnmefvnuO5Xxoi8VlJyfFLmfRkYqEVGKwkOnn2Wxc2xnBqXAcUveICuMtfWVlHWVdcQ10zohD7QYCWsYDI7bz26la6WaXLPrPX4ha8SZh8ccdpqX1UMrq6R3M+Qs8UObsOjhGBsCNtzssu1lSVOpGpjLW2U85ynthPG2f5kwLyFaVWjKlnCk+LDSWOFrfLWcNp48eeDPczwTAzWW+kx6zW2nx1t2paKuyWkvvrbo43jYmWLciLm6kOO49lfJqlpzYrFhtZfocSlxuaivLbfQF1eahtzpnMe7xepOxHK127dgQ7ssMvuoFurMdqcYxjD6SwUVwqY6qv8KqlndO6MHkaDITysBcTsOu/cr8rrn0N3r7Eyrxul+QrDG2KG0Nme2OUbgyOe9uzi95G7nD3AeS2da6s5qawstLGFhJ/D1U8Jb9Tb2fEjT29lqEHTk5SxFvKcstpY5+u1xSeVjeKW64WZJphatPMkgZYbnitbPKylqqq8XySsdFHbo2tcY3Rsb7JHRoPP1LnbBX2TSWpfp78tOtUV0yC/ROmtNCK6OKWCkjJ56gQl4fK53KQ1rQ4AAk+QXw2bVPG7ZiJw+r0zoqyllndUVLxcqiB1Q7mJYHmMguDAdmtJIHfbc7qlp1kltVPaas4tRz36wUD7dbLo6eQGGE8/LzRD2Xubzu2J6deoPRUpVLHhjGq09uaTWM4Xu7tLOG8+s3lrYrWpak5zlQjJJyWE5JppcTT9vKTeFJLGIpYT3Ne04g9YjFWZBDzjxDGAXBu/Xbfpvt71tO+WrTGvwsZVS4vc8eoo7zDR0MnrRmqLpS7HxzyPPK17AGnmaeUFwasHv1xxieutE9oswZFT0VO24R+I8NqqgdZXbkkt332JGw3BIAGyyvK9WMYyw0TqzS6hhNAYWQtiudSI2QMcCYWxg8jWuG4JDd+u++/VYls6NGNSM5Rb6spvPxTw8Y8Mv4GdeK4rzpTpwmlzeJJY+DTkk8/HOFnCy9vfNh0iulnseS19jqMWoqq++qQMkrXyG4UDWOLpn77loEgY1z2dBzO26jcfheNOLJDbp8ttmPuuMc1ta2nt1rllqIW1exE0/ON3eBF7PUnYyHlBIa7bHc81NsOdGCabT+moamB0TGzQXKchtOz9wZG4+HG0j8Fo27+ZX7W7Wm6Ud0qbhLZ6d0RmpJqClhldDFR+qiQQxgDfmjAkdzNP0j13BJ3zpXFk5uEuFrqko43xzawvBJY33zg1sbTUYwVSHEnvmMp52ytk+Jvvk3nbCxlI1yvbwb9m2P/AMK0n6Zq8Vzi9xe7bckk7DZe1g37Nsf/AIVpP0zVpKH3se9eZ0lz9xPufkSaHsoN+If9vfUD+Mdf+ncpyD2UG/EP+3vqB/GOv/TuX1N0T++qdy8z5O1D2ImvURF27NWgiIrbKhWnurlae6iwUREVtgIiKDAREUGVQPZSE+jO4g3ytqtAMmrWbsElfjz5HbOI6unph79usjR3/XPgo9j2Xr4Xl15wLLLTmmPVHg3KzVcdZTO8udjt9j7wRuCPcSsG/tY3lCVJ8+rvL1Ko6U1In3RYrpZqBatU9PLBqDZelLfKJlUI+bcxPPR8ZPva8OafqWVLzyUXCTjLmjdp5WUERFEqEREAREQBERAEREAXnZDfbfjNjrsguswipKCB88ryezWjfb6z2A8yV6K5p4y9QH2+zW/TyhftJcz67WkHqIWHZjNv3zwT/IHvWv1S+jp1pO4fUtu98vqbXRdNlq99TtI8pPf4Jbt/L6nMedZhc89yy45VdnkzV0xc1nlFGOjGD4NaAPsXgoi8SqVJVZupN5b3Z9H0qUKFONKmsRisJfBBbF0ux7TzJqq3Y7eqa9114vFW6nPqkrYYrfAG7+OS5rvEP0iR0Aa07rXSz/DNQMUxjFa+wVWJXKasupLKy40l2ZTyvp/KBvNC/kYehdsd3eZ26LKsJUo1k6zXD8U34bZ3fLL5c+eDC1SNedu426fE/daWPi22tlzwnvy5ZPVxfRya42C95N6nV3mninmoLHT0bmxvuErCd5+vUxMaNyG7lxOwI2KppxhGD5bbJqCrt9/luFPSVNVc7lFI2OmtPI15iDmFpMvNydeo+lsOoJXzWPVeyWpmPuqsRqqqbEaieWyObdPDYxkkplaycCI+JyvO+7SzmHQhfnjuqdisVZS5G7COfI6JtSGVcFf4NPUOmLzzzw8hLy3nI2D2ggAHstjTnp8ZU3lY/wAspvnjPVzzlLnsuabyaitT1WcKqw8t+rhpYxlLPrcsJN8vWe6lFYPH0x0/qdQskFtdK6mt1HGaq5VY2/0enb9IjfpzHs0e8+4FZPY9OLS/NMht+QY1cqSloKNtVb7ZPdIKWonD5Y2R/PyfNndrnOJHTpsF4OPZ5j9jtlbYXYtUyW6826GkurWXHlllnil52zRvMZDB2BYQ4Eea/a86gYtk9xgkyDDq19vt1uprbbYaa7eHNBFFv1fI6JwkLt+vsjbyVmg7KnSjxNOecvOfjt7L2Wz68t4axusm4Wo1a8+FNU2sLDWep52mt3uurEVlNNtPH84tUdkyiutcVhrrM2BzWiirZhLNH7IPV4ADt+4IG2xCzDTPFdOMt9Ux64/LMt2rIaqoq62GVkNNao42uLXOa5p8QbNBcSWgbgDr1Xi5lmNnzd11v1fa3Ut1lmpIbdFFO50cFJHE5jmu3b7Z2bH7RIO/ltuvQx7ULDrPhE2IVOG3R01c/nuNdSXhkD6sA+zGd4HlsY6HkB6nqd+m0aLtqd1KcpRcN2sp778sJbN9uNk8rfBK4V3UsowjGSqbJ4a2eN3ly9ZJ9Wd2sPbLPUsWn+OVWnUV+ix243+6TMrZpDQ3aGL1WOJ3Kx7oCDI8dC47Dtt71Wi0vxO/45b5rTd201U2Olqa6ufWsnjED43OqXOgYOeLwX8rBufbLgB1cFj+J53jWGt+VLTiVW6/x01RTRVct05qceK17DIYfC3Lgx5G3OB0B2V2H6nnCobZT2izENgq/XLm/wBZ2fXOAIjaHBvzbWAlzR7Xt+0d9gBep1rHEFUS5YeF3b+ynl7t77Y2e+Hj1aGpJ1HRbznMctb89scTWEsJbLOd4rHEsWyJtrjvdXFZaSqpqKOQsgjqzvNyjpu/oNnHuR5b7LzlkWdZcMyu1PcW0csApqKCiDp5/HnmEbdvElk2bzPPv2HQAeSx1aivw+klwPKz2Y+nUb624/Qx9IsSxus5+vWFVrXPcGMaXOcQAB3JVFmui+LyZfqhjtlbHzxmsbUT79vCi+cfv9Ybt9qUKMrirGlHnJpfPYXVxG1oTrz5RTb8Fk7z0yxd2F4BYsakaBNQ0MbJ9u3jEc0n+8XKKDjx1CGf8SWRtp5eeix0R2Sm2PnC350/7V0n2AKWzNsqt2DYdesyuztqOyW+evmA7lsTC4tHxO2w+JUDt9vFbkV7uF/uL+eruVVLVzu98kji539pX1H0Qs403KcVtBKK/ncj5T1W4lXm5ze8m2/E+FERduzThWnurlae6iwUREVtgIiKDAREUGSQd2UpHo5OIF+oWn8uk+R1bX3vEIW+puc726i27gMJ37mNxDCR96Y/PqYtz2Wd6Far3LRTVSw6iW4PkbbqkCsgY7b1ilf7Msf2tJ237EA+S1upWivLdw61uu/9y/Qq+innqJ00XxWS8W/IbPQ3201LaiiuNNHVU8rez43tDmu+0EL7V581jZm6CIiAIiIAiIgCIiAIiIAiIgPwrqynt1HPX1bwyCmjdLI4/etaNyfzBRpZxlFTmmX3bKappY+5VT5msJ38NhPsM+xuw+xSO5dj4yvGbljTq+aibcqd9M+eEAvY1w2O2/TtuPtXKeVcFuWUAfUYlk1DdI29RBVNNPKR7gfaaT9ZauN6W2V9fRpxtocUI5bxjn1bc/8A2ehdBNR03TZVZ3dRRnLCWc4xze/JZeOfYc5IswyfR/UvD2Pmv2G3GGnZ9Koji8WEddur2btH2kLDyCDsRsV5tVoVaEuGrFxfxWD2Chc0bqPHQmpLtTTX0CIitF4IiIAiIgCIiAIiIAvbwb9m2P8A8K0n6Zq8Re3g37Nsf/hSk/TNV2h97HvXmWLr7ifc/Ik0PZQb8Q/7e+oH8Y6/9O5TkHsoN+If9vfUD+Mdf+ncvqfon99U7l5nydqHsRNeoiLt2atBERW2VCtPdXK091FgoiIrbAREUGAiIoMqgeytVx7K1QZIkP8ARb6uiWiyPRe617i+nPy1aY3u7RktZUMbv22d4b9h+G8+9SAqDrht1LOket2J5xLIWUdLXsgr9vOkl+bl+vZri4fEBThxyMljbLG4OY8BzSDuCD5ridct/Q3HpFylv49ZtbOfFT4ewuREWlMsIiIAiIgCIiAIiICjiGtJJAAG+5UcWsOYy53qPe8hM5kgfUOgpevQQR+yzb4EDf6yV3DrrkxxLSnIbtHN4U7qU0sBB2d4kpEY2+I5ifsUdi8+6b3jzTtI/wC5+S/M9V/pvp6xWv5L/oXm/wAgiIuAPUwiIgCIiAIiIAiIgCIiAIiIAukeCrGX1eUXzLJY/mrfSspInEfukrtzt9TWdfygubl3Zwn42+w6Q0VbPCY5rzUS1x3GxLCeRh+otYCPgV0vRS1+06lGT5QTl+S+rOP6c3v2TR5wXOo1H839E14mDekR1BZhfDpcLNFIRWZZWQ2iIA9RHv4srvq5Iy363hRIrt30o+fx3XUPGNOqWbmZYrc+vqgD0bNUO2a0j3iOJp+qQLiJfUXR639BYxb5yy/0+iPm27nx1WuwIiLcMxgrT3VytPdRYKIiK2wERFBgIiKDJIHsrVceytVtlSVP0a+rj820cqNP7pXGa54XUiCJr3bvNDLu6H6w1wkZ8A1o9y69UPXAPqdFpxxF2Snr6kxW7KGPsVQd+nPKQYCf/GbG3+UVMJ3XC6zb/Z7ptcpb/r9Tb2s+On3FURFqjJCIiAIiIAiIgCIiAIiIDSfF5rdddBdIJ8wx2OlkvM9fTUVC2qYXxlznc0hc0EEjw2PHfuQubcA9KdTuayk1P0yfG8fSrbHU8zT1/wCwl6jp5+IfqX5+lRzHZ2C4BBL/APerxUs3/JihP6ZR+HuvRtB0CzvNMjUuYZlJt53TxnH5GpurqpTrNQfImS0+41OG/UflpqDUSltVa7bekvTHUL9ydgA+T5t5+DXkrPbxpxpRqPQes12OWW6Q1A3bWUoaHu67+zNEQ7v7nKC9ZHhmo+f6d1rrhgmZXmwzybeI6grJIRKB2D2tOzx8HAhWL/oJbXEWqU9uySUl+Xky9bazXtpqcG4vti2mStZPwX4VcGOkxbIbjaJfvWTAVMX1bHld9vMVqLJuEjVexMfNbKegvkTOv+iVAbJtt+BJy7/UCStDYB6RziCxF8cOSTWnLqMFocy4UoinDR35ZYeXqfe5r/qXRuB+lA0tvMsVHn+HXrHJH7B1VTFtdTM95dtyyAfkscV59qn9Llu40vGD/wD5f6HZ6f8A1E1K2wpVeNdk1n6rD+ppS9YvkmOSeDkFguFtf5Nq6Z8RP84BeYpA8N1/0E1bY20YzqJjl3lrR4Yt08zY55txuW+BKA93TuOUr88k4atHclD3uxWO2yv3+dtrzTlpPmGj2PLsW7Lz+/6BXNvJqlPfsknF/n5I7ew/qVb1Vi6pNfGLTXyePNnACLqTJeCWYF8mH5m1w3JZDcodth5AyR/38n2LUWR8O+sGMuf61h1TWxM3+et5FS1w37gM3dt9bQfguYutC1G0+8pPHat19M/U7Cy6T6Tf7Ua6z2P1X9cZ8DXCK+aGanlfBURPiljJa9j2lrmkdwQexVi1BvuYREQBe3g37Nsf/hSk/TNXiL28G/Ztj/8AClJ+martD72PevMsXP3E+5+RJoeyg34h/wBvfUD+Mdf+ncpyD2UG/EP+3vqB/GOv/TuX1P0T++qdy8z5O1D2ImvURF27NWgiIrbKhWnurlae6iwUREVtgIiKDAREUGVQPZWq49laoMkASDuFN1ws6gs1O0AwrKy8uqHWxlFV7nr6xT7wyE/W6MuHwcFCKpPvRb5Y26aP5FiL5d5bDevGDPwYqiMFv53xyrQa/S47ZT91+f8AEZdlLFTHadpIiLjjahERAEREAREQBERAc1cbN9dBjePY4yTYVdZJVvaD3ETOUb/DeU/mXIi31xlXl1dqdR2lr947Za4wR7pJHucf93k/MtCrx3pLX9PqlV9SwvkseeT6B6HW32XRaK65Jy+bbX0wERFoTpwiIgCIiAIiIAiIgCIiAIiID6LdQ1F0uFLbKSMvnq5mQRtHdznODQPzlSb2C1Q4/YLdZIABFbqSKmZt25WMDR/cuE+GbGxkmsNmD4ueK2c9yk3HQeGPYP8APLF1xxDZ3DprolmWZST+DJQ2mZtM7z9YlHhQgfXI9gXpfQSxc4TqrnOSivD939DyD+pN8ncUrVcoJyfjt5L6kQ/E1nsWpevOa5dST+NR1F0lgo5Adw+nh+aicPgWMB+1axTr5ovpWnTVGCpx5JJfI8TcnKTkwiIqMBWnurlae6iwUREVtgIiKDAREUGSQPZWq49larbKn1Wm51dlutHeKCQx1NDUR1MLh969jg5p/OAp59P8soc8wbH81tp/0a+22muEY36tEsbXcp+I32PxCgOUvno9cr+6fhjsVM+UvlsVVVWqTf73kk8Rg/mSsXO9IaXFRjV7Hj5/+jNsZYk4nSiIi5I2YREQBERAEREAREQBERARS+klvTrlxHPtxfu202WjpwPcXc0v/qBcqHut7ccF0N24pM6m5t2wVNLSt+HhUkLCPztK0Se69u0in6LTqMf+mP1WTnK7zVk/iUREWcy0ERFBgdjuO467rZGC8R2uem8kTsP1PvtJFENm00tR6zT7bbAeDNzR9B29notboserRp1lw1Ypr4rJWMnF5TO0sJ9KJqlaHRRZ1g1kyGFvSSSklfQzO+O+z2b+fRoB+C6Nwz0j3DnkwiivtZecXnfsHC40Jkia78uAv6b+ZA+OyigPZWrRXPRnTrjdR4X/ANLx9N19DLp3taPXnvJz6Wt0Y1iom1NBXYnlsD29JKeaCrIA8t2klpG/boQsGybhB0tvLnzWV1xscjtzy08/ixb/AJMm5+wOAUOFDX11rqG1dtrZ6SdhBbLBIY3tPvBbsQt34LxvcSuBxx01NqLU3ilj7QXpja3cb77GR/zvw+n0HbZcjqX9PqF0s+rP/csP5r9jeWHSe90/7ipKHc9vk9jsPJuDPUC2yvfjV4tt5px9EPJppj/Jdu3/AH/zLUeT6aZ9hs7ockxK50Yb+6mAvhPTfpK3dh+wlZLgXpUXtiiptTdLw6X90rLHVcrT18oJtyOn+tO/wXRuBcbnDXqJBEyDPqez1coAdQ3yJ1JIwnpsXu3id/Je5ee6n/TJ0sunGUe71l+vzZ3Gn/1MvKeI3CjUX4X81t9Dide5g37Nsf8A4UpP0zV3ledJtGtTKNl4dj9mro6sF8dwtr2sMu/33iwkB/1kla8q+DzG6DILffsSyatpBRVcVU6lrI2ztdySB3K145XNGw8+b61xlXoff21VSptTSa+D+T/U7Cj0/wBMu6UoVlKnJp81lcu1b/RHQp7KDfiH/b31A/jHX/p3KcjyUG/EP+3vqB/GOv8A07l730T++qdy8zwfUPYia9REXbs1aCIitsqFae6uVp7qLBRERW2AiIoMBERQZVA9larj2VqgyQXcHoqr++k1KzPGzJtHcbNDV8vvfBNyj+yZy4fXVvo0rgaTiSZSA7CusdbFtv3LeR//AJCtbqkeKzqL4eW5et3irEljREXAm6CIiAIiIAiIgCIqHsgOAeJqrNZrVkJJ38F0EI/kwsWrlnuvcwl1iytxPa4Ob+YAf8lgPM33rwzU58d7Wk/el5s+ltGh6PTrePZCP/iiqKnM33pzN96wco2RVFTmb705m+9MoFUVOZvvTmb70ygVRU5m+9OZvvTKBVFTmb705m+9MoFUVOZvvTmb70ygVRU5m+9OZvvTKB1fwS42xlFkWXSRe3LJHb4Xkdg0c7wPrLo/zLDfSiZ02z6V47gcE/LPkd0dUyxg9TBTNBO/w8SSP83wXR3D3jTMW0ix6iMQZNVU/r0522LnzHn3P1NLR9QCjh9I9nAyriJnsMFT4lPi1tp7eA127WyvHjSfb840H8nbyX0P0C030UaFN/4x4n3vfzZ81dMdQ+26hcVk9nLhXctvrg5YREXrrOIQREVtlQrT3VytPdRYKIiK2wERFBgIiKDJIHsrVceytVtlQpG/RSZHJLjOe4k9/sUtdSXGJu/nLG6N5/8A0WKORdx+ipuDo9R82tXN0nskNRt7zHOG/wDqLVaxHis5+HmjItXiqiS1ERcKbgIiIAiIgCIiAIiIAiIgIT+Ked1RxG6jSPPUZFWM+xshaP7AtVHutvcW9E6g4ldRIHjYuvcs32SBrx/Y5ahPde6WLTtKTXux8kc1V9t95RERZDIBERQYCIigwD2VquPZWqDKoIiK2yQREUWD38R1AznAap1bhOXXexzPIL3UFZJCHkduYNIDvt3XQen3pGOIfDWtpcgrrXl1I0gBt0pQydjR5Nlh5CSfMvDyuXVQ9lg3NlbXX30E/Df58ycKs6fsvBJdp56UbTW7htJqRhN5x6oOw9ZoXtrqY9OrnD2JGdewDX/WuANY8htWWar5dk9iqDPbrreauspZSwsL4nyuc07HqOhHQrDkWLaaVbWFSVSgms9WconVuJ1UlMIiLOZaQREVtlQrT3VytPdRYKIiK2wERFBgIiKDKoHsrVceytUGSC6V9Ha9zeKfHWtOwfQ3EH4j1WQ/8gual036OeldUcUdklaOlNbbhKfqMDm/+ZYOof8A1an+1+Rdo/eR7yXVEReem7CIiAIiIAiIgCIqHsgMcrtPtPblWTV9xw6xVNVO8vlmmoonPe7zLiRuSvw/Uw0w/ETHf6vh/wAqia4u7vkVp4k8+ooL5cIYhdS9kbKp7Wta9jHDYA9PpLT5yrKB2yO6f0yT/FdfQ6BU7mlGvxx9ZJ+x2rPaY0tcuKb4FKW23tMnF/Uw0w/ETHf6vh/yp+phph+ImO/1fD/lUHP3VZR+Ml0/pkn+KfdVlH4yXT+mSf4q5/w9p+/H8H7lP7/c+9L8TJxv1MNMPxEx3+r4f8qfqYaYfiJjv9Xw/wCVQc/dVlH4yXT+mSf4qn3VZP8AjHdP6ZJ/io/8P6a/zj+D9x/f7j3pfiZOP+phph+ImO/1fD/lT9TDTD8RMd/q+H/KoOPuqyf8Y7p/TJP8U+6rJ/xjun9Mk/xVP9AU/fj+D9x/f7n3pfiZOP8AqY6YfiLjv9Xw/wCCfqYaYfiJjv8AV8P+VQcfdTk/4yXT+mSf4q37qso/GS6f0yT/ABVP9A0/ej+D9yq16496X4mTk/qYaYfiJjv9Xw/5U/Uw0w/ETHf6vh/yqDb7q8o/GS6f0yT/ABT7qso/GS6f0yT/ABVH0Do42lH8C/Uf32496X4mTk/qYaYfiJjv9Xw/5U/Uw0w/EXHf6vh/yqDb7qso/GS6f0yT/FPuqyj8ZLp/TJP8VT/QlFf5R/Av1H99uPel+Jk5P6mOmH4i47/V8P8Agn6mGmH4iY7/AFfD/lUG33VZR+Ml0/pkn+Ko7Kso/GS6f0yT/FR/0LR96P4F+o/vtx70vxMnmrq+22G0T1sskFPR2+ndK/qGsjijaSfqAAUEOfZRU5tnGQZhWSOfNe7nU17i49R4srngfYCB9i+STJ8kljdFLkNyex4LXNdVyEOB7gjfqvMXQaRoy0pyfFxN46sYx4s1tzdO4xtgIiLcMxkERFbZUK091crT3UWCiIitsBERQYCIigySB7K1XHsrVbZULsf0W1QY9er/AE4J2lxSoJ+yrpf8Vxwu0PRYUpk1ryis26Q4xJHv7i6qpz/5Stdqm1nU7i9b/exJQERFwJugiIgCIiAIiIAiIgCIiAiD4/bV8mcUuVyhvK2vhoKtvx3pImk/zmFc7HuuxvSeY5Jbda7HkIi2hvFhjbz/AIUkMr2uH2NdH+dccnuva9Eqel02jJe6l8tvyOduVw1ZL4lERFsWWQiIoMBERQYB7K1XHsrVBlUERFbZIIiKLAVD2VVQ9lbYLURFBgIiKDKoIiK2yoVp7q5WnuosFERFbYCIigwERFBlUD2VquPZWqDJBde+jCtZrOIC5XDk3bQY7UuJ9xfLE0f3lchKQL0UeLPNXqBmssezGR0Vrgft3JMkko+zli/OtZqs+Czm/hj5l+2WaqJDkRFwRuQiIgCIiAIiIAiIgIguPm1OtfFFlTnNIFbHR1TT7w6njH94K53d3XZ/pQsVfbtXsby1ke0N6sYp3O981PM/m/3JY/zLjB3de1aJVVbTaMl7qXy2/I565jw1ZL4lERFs2WAiIrbAREUGArVcrVBklyCIitsqERFBgKjuyqqO7KDBaiIoMBERQZVBERW2VCtPdXK091FgoiIrbAREUGAiIoMkgeytVx7K1W2VC7z9FJanSZTn9729mGgoqXf4vke7/wBNcGKTr0WWKm3aSZRl0kfK+9XwUzDt9KKnhbsf580g+xanWpqFnL44X1Mi0WaqO1kRFwxuAiIgCIiAIiIAiIgCIiA4o9KLiAuemmK5pHFvJY7tJSPeB2iqY9zv/KhYo0T3U2fE9p8zU7QfMcSEXPUyW59XR7Dcipg2mj2+tzA0/BxUJju69R6HXSq2DovnBv5PfzyaXUIcNXi7SiIi6tmCERFBgIiKDAPZWq49laoMqgiIrbJBERRYCoeyqqHsrbBaiIoMBERQZVBERW2VCtPdXK091FgoiIrbAREUGAiIoMqgeytVx7K1QZIKWr0b2IyY5w20d4nh8OTJLnV3EbjYljXCBp+3wSR8ConrXbqu8XOktFvhdNVV08dNBG0bl8j3BrWge8khTy6c4nTYHgGOYXSMa2Kx2uloBy9iY4mtJ+0gn7VznSCtw0Y0u15+X/szbKOZuXYZEiIuSNmEREAREQBERAEREBxb6UPDprnpXjWZ00BebHeDTVDgP1uGojI5j8OeONv1uCjMd3U3XEngc2peheZ4dS0/j1VZa5JaSMDcuqIiJYgPiXxtH2qEZ24OxGxHQheo9Drn0tg6L5wf0e/nk0uoQ4avF2lqIi6xmCERFbYCIigwFarlaoMkuQREVtlQiIoMBUd2VVR3ZQYLURFBgIiKDKoIiK2yoVp7q5WnuosFERFbYCIigwERFBkkD2VquPZWq2yoU0PBbh8mFcNGEW+eHw566g+VJBtsd6l7pW7/AMh7VEDptiFXqBqBjmE0UT5Jb3c6eiAaNyGvkAc76g0kk+4FTy2+hprZQU1to4mxU9LCyCJjRsGsaAGgD3AALmekNbEIUl17mfYx3cj6ERFyxsQiIgCIiAIiIAiIgCIiAo5ocC1wBB7gqFTiq0xbpJrvlOK0tIae3SVRr7azbZopZ/bY1vvDdyz+QVNYuJfSaaPTZHhNo1ds9GH1WMv9TuTmj2jRSu9h5PmGSkDby8UnyK6fonf/AGS+9FJ+rU28er9PEwr6l6SlxLmiNNEReqs0gREUGAiIoMA9larj2VqgyqCIitskERFFgKh7KqoeytsFqIh7KDAPTui6j1Is+D3vRqdujdq0zulNjljtEt/rYKOrjyCCTaFs05fJtC5rpyWu5QSGu+JI+rUfCrBnOB/Jegli0zvtvtk9mtlVXW2jrIb+2ecMiY+V83LE5ss+4JYCRuAfMrWLUIvDcWsvG/Vy59mc7dpe9C1nc5SRdF676OY/ieCx0unFxxe90mBzx0WXXKkme65uudQ5zfnWvja1tO17HxRiNzt+Ul/U9Po0Y0RtFTpk3I7tW4rJmGobp7Phdsvs8rGAMcGy1TeRjmmYvIjjEhawElxPYKjv6fovS/HGOv8AbbfuK+ilxcJzYOvZWH3rqHQ+92SgtWR0epOg+BVFj04ttQ683Opt0xuNRW87o6elMnjeH4sk3s78mwaxx8lzSytZFdG3IUNM5jKgT+rPaTCQHc3hkb78vltv2U6dd1JSjjl9f5z8SMo8KTzzPk7d0XU10vOL5Jotbrlf9BMMtF6zu/QWvG48bt00Va+kikb61UM8WaTcueWwxjYbuLydwOuY6pYDo5Ybfcr1d8Ww+W0Yrn1soXfcq6V9TQ2Z3N40Nz3duZHBgHQk+I2QBwWG9QSai4vOWup8sLzePBlz0Od0zijv2Rdc1ekNivlqj1GwzDLVk9yqrJ6lb7fbIDSW+prn1E0ZuHgz8jvDYx0MUbOUeNUNds1wY4u5Jmhlp5nwVEb45Y3Fj2PBDmuB2IIPYgq7QuY3GcdRbnBw5liIiusigeytVx7KxQZI6W9H5pdNqHxCWu8T0ZltmHxm81L3N9gTN9mnb+V4hDgPdG73KXtctejy0afpnojFlNzjLbtm723SQFuxipQOWnZ8d27yf+Lt5LqVcHq9z9ounjlHb9fqbi1p+jprPWERFqzICIiAIiIAiIgCIiAoexULXFnphPpPrzlGOCl8Ggqqo3O2kDZrqac87eX4NcXM+thU0y4l9Jpo8cgwa06wWuMmrxmT1G4NDfp0czhyvJ/eS7D6pT7l0/RS+VpfqnJ+rU28er9PEw76l6Sllc0RpoiL1ZmjCIitsBERQYCtVytUGSXIIiK2yoREUGAqO7Kqo7soMFqIvtstGy4XihoJYaiVlTUxROjp280rw5wBawebjvsB79lbk8bg+L4ou7sz4d9NMou02G23E8ds9Pb80s9jo6rG6ySe401BOS2YXZskjxFJ2a0uaD4o5eo3313dNOMQ1wx7K7bp7placUvuI5lbsetj7fJPtW0lXLNCBVeLI4OkYYQ8yDl6E9NlqYarSqLiw0ts8ts4x1/HwMj0EonKqLfXERphjuK2C012mUuPXfFLDObDX3ygqjLWVl1LS+R1U0gCNp5XeEGbt5W/SJJ29zD+H2IaPQ+DFjl11H1AonXGxWmurXR1NJaYi8ulp49uR9RKY37czgAxns7uJAuO+pejVTteP/fZhbsp6KWWjmlWnuumNJbZpjn2m+S4/wDqVWUSY7ilXXT3F1yfJkVXdWNL2y00TXtb6s07czfDIawHmcT353sF1gsl8obxUWiiusVHOyZ9FWhxgqA07mOQMc13Kex2IPxUoV/SOUcNOPcRcMYeeZ5yLqDMa3TSq0909dlmk+HYVds1v0Fe6ptMVSz1TH45RG+aYSSyO+dcXlu33kZPmF6ec2fTduQ4zmc2H6XR6ay3i5UMN1xs3B7HVTadzqaC4tlIk5WudA9/hsALS/YnssT7dyzB9fZ1E/RfE5NVF1Tm2idtpsbv+f4Zp9Hfp7zaaV1FTWyOQW+2RGnaau4xxyES7PlinFPG4b8jZJS0NDFyuVdo3EbhNxITg4PDKIiK4yiB7K1XHsrep6AblW2VOyvRj6YTZJq9cdSqql5qDEqJ0cMjh09cqGljQPeRH4pPu3b7wpRlongu0efo1oPZbTcIuS73ofLNy6bFsszQWxn8iMMafiHLey4DVLn7TcykuS2Xgbm3p+jppBERa8vhERAEREAREQBERAEREAXlZVjNnzPGrnieQ0jam23elko6qI9OaN7S07HyPXoe4OxXqoqxk4tSjzQazsQW6yaYXnRzUm+ae3uOTxLXUFsErm7Cop3dYpR8HMIPwO47hYWpR/SGcOz9SMHj1TxagfNkWKQu9aiibu6qt+/M8bdy6M7vG33peOvTaLheyaLqcdUtI1f8ltLv/fmc9c0XRm49XUERFtGWAiIoMA9larj2VqgyqCIitskERFFgKh7KqoeytsFqb7ddgfgeyIoMG0L1r9fbji1ditnwzEMchvApm3iez2oU8txZA4OYyT2i1rOdoc5rGtDiOu/Vfte+IvLK2zS2bGMbxnDmVtdS3O4S49b/AFSSsqad3NC53tEMax+zwxga3mG+y1SixPstFf4/H+fJE1Ul2m3r9xK5PfaeWlOF4dRR3O70t7vzKW17NvdTA/nYKprnEGMuLiY2BrSXOO25KrjvE1l2OU9FDFieJVcljuFXc8emqbaXOsktQ8ve2mAcG+GHbOax4eGkAjsNtQIrbtKHDw8O38/Lbu25EvSS55Muq9UcqrcFq8Amni9Sud6dfrlOGn1iuquQtb4r9+rW8zyG7bczyTudtvkzTJrRkVNjlParBR259ns0Nuq5aemZCa2dr5HGaQN+k/Z7Wl5O7uQE7b7DHFae6l6KEd0inE2Znf8AVrML7ecXvbKiG3S4ZR0dFY46NnLHRtpnc7HtDt93mTd7nHfmcevTYLIcz4h8kzKyXawuxTGbRBkdyhu1/fbaR8T7rUxElhlJeQ1vM57uWPlG7ie5K1UitSt6Wz4eXL+d+/eV45dpti28SObUOSV2R1NpsdaKl1A+moJaZ7aS3uoXb0fq7I3tLBFudmklruZ3MHblawuVxrLvcau7XCYy1VbO+onkIA55HuLnHYdOpJK+ZFGNKFN5isFHJy5hERVZRA9lt7hU0Qq9eNYbTir6ZzrLRuFwvUoOwZSMI3bv73nlYNuvtb9gVqOOKWeRsMMbnySODWNaNy4nsAPMqYPgk4d26EaVw1F8omR5ZkoZW3Z3d8Ldt4qbf94Cd9vvnO6kALU6teqzoPHtPZfr4GTb0vSz+COhKWmp6Omio6WCOGCBjY4442hrWMA2DQB2AHTZfqiLgjchERAEREAREQBERAEREAXlZXjNpzPGrpid+pWVNuu9JLR1MThuHRvaWn7evQ+R2K9VFWMnFqUeaHMgr1g0zvej+o9809vsZE1rqS2KXyngd7UUrfg5hafgdweoKw1SfekU4eHZ7hceruLW4SX3F4i24NjHt1Nu33J28zESXfkuf32AUYK9l0XUo6paRq/5LaXf+/M564o+hqOPV1BERbNlgIiKDAVquVqgyS5BERW2VCIigwFR3ZVVHdlBgtX1Wu5VtmudJeLbMYauhnjqYJAAeSRjg5p2PuIC+VFCSzswbnvnFPm9eLrWY7j1gxi75BdKW8Xq52uOYT3Crp5fGie4SyPZGBKA8tja0Od336q268UmcTyQT4zYcfxaY36HJ6+S1U8gNxuURJZLMJHvAaC5x8JnKzdzvZ6rTSLD+xUF/iv5/PDqLiqzfWbdr+Iiqqo6C20el+FUVkguzr7XWiOkmkpbnWmN0YfOJJXOLGh7uWNpaxu52CvsfE1l1itVojhxnHZr7jltls9jyGWnlNbb6OQv+bYBJ4Ti3xXhjnsc5od0K0+ig7Sg1hxK+klzybdoOJPJrbYBRUeIYvFfm2N2NjI2Ub21/qDmlhYQHiEv5Dy+KY+fb75YLneRWPI79TXCx47SWqlgt9FSyQU0IhZNNFAxkspaCdi94c49STvuepKxxWnukaFOm+KKwyjm2sMzjKNW73l+oVHn98s9oqTbm0sNJaZacvt8VNTsayKn8Iu6x7N6gnqS4k9SvTyXW+qyChsWN0uC45aMWsNyfd22GiZP6tV1T+UPfO6SV0j92sDducAN6DZazRW3Qp7bcuRXjlubdtfE1ntBX3a71dFarhcLhcH3WkqZ4pGm21Rp3UwdAxj2s5Gwv5GxvDmNDW7DotRfEoipGlCm24LGSjk5cwiIqsIHsuhOB7QuTWnWmhmulAJ8bxgsul0Mg+bkLXfMwH387x1Hm1r1oKhoay6VtPbbdSyVNVVysgghjbzPkkcQGtaB3JJAUznCRoHS6A6SUFgqqeMZDcw2vvkzTzF1S4dIwfwY27MG3TcOP3y02sXv2Sg1F+tLZfmzJtqXpJ78kbqADQABsB0VURcKbgIiIAiIgCIiAIiIAiIgCIiAIiIC2SNk0bopWBzHgtc0jcEHuCol+OHhjm0Szp2W4vQkYZkk730vJ1FDUndz6c+5vcs+G4+9UtSxvUXT/GdUcNueDZfQCrtl0hMUrenMw92yMJ+i9pAIPkQtvouqz0m4VTnF7SXw/VdXy6zHuaCrwx19RA6i2bxA6DZZw/Z5UYjkMT5qKQmW13FrNo62n36OHucN9nN7g/AgnWS9epVqdxTjVpPMXumaGUXB8MuYREVWRB7K1XHsrVBlUERFbZIIiKLAVD2VVQ9lbYLURFBgIiKDKoIiK2yoVp7q5WnuosFERFbYCIigwERb54SuGC9cRWbN9bjmpMQtEjX3iub7JeNwRTRHb9ccPP71u5PXYGxXrQt4OpUeEicIucuGJuH0eXC67M79Frfm9ua6xWaYizU08e4rKtv7tsehZGe3fd/5J3kzA26L4LBYbRi9kocdsFBFRW6207Kalp4m7MijYNmtH2L0F55fXkr6s6kuXUuxG7o0lSjwoIiLDLoREQBERAEREAREQBERAEREB+c8ENTDJTVETJYpWlj2PG7XNI2II8wQoiuNThqqNB9Qn3ew0e2HZHK+e2lgJbSSd30rj5cvdvvbt5gqXlYhqtpfi2sWDXLAsvpTLQ3CPYSM28SnlHVksZIOz2nqPzHcEhbnQ9WlpNzxveD2kvh296/Yx7mgq8MdfUQUIs91r0ay3QzPa3BsspzzQnxKOrY35qspyTySsPuPmO4IIPZYEvXKdWFeCqU3lPdM0EouLwwiIqsoFarlaoMkuQREVtlQiIoMBUd2VVR3ZQYLURFBgIiKDKoIiK2yoVp7q5WnuosFERFbYCIigwERdA8IHC9duIbN21N0gnpsMs0rZLtWD2fGd0IpYz+G4dyPot6nqW749etC3g6lR4SLlOLm+GJvL0c3DC67V7Nfs3tzTQ0bnR45TzNO8s43D6og9OVvZnfd3MenKCZG18lptNusVrpLLZ6OKkoaGFlPTQRNDWRRsADWtA7AAAL6155e3c72s6svBdiN1SpKlHhQREWIXQiIgCIiAIiIAiIgCIiAIiIAiIgCIiA15rjohhmvOEVOG5dS8pO8lDXRsBnop9ukkZP5i3s4dD7xD3rXonm+hGZz4fmlDynrJRVkYJgrYN9hJG7+9vdp6FTjrBNY9GMG1xxCbD85tonhcfEpqmP2Z6SXbpJE/wAj7x2I6EELotC16elz9HU3pvmuz4r811mJc2qrrK5kGiLcPERww6gcO9+NNfqd1wsNS8i33qCMiGcddmvG58OTbu0n6iR1Wnl6dQuKd1TVWi8xfWaScJQfDJbg9larj2VqmyiCIitskERFFgKh7KqoeytsFqIigwERFBlUERFbZUK091crT3UWCiIitsBEXRvCzwaZnr/cYb/eWVFjwmCUePcXM2lrAD1jpgR7R6bF59lv749FjXFenbQdSq8JE4QlUfDExbhp4Zsy4jMtbbrXHJQY9QyNN2u72HkgYevIzps+UgdG+Xc7BTCacac4lpTh9vwfCrWyhtdujDWM7vkd99JI7u57j1Lj/cv0wDT/ABHTHFaHDcJssFstVAwMjiib1cfN73d3vcepcepKyJcHqWpzv59kFyX5v4m4t7dUV8QiItWZAREQBERAEREAREQBERAEREAREQBERAao4i+HjEeIfCZMcvjRSXSl5pbVdI2Ay0k3u+MbtgHN8x1GxAIh71O0wzLSHMKzCM4tbqK40Z3B7xzxn6MsbuzmO8j9h2IIU7a1VxB8OuDcQ2JmxZPB6tcqUOfbLrC356jlI+znYfvmE7H4EAjpdB1+WmS9DW3pv6fFfDtX8eFdWqrLijzITkWwtatDM+0HyuTGM3thY15LqKviBNNWxj7+N32jdp2cD3HZa9XptOrCvBVKbzF8mjSyi4vDCtVytVWVXIIiK2yoREUGAqO7Kqo7soMFqIigwERFBlUERFbZUK091crT3UWCiIitsBEW/OF/hGzfiJvLK9zJrPh9JKBXXeSP9d2PtRU4P05O43+i3ueuzTj169O3g6lV4SJQhKb4Y8zxOGvhszDiLzFlotMclHYqGRjrvdnN9imjP3rd/pyO2Ia37T0CmH0506xPSrD7dg+F2uOitlujDGNAHPI776R5++e49Sfeqacab4fpRiVDhWD2iK32yhZyta3q+R330kju73k9ST/dsFk64LU9TnfzwtoLkvzf82Nzb26or4hERasyAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgPLybGMfzKx1mNZTaKa52uvj8KopalgeyRvfqPgQCD3BAIUcvEt6O7JMSlqsv0QjqL7Zi50stlJ5q2kaeu0X/bMHbb6Y6fT6lSXItlp2q3Olz4qL2fNPk/52lmtQhXWJH8/c8MtPLJT1ET45YnFj2PaQ5rgeoIPYr81MrrzweaRa8sfcLpbfkTIeU8l5tzGslefLxm/RmH5Xte5w3Kjp1t4Jda9GDNcnWc5LYGPIFztMbpORvk6aHq+Lp3PVo7cy9D07pDaahiLfBPsf5Pr8/gamraVKO/NGgEQgtJa4EEHYg+SLdMxgiIosBUPZVVD2VtgtREUGAiIoMqgiIrbKhWnurlWCnqKudlNSwSTTSuDGRxtLnOcewAHUlRfIH5r7bNZbvkd1pbHYLZVXG4Vsghp6WliMksrz2a1repK6Z0M9HzrBqiaS9ZjCcLx6Yhxkro962WP/AFdP0c3fyMnL7wCO8imiXDTpPoJbRTYTj7HXGQbVF2q9payc+4ybey3960Bvw36rQ3+uW9r6sHxS+HLxZl0rSdTd7I5P4Y/Rx+E+kzbiAYHOb87BjUbwW/D1p47+/wANp93MT1au/Lfb6C1UMFstdFBSUlLG2GCCCMMjiY0bNa1o6AAAAAL6EXF3d7WvZ8dV+HUjaUqUaSxEIiLELgREQBERAEREAREQBERAEREAREQBERAEREAREQGLaj6Z4TqxjFRiGeWKC6W2o9rkkGz4pACBJG8dWPG52cOvU+RKjA4leBjP9FZKrJsRZU5Ph7A6V1TDHvU0LB/27G/egfujfZ6EkNUtCtexkjSyRoc1w2II3BHuW30vWbnSpf8ALeYvnF8v2Zj17aFdb8+0/n7+KtUrPEH6PzTfVV9XkuAuixDJJQXkQx/6BVSf6yIfrZPm5n1lrio7tXuHnVrQ+4mjz3FKinpXH5m5U48aimBPTlmb7IP712zvh1Xouna3aaksQliXuvn4dvgamrbVKPNbdprdERbNlgIiKDAVHdlVUd2UGC1ERQYCIigyqCIitsqFae6uVp7qLBRfpT09RWTx0tJBJPNM8RxxxtLnPcTsGgDqST02W8dDuDXWnXF8VfbbG6x2AvAfd7qx0UTm+ZiYRzzdPNo5d+hcFJHoBwc6SaBxMuNtt5vmSFoEl6uDA6Rp8xCz6MI7/R9ryLj0Wlv9Zt7P1U+KXYvzfUZNG1nV35I5Q4YPR1XnIJaTNteaaa12xrhLBj25bU1I7j1gjrE394PbPny+ci9ksloxy00lisNup6C30MTYKamp4wyOKNo2DWtHQAL7eyquJvb+tfT4qr26l1I2tKjCisRCIiwi6EREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFQgEbHsVVEBpHVvg50H1hkqLhfMRjtl3qAS66WkilqHO/CeACyQ/F7SVxzqZ6MLUqwsqLhppldtyaBhLo6KqHqdW4eTQTvE4/W5n/JSaIttZ63fWS4ac8rse6/VeBYqW1Kpu1uQWZzopq1przPznTy+WiFh5TUT0jjBv/3rd2H+csKX9A0kccrHRSsa9jhs5rhuCPiFrbK+GrQTNjI/JNJ8dqJJd+eaKjFPKSe554uV2/x3XQ0Ol6axXpeKf5P9TDnp/uyIQlQ9lK5kno1+HK8yOls7MjsJPUR0dy8WMfZO17v95YNcPRV4JMXfJmq19pgewnoYZtvzFq2UOk+nz5trvX6ZLDsayI2kUhFR6J+Iu3pdc3ge6THQT+cVP/JXU3ooKYO3rNcZXD3RY8Gn85qT/cpvpDp3P0n0l+hH7HW7PIj1RSU230VmncLgbtqhkNW3zEFLDBv+fnWwcW9HHw0Y+5stzs96yB7SD/8AKNze1u/5MHh7/busep0lsY+y2+5frgnGxqvmRKrZOC8N+umpDYZcP0wvlZTz7GOqlp/V6dwPmJZS1hHx3Uw2JaD6M4K+OXE9Msdt00X0Jo6CN0rT7/EcC7f47rOwABsFqq/SptYoU/m/yX6mRGw95kc2mnotcirH09dqxn1Lb4Ds+W32Zhmm2/BM0gDGn4hrx9a7I0n4ZdFdFg2fBsJpIbgG8jrlVf6RWOHn86/ct38w3YfBbSRaC61S7vNqk9uxbL+d5l07enT9lBERa8vBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAF81xttvu9FNbbrQ09ZSVDDHNBURtkjkaRsWua4EEEeRX0oieN0Dk7V70cujGeCW44K6fCbo8lwFGPFonn3GBx9ke7kc0D3Fcc6ocAXEJp3M+W1WCLL7cAXCqsr+d7R7nQP5ZAfyQ4fFS7ot7Z9Ir609Vy4l2S3+vMxalnSqb4x3EAd3s14x+vltV+tVZba2A7S01XA6GVh+LXAEL41PXlOCYXm9MKPMMUtN6hAIayuo45uXf3cwO32LR2aej94ZsvL5qbD6rHql53MtnrXxD/AGb+eMfY0LoaHS6hNYr03Hu3X5GHPT5r2XkiFVHdlJDe/RV4RUFxx7Va90O/0RV0EVSB9fK6NYDe/RV6gQc33O6q4/Wj7312jmpf+DxFsYdIdOqf/pjvT/QsuzrLqOGkXYEnoveIFjto8mwV494r6of306vp/Rda/SOAnyvBoW79T67VO/up1ces2HP0qI/Zq3unHiLvCyeimyqblOR6wWqk/CbQ2uSo/MXvj/uWf2L0WGmFK5rsi1HyS47fSFNDDSg/nEhH51i1OkGnw5Tz3J/oTjZ1n1EaC9vFMHzLOq8WvDMWut7q+m8VBSPmLQfN3KDyj4nYKXnC+B/hmwgMkpdNqa6VLNt6i7zyVjnEefI8+GPsaFuiy2Cx45RMtuP2eittJH9CCkp2Qxt+prQAtVX6U00sUYN9+36mRCwk/aZFxpZ6NvW3NGMr84qaDCqIkfN1ThU1jm+8RRnlb9Tng/Bdo6O8DGg+kjqW5GwnJr5TFrxcbzyy8sg680cO3hs2PboXD8LzXQqLQXes3d3lSlhdi2/cy6drTp7pZZaxjY2hjGhrQNgANgFciLVGQEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREARFqfXDXUaN1FngONm6C6snfv6z4Xh+GWD8E778/9ix7u7o2VJ167xFc337dRl2NjX1KvG2to8U3nCylyWXz25G2EWhdK+KNupmb0WHDDjQeuMmf4/rvicvJG5/0eQb78u3dbCuWsmEWu50Fpmlus89zrai3UppbRVVEclTA6UTRc8cZaHM8CZxBPRrC7t1Vuyv7fUabq20sxzjk1v495c1HTLrSaqoXkeGTWcZT23XU32MzhFiOOaqYXldzitNmr6l09TBJVUZnoZ6eOugY5rXy00kjGsnYC9ntRlw2c09nAn3rTe6C80UFbSPkYKhniMinidDMB++jeA5vl3A7hZhgHoIsc/VAxc2N+RR1z5aGKWeGWSKB7zE6EyCQvAG7QDDIOY7DoOvUb2Y1qLiuWSVbbLWyyR0R5ZZ5KaSKHmEskRY2R7Q1zg+F4LQSQOUno4EgZMi/NtTTvkMTJ43PaNy0OBIH1LHsM1Bx3PhcX44a2SG2VLaZ809FLBHMXRtka+Jz2gSMLXtPM3cdfcQSBkqIta8Q2sjdBdL6/Ul9gN5bQzwQmkFR4Jd4kgZvz8rttt9+ynThKrJQjzZSTUVlmykXBmPelLpb9f7bYxo3LCbjWQ0nifLQdyeI8N5tvB67b77LsfLtUMMwaoNNkdwqIXx0rq6o8CinqG0lKCQZ5zExwhi3Dvbfyt9l3X2TteuLStatKssZIU6sKvssyxFj0Gf4fU3aGyU9/pJquofJGxkb+YczI4pHN5h0B5J4nDr1DhsvbNXSgkGpiBDg0+2Oh931rGLh+yL4KW9UFXU1lIx0sclFUClk8aF8Qe8xsf8ANlwAkbtI32m7jfcb7ggfM/LLIx92hbUukmshAq4YonyStJibKA1jQXPPI9p2aD327oD2EWLWzUrErvfpcbt1fLPXU5eJ2spZSyHllqIjzycvKwc9JUNBJG5Z07jfJG1VM8tDaiMl/VoDh7X1e9Afqixq36hY1dc1uGA0EtXNdLXTtqKsto5fV4w7bZhn5fD59iDy82+31HbJUAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAERaE1T4pG6a5tXYecNNf6k2J3j+u+Hzc8bX/R5Dttzbd1h3t/b6dTVW5lwxbxyb38O4z9O0u61aq6FnHiklnGUttl1tdqN9otRaT8QdBqNZsjv1zsvyLRY3CKmpkM5m+a5Hve7YNB6BhPTfde0/XjTmGethqq26Uwt8EFTNNPZ6uOHkncWU/LIY+V5le0sja0kyO2a0EkBXLW6pXtJV6DzF8n9OstXtlX0+vK2uY8M481s+az1bGw0WNWbUHG79ba64259a42yobS1tLJQTx1dPK4Mc1r4HsEg3bIxwPLsWuDh06r779lNixuwXTJrtcI47dZqWWsrZW+34UUbC95IbuejQTttusgxT1kWJZVqlhuFxx1GRXGSngljdI2obTSyQnlY95b4jWlvNyxPPLvvsOy9+ivNBXN5o5HR7ySRNbMwxOeWOLXFocAS3p0I6EdRuEB9yLyL/lmP4zYazJrxcoordQN5ppW7ybHcANAbuXOLiGhoBJJAA3KuxbI6HLsfoMltkFZDS3CFs8TKylfTzNafwo3gOB+zY9xuCCgPVRFzzxXcW0PDDU41Ty4Q/IPuiZVvBbXCn8HwDEPwHc2/i/DbZXaNGdxNU6ay2RnNQXFLkdDIuQ+Hzj/p9d9U7ZppHplJZzcYqiX1x10EwZ4UTpNuTwm778u3ddGfqtYJ8vSY98sP8eKqkoXVBpJvU/Wo2F76cVPJ4Jla1riY+fmHKRtuCFK4tqtrLgqrDKQqRqLMTMEXi2PMsbySWpist2hqjSCIylh6bSRMlYQT3BjkY7ce9eoKulcGltRG7mBc0NcCXAe73qwTP2RfJQXSjuVPBU08jgKiJs7I5WGOUMcARzMcA5p6jcEAjzWM3DVvBrZiAzuoukrrH4c8z6uGlllbFHDFLJI+QNaTG0Nhf1cACdgOrmggZii8Sx5hYcijlntdU58ML3RmZ8T44y9sskTmtc4AOIfC8EAkjYeRG/rCqpyXtbPGXMG7gHDdo+Pu7FAfqixnAtRMZ1KtD79ic1XUW8SujiqZqOWCOoAJAkidI0CSM7dHt3BWTIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAufuKXSjOtS6zHZMNtDK1tvjqW1BdUxRcpeY+X6bhv9E9vcugUWHf2NPUbeVtVbUXjlz2efibDS9SraRdRvKCTlHPPlumuprtOS9A9BNUsG1RteS5Nj0VLb6aOobLK2tgkLS+F7W+y15J6keS3hHpExtbYKt99c5tkyW75CWCn28b16KsjMO/N7PJ65vzdd+TsN+mxEVrTNMo6TRdCg203nfwXUl2F7WdZuNcuFc3KSkklsmlhNvrb7TWmG6U3/H7jYXX7MqW6WzEaN9DY6WntRpZWsdG2IOqZTM8TPEbeUcjYm7kktJ22xrAuGanwa6WC7x5W2qq7LehdJJhbxHJUw/I77f6qXeISGc7mz+Y5mAbb+0N4Itiak0Q3hikfXVdXNmFNGJHVohbSWnwS5lTLUyONQfGPjyNdU7Mfs3ZrXDb2yR51Pwmz0F+rcjo84oaiep5OSluVj9ZpBtLc3uMkXjt5ztdCGnccroQeocWjohEBqPTPh8odM7tZ7pRZLPXyWqirqGSappwamtZOKMMdNLzbvcz1PfcjqZTty7dfu0b0ou+m9wyy53W90NR90dyFVFRW2jfSUdMxnM1r2wukeGyvaW+IW8rSWN6bgk7ORAFo/jL02zLVnQe74TgVpFxvFXVUkkVOZ44Q5rJmuceaRzWjYA+a3giuUqjo1FUjzTyRlFSi4siQw7gM4pLTl1jutfpzFHTUdypqiZ/yxRHljZK1zjsJtzsAeykrzLTjKbvkddkWHZhQ2WW9WmGy3QVlpNaTBE+Z0ckHz0bY5B6zKPbbI07t3b067ERZN5fVL5p1Etuwt0qMaOeE0LT8Kdmon3SkpLtb226ohrGUEclpD6imknt9PSCV8pk2kcw03iNIaw7vcN9/aVlj4UqC2ZpacquGRwXKK05JPf8AwqmknklqxJBXsbFM6SodEXRyV4e17YmkeCBtu7du/UWEXjR9/wCGeO+5tk2Zy5ZG2W+1AqqWN1u53W+UNtYD2P8AE6uHyYeoDT8/+99r6s64fKjNcquV/wDuooqGG4PknHJai6rZIbc+iDDP4o5odpDIY+Qbua32ui3MiA0FkHCzLe8lqMjjzpkLppppxTyWvxInOdVXCoDJR4o8SPe4Bj2dOdsbhuOf2frsnDP8l17r1PlVK64uuttujHU1q8GKk9XuNRWTQUzfFcYopW1BiLQ47AEnm5uUbyRAattGk17odfLzqzLe6CG211mp7eyhoqSSCWpka95L6p3iGOYtBbyv5A7bZu4DTz7SREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFyVr1oJqlnGp91yTGsejqrfUsgEUrq2CMkthY0+y54I6g+S61Ra7U9Mo6tRVGu2knnbxXWn2m30bWbjQ7h3Nsk5NY3Taw2n1NdhzdoZodm1gw3O8TzKkZaDk9AaGCZssdRyh8Usbn7Md125wdiRv71nd40Ihu1NUsOTSQVPq2OCinbShwp6uz1ElRBM5pdtIx73t5o+nstIDtyC3ayK7YWVPT7eNtSbcY9vPd5+Bj6nqNXVbqd3XSUpYzjlskutvsNZ0ukVzqaDJajJcqp6y/ZTLROq6yjtzqamiipXNMUccDpXuHZ+7nSEkvPkA0eb/0fKOPBMswqkv0MH3VYy7H5qhlvADZHetb1LmB48Rx9aALSQT4f0uvTbyLMMA53vfCZNkE1TW1eb0dJPWNnEsVBZPApIzJDJEPCi8Y8gDXhzhzHmfzu3HNsMir+Hqarv7rvHllOIp6jx5my2zxJouWvnrGCnl8UeDzGoMch5Xc7GNHsrcyIDVFv0OFg0+yDC7HcLS914t1JSNbWWlslJ4kFJHA58kAeOfxPDBPUEb9ztusp0owir06wO2YhXXp90moRJvMfEDGh73PEUYke97YmB3IxrnuIa0DfosuRAFxr6Qbh61a10rcHl0xxhl2bZorg2tLq2Cn8MymDk/XXt5t/Df2322XZSK/bXErWqqsOa7SFSCqR4WRx8HPCJr/AKT6/WLN87wmO3Wajp62OeoFzpZi0yU72NHJHI5x3c4DoF13W6C3G4RPxaqy+lfhgvdRkMVuNrProqpaiSqLHVXjcroRUSufy+FzFuzC4jffcKKd3dzvJ+kqYzjGxSlSVGPDE52fwktqrBT2yoy6go62KVviVlrsxpS+nbZ5rcIABMXBpMjZne3sXMI2G4c3OtNdEbdgVabtPNQVdabf6lG6KlmAp3GoqJpHxOnmmkYH+sAFoft7G/Y7DZ6LFLhq3CNDqfDLvbb229Q1NXQ+E2SUUQjkmiZbKei8Mv5yeXmpxLt1G7gPLmOtbzwaVd7sD7HNqDQUnLBVUsUlHYTF4kc1Hc6fnnHrB8WUOufNzbt6Qhuw5i4dOIgNGV/DXVzRymlzCikkklnd4dfaDUU/LNJXOcTGJm7yNFd7Dt+hjJ2PPsMmwLRWnwK5x3WkvLKmoAvAnldRhstT65VRTxmV/Nu8xCMtG/fnJHL2OzUQGs9ENKrtpbQ3qC53qgqBdK+SqhorXRy0lBSNL3n5qB80ojLw4FwjLWey3Zu/M92zERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAf/2Q==" width="603px" alt="it outsourcing trends 2023"/></p>
<p>Learn insights into why corporations are shedding customers and market share by not having effective onboarding. While corporations shifted to ‘virtual learning’ as a outcome of want, most lack a cohesive and scalable training and onboarding technique for brand spanking new hires in a global hybrid workforce. Enter digital workers, the place AI and automation meet to support worker and buyer experiences. It calls for a shift in company tradition, management philosophy, and workforce adaptation, where the focus moves from reactive to proactive, from assist to achievement. The path forward lies in a delicate stability between leveraging technology’s capabilities and empowering folks toward larger productivity, collaboration, flexibility, and automation to allow clients to attain extra.</p>
<p>Furthermore, the worldwide outsourcing trade is continuous to adapt and grow in response to the challenges of the current, and BPO suppliers are becoming extra agile, flexible and adaptable to meet excessive demand. To facilitate seamless collaboration, companies are building international groups and developing agile, highly responsive ways of working. However, over 60% to 65% of strategic partnerships end in failure, often as a end result of unrealistic expectations, incapability to reach a consensus on objectives, and insufficient trust or communication. For these causes, outsourced partnerships ought to at all times be based mostly on transparency and open communication, with clearly defined targets and expectations from each parties. With the growing prevalence of cyber threats and data breaches, security and data protection have turn out to be important issues for businesses throughout industries.</p>
<ul>
<li>Despite the global slowdown, there are still plenty of alternatives for the IT sector to thrive and maintain the bullish pattern in the coming yr.</li>
<li>This IT outsourcing pattern is prone to reshape companies’ storage, administration, and utilization of their knowledge and cloud functions.</li>
<li>If there is likely one of the future developments of outsourcing that forecasters agree on, it&#8217;s the heightened importance of knowledge security.</li>
<li>According to Gartner’s forecast, by 2026, around 75%[5] of businesses are predicted to embrace a digital transformation strategy centered across the cloud as the first foundational platform.</li>
</ul>
<p>The first eight years of his career included a quantity of call heart operational roles. He at present serves as the VP and GM of Listener Care for SiriusXM with responsibility for all stay buyer interactions. His scope includes partnerships with 16 BPOs, in nine geographies, representing greater than 60 help middle locations. Generative AI brings forth a model new realm of potentialities for enhancing the customer experience.</p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/iVjfV4wwcvo' frameborder='0' alt='it outsourcing trends 2023' allowfullscreen></iframe></div>
<p>When the demand for IT outsourcing services began to increase, more and more IT corporations determined to offer their clients with the power to outsource IT specialists from all attainable industries. In mild of such high recognition, we have collected the most nicely liked future developments of outsourcing which you definitely ought to bear in mind to rock in 2022. The following are the main firms within the enterprise process outsourcing market. These companies collectively hold the most important market share and dictate business tendencies. Regarding software program growth outsourcing trends, prioritizing expertise over value strengthens. While price is crucial, focusing solely on cost-cutting measures can result in compromised high quality and a subpar final product.</p>
<p>Outdated pricing fashions are leading finance and accounting firms to reexamine their outsourced contracts. As outsourced processes become increasingly automated, traditional “headcount-based” pricing fashions have largely turn out to be expensive and out of date. Of the $92.5 billion in contracts generated by world outsourcing companies, $66.5 billion got here from data know-how (IT) companies. Business process outsourcing made up the remaining $26 billion in whole contract values.</p>
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" width="608px" alt="it outsourcing trends 2023"/></p>
<p>It is now common within the United States for companies to outsource functions similar to payroll, marketing, customer support, and logistics to a BPO. This will allow organizations to concentrate on their core competencies whereas ensuring such vital processes obtain high quality attention from experts. Today, corporations are coming to understand that it&#8217;s now not solely about price reduction but in addition about improving service high quality and tapping into global outsourcing providers talent. IT outsourcing companies involve corporations delegating varied IT features to third-party providers.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/shocking-outsourcing-stats-from-2024-to-2027-that/">Shocking Outsourcing Stats From 2024 To 2027 That Can Change Your Business Strategy</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>What Is Overfitting? Overfitting In Machine Learning Defined</title>
		<link>http://www.joeblair.com.au/what-is-overfitting-overfitting-in-machine/</link>
		<comments>http://www.joeblair.com.au/what-is-overfitting-overfitting-in-machine/#comments</comments>
		<pubDate>Mon, 26 Feb 2024 18:42:12 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=2858</guid>
		<description><![CDATA[<p>Here, the traditional bias-variance tradeoff tends to turn out to be a blurrier concept. A mannequin is claimed to be underfit if it is unable to study the patterns within the data correctly. An underfit mannequin <a href="https://www.globalcloudteam.com/overfitting-vs-underfitting-in-machine-learning-ml/">overfitting and underfitting in </a>&#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/what-is-overfitting-overfitting-in-machine/">What Is Overfitting? Overfitting In Machine Learning Defined</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Here, the traditional bias-variance tradeoff tends to turn out to be a blurrier concept. A mannequin is claimed to be underfit if it is unable to study the patterns within the data correctly. An underfit mannequin <a href="https://www.globalcloudteam.com/overfitting-vs-underfitting-in-machine-learning-ml/">overfitting and underfitting in ml</a> doesn’t absolutely be taught every example in the dataset. In such cases, we see a low score on each the training set and test/validation set.</p>
<h2>What Are Webhooks? And How Do They Relate To Data Engineering?</h2>
<p>Discover the distinct implications of overfitting and underfitting in ML models. This is a very common issue that may apply to all algorithms and models, so it is extremely troublesome to fully describe it. But I wish to attempt to offer you an understanding of why underfitting and overfitting happen and why one or another specific technique should be used. Overfitted models are so good at deciphering the training information that they fit or come very near every statement, molding themselves around the points fully.</p>
<h2>Enhance The Duration Of Training</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/0ec9dc18-9d3b-47fa-97a9-a7b3f1212d26.webp" width="409px" alt="underfitting vs overfitting"/></p>
<p>We also change our coaching information and watch all episodes of the show Friends to show ourselves English. When we examine, we don&#8217;t take notice of different sentences, confident we&#8217;ll build a better mannequin. Note, that if we had initially trained a VERY advanced model (for example, a 150-degree polynomial), such an increase in information would not have helped. So getting extra data is a good way to enhance the quality of the model, but it could not assist if the mannequin may be very very complex. This will not be so obvious, but adding new features also complicates the mannequin.</p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/b0dMDcWpa1g' frameborder='0' alt='underfitting vs overfitting' allowfullscreen></iframe></div>
<h2>Addition Of Noise To The Input Knowledge</h2>
<p>To verify we have the optimal mannequin, we can also plot what are often identified as coaching and testing curves. These present the mannequin setting we tuned on the x-axis and each the training and testing error on the y-axis. A model that is underfit will have excessive training and excessive testing error while an overfit model will have extraordinarily low training error but a excessive testing error. Choosing a mannequin can seem intimidating, however a great rule is to begin easy after which build your method up. The easiest mannequin is a linear regression, where the outputs are a linearly weighted mixture of the inputs. In our mannequin, we will use an extension of linear regression called polynomial regression to study the relationship between x and y.</p>
<p>Ideally, we might have a “pre-test” set to evaluate our mannequin and make improvements earlier than the true take a look at. This “pre-test” is called a validation set and is a critical part of model improvement. With the passage of time, our model will carry on studying, and thus the error for the mannequin on the coaching and testing information will carry on lowering. If it will study for too lengthy, the mannequin will turn out to be more prone to overfitting as a outcome of presence of noise and less useful details. In order to get an excellent fit, we will cease at a degree simply before where the error begins rising.</p>
<ul>
<li>In such instances, you rapidly notice that both there aren&#8217;t any relationships inside our information or, alternatively, you want a extra complex model.</li>
<li>” section, you&#8217;ll become acquainted with them finally when you’ll be taught the instinct behind increasingly machine studying algorithms, simply let it go for now.</li>
<li>Made cognizant of historical inventory knowledge and various market indicators, the mannequin learns to determine patterns in stock value variations.</li>
</ul>
<p>The diploma represents how a lot flexibility is in the model, with the next energy allowing the model freedom to hit as many knowledge points as possible. An underfit mannequin might be less versatile and can&#8217;t account for the info. The greatest approach to perceive the problem is to examine out fashions demonstrating both situations.</p>
<p>This article discusses overfitting and underfitting in machine studying along with using learning curves to effectively establish overfitting and underfitting in machine studying fashions. Our information equally has a pattern (which we call the true function) and random noise to make it more practical. After creating the data, we split it into random training and testing sets. The mannequin will try and study the relationship on the coaching knowledge and be evaluated on the take a look at knowledge. In this case, 70% of the information is used for coaching and 30% for testing. When you study data science you come to comprehend there are no actually advanced ideas, just many easy constructing blocks mixed collectively.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/feed_images/warehouse-automation-challenges-and-best-practices-768x531.webp" width="400px" alt="underfitting vs overfitting"/></p>
<p>We can even see that the training and validation losses are distant from one another, which can come shut to one another upon adding extra coaching information. We’ll use the ‘learn_curve’ function to get a great match mannequin by setting the inverse regularization variable/parameter ‘c’ to 1 (i.e. we aren&#8217;t performing any regularization). In this article, we’ll use Logistic Regression to foretell the ‘species’ of the ‘Iris data’.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/dfc06e20-381f-4fde-a8de-a556bebbda98.webp" width="400px" alt="underfitting vs overfitting"/></p>
<p>However, we should always at all times be skeptical of data’s capacity to inform us the whole story. Any natural course of generates noise, and we can&#8217;t be confident our coaching data captures all of that noise. Often, we should make some preliminary assumptions about our knowledge and go away room in our model for fluctuations not seen on the training knowledge.</p>
<p>I select to use models with levels from 1 to forty to cowl a wide range. To examine fashions, we compute the mean-squared error, the common distance between the prediction and the true worth squared. The following desk exhibits the cross validation results ordered by lowest error and the graph shows all the results with error on the y-axis.</p>
<p>The first week, we are almost kicked out of the dialog as a end result of our model of the language is so unhealthy. However, that is only the validation set, and every time we make mistakes we&#8217;re able to modify our model. Eventually, we will hold our own in dialog with the group and declare we are prepared for the testing set. Venturing out in the actual world once extra, we are finally successful!</p>
<p>As such, many nonparametric machine learning algorithms also embody parameters or techniques to restrict and constrain how much detail the model learns. In normal K-fold cross-validation, we have to partition the information into k folds. Then, we iteratively train the algorithm on-1 folds while using the remaining holdout fold as the check set. This method allows us to tune the hyperparameters of the neural community or machine studying mannequin and test it utilizing utterly unseen knowledge. This is extra likely to happen with nonlinear models and algorithms which have excessive flexibility, however these fashions are often comparatively straightforward to switch to reduce variance and decrease overfitting.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/07/how-to-train-nlu-models-trained-natural-language-understanding-model.webp" width="407px" alt="underfitting vs overfitting"/></p>
<p>This sort of problem isn&#8217;t a headache as this can be very simply detected by the performance metrics. If the performance is not good to try different fashions and you&#8217;ll certainly get good results. Hence, underfitting isn&#8217;t usually mentioned as often as overfitting is discussed. There are various ways to accommodate for overfitting in the course of the training and take a look at phases, corresponding to resampling and cross-validation.</p>
<p>Removing noise from the training data is amongst the other strategies used to keep away from underfitting. The presence of garbage values and outliers often cause underfitting, which can be eliminated by making use of data cleaning and preprocessing techniques on the info samples. Regularization discourages learning a extra complex model to scale back the chance of overfitting by applying a penalty to some parameters. L1 regularization, Lasso regularization, and dropout are strategies that assist cut back the noise and outliers inside a model.</p>
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<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/what-is-overfitting-overfitting-in-machine/">What Is Overfitting? Overfitting In Machine Learning Defined</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Cell App Improvement: Quick Begin Guide</title>
		<link>http://www.joeblair.com.au/cell-app-improvement-quick-begin-guide/</link>
		<comments>http://www.joeblair.com.au/cell-app-improvement-quick-begin-guide/#comments</comments>
		<pubDate>Wed, 11 Oct 2023 00:01:14 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3283</guid>
		<description><![CDATA[<p>With a deep understanding of the mobile app market and advanced advertising strategies, Udonis ensures your app will get the visibility it deserves. Utilize UI kits and design techniques to hold up consistency and efficiency in your design process. These &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/cell-app-improvement-quick-begin-guide/">Cell App Improvement: Quick Begin Guide</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>With a deep understanding of the mobile app market and advanced advertising strategies, Udonis ensures your app will get the visibility it deserves. Utilize UI kits and design techniques to hold up consistency and efficiency in your design process. These sources present pre-designed elements, templates, and magnificence <a href="https://www.globalcloudteam.com/services/mobile-development/">mobile development</a> guides that ensure uniformity across your app. Ensure that navigation is intuitive, actions are simply understood, and suggestions is immediate. Prioritize a user-centric strategy, considering the wants and behaviors of your audience.</p>
<h2>Guide Testing Vs Automated Testing</h2>
<p>We’ve focused on the above two choices as they provide the most important bang for your <a href="https://www.google.com/search?q=AI+as+a+Service&amp;num=10&amp;sca_esv=f020a7a3a9c0faaa&amp;ei=6stOZ7TMOs-Fxc8PxsXy8QM&amp;ved=0ahUKEwi06ae4oYuKAxXPQvEDHcaiPD4Q4dUDCA8&amp;oq=AI+as+a+Service&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiD0FJIGFzIGEgU2VydmljZTILEAAYgAQYkQIYigUyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgARIlAVQAFgAcAB4AZABAJgBuQGgAbkBqgEDMC4xuAEMyAEA-AEC-AEBmAIBoALHAZgDAJIHAzAuMaAHlQU&amp;sclient=gws-wiz-serp">AI as a Service</a> buck without needing an excessive quantity of investment in time or cash. But there are many other methods you can promote your product without having the app stores. You must also spend a while optimizing your app listing for conversion.</p>
<h2>Outline Your Aggressive Market Edge</h2>
<p>If you just like the sound of supporting chat bubbles, then you’ll wish to stick with the latest model. The name is what your audience will see when the app is installed on their device. The package name is an internal reference utilized by Android to distinguish it from other apps. This must be composed using your top degree area (e.g. .com), area name, and app name. First, you should create your development environment so that your desktop is prepared to help your Android improvement targets. Thankfully, these both come packaged collectively in a single download that you can find here.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/make-discord-bot-1.webp" width="401px" alt="How is mobile app developed"/></p>
<h2>Introduction To Android Cellular Application Improvement</h2>
<p>Also, foldable gadgets sometimes support multi-window capabilities that allow users to run multiple apps concurrently. Apps designed to transition easily between single and multi-window modes usually tend to appeal to those device users. With the rising recognition of foldable cell gadgets, apps now need adaptable layouts that regulate seamlessly between folded and unfolded states. Popular apps like Spotify, YouTube, and Microsoft Teams have caught on, and others will follow. Artificial intelligence (AI) and machine studying (ML) are transforming the cellular industry.</p>
<h2>Programming Cellular Functions For Android Handheld Techniques: Half 1</h2>
<ul>
<li>You can use varied internet programming languages to build the backend of your cell app.</li>
<li>They outline precisely what will occur when customers press a button in your app.</li>
<li>Some are disruptive to the user experience, whereas others are more refined.</li>
<li>There might be one other section on how to actually engage them.</li>
<li>Implementing the best knowledge analytics will allow you to set up your team’s success right from the outset.</li>
</ul>
<p>In this module, you will get conversant in the cell app improvement ecosystem. The module will cover the cell app varieties that a cell developer can develop, together with the completely different operating techniques. You may also delve into the languages and frameworks used to develop the several varieties of cellular apps.</p>
<p>Assuming you’ve accomplished an intensive job of wireframing, you should have a good idea about precisely what you need to construct your app to maximise person expertise. In this module, you&#8217;ll be launched to the definition of an app, the evolution of cell apps, app classes, and the pros and cons of utilizing cell apps. You may even study how apps work and understand the completely different elements of an app, together with the front finish, the back end, information administration, and hosting. Mobile UIs, or front-ends, rely on mobile back-ends to assist access to enterprise techniques. The cell back-end facilitates information routing, safety, authentication, authorization, working off-line, and service orchestration.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2020/11/how-to-hire-a-php-developer-online-768x513.webp" width="400px" alt="How is mobile app developed"/></p>
<p>This is right for many who wish to work with builders and designers on longer-term tasks. Consider hiring a designer to create some of these components if you aren’t comfy doing so your self. There are plenty of helpful instruments available to assist with app design. It’s good practice to make it as straightforward as possible for folks to use the principle options of your app, so this must be the major focus. Each one makes it tremendous straightforward for the consumer to entry the main function.</p>
<p>Creating a clear product roadmap is essential for a number of causes. Java has been supported by Google the longest and is what developers have been utilizing to craft Android apps for years. Java can additionally be some of the in-demand programming languages on the planet, which makes it a great selection for many who want to start a profession in growth. As the oldest Android programming language, there&#8217;s additionally barely more assist for Java vs Kotlin, although it’s not by much.</p>
<p>This organic form of advertising will increase your app&#8217;s credibility and helps attract more customers. When the cell app has been developed, the following important step is to submit it for download. However, this have to be done when the cellular utility&#8217;s performance is error-free.</p>
<p>This is definitely the place we see most issues with shoppers who come to us asking for a ‘quick fix’ for their app. Code codes that appear to be spaghetti code, complicated and unsustainable APIs. Great expertise stacks and app architectures are neatly organized, well constructed and modular.</p>
<p>Prioritizing crucial components like app performance, security, and a seamless person expertise ensures that your app is not going to solely attract but in addition retain an engaged consumer base. As a half of your app growth course of, you can even distribute your functions outside the Google Play retailer and permit customers to immediately download and set up them. Criteria for selecting a growth platform often embody the goal mobile platforms, existing infrastructure, and growth skills. When concentrating on multiple platform with cross-platform growth, it&#8217;s also necessary to contemplate the impression of the tool on the person expertise.</p>
<p>In the design view, you can truly drag and drop totally different widgets onto the screen. When you add new widgets through the Design view, this script will update. Likewise, you presumably can tweak properties of the widgets (called “views”) in right here and see them reflected in real-time via the Code view.</p>
<p>Our mixed approach of AI, automation and talented humans means that your background, tech knowledge or budget will never hold you back. Here we explore various kinds of Selenium locators and learn how they&#8217;re used with totally different automation testing. You can watch the video under to get began with app test automation on LambdaTest.</p>
<p>Note that many of the mobile apps aren’t drastically completely different from the ones that got here before. While you might be researching other cell apps, make notes of what you want and dislike about every one. You must be extra apprehensive if there&#8217;s nothing out there at all, as this would possibly recommend that people don’t need what you offer. You can perform market analysis manually by trying at the most downloaded apps in the principle marketplaces such as the iOS and Android app shops. Going back to the radio station cellular app concept, probably the most primary version of the product shall be a web page with the station’s feed and maybe a schedule. This is a version of your cellular app with solely the important features.</p>
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		<title>A Model New Method To Strategic Innovation</title>
		<link>http://www.joeblair.com.au/a-model-new-method-to-strategic-innovation/</link>
		<comments>http://www.joeblair.com.au/a-model-new-method-to-strategic-innovation/#comments</comments>
		<pubDate>Tue, 01 Aug 2023 03:40:24 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Software development]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3177</guid>
		<description><![CDATA[<p>On the manufacturing unit ground, quantum algorithms may improve the efficiency and path planning of commercial robots, decreasing downtime and rising overall productiveness. As highlighted in a examine by BMW Group, quantum-based methods promise to deal with various issues, from &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/a-model-new-method-to-strategic-innovation/">A Model New Method To Strategic Innovation</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>On the manufacturing unit ground, quantum algorithms may improve the efficiency and path planning of commercial robots, decreasing downtime and rising overall productiveness. As highlighted in a examine by BMW Group, quantum-based methods promise to deal with various issues, from robotic path optimization to car configuration, providing new methods to enhance production efficiency and lower prices. Similarly, quantum computing may additionally help within the improvement of new materials for automotive use, helping to create light-weight, robust and recyclable supplies. These new supplies <a href="https://www.globalcloudteam.com/biggest-tech-trends-in-the-next-10-years-prepare-your-business/">biggest trends next 10 years</a> might assist automakers meet stricter environmental rules and respond to client demand for greener products. As your corporation expands and takes on increasingly complex projects, you&#8217;ll undoubtedly also have to adopt new functions, platforms, and so forth., to finish them. Thus, making certain that your internal methods and groups can seamlessly communicate and collaborate with each other will be important to your company’s success in years to return.</p>
<ul>
<li>By anchoring a robust know-how and innovation ecosystem inside a leading institution of higher studying, we strengthen linkages with business and forge partnerships regionally and globally,” President Ruto stated in the course of the launch.</li>
<li>Most companies know they have to innovate to keep up with the market’s tempo of change.</li>
<li>If you’re on the lookout for promising and potentially profitable export ideas for your corporation, look no additional.</li>
<li>Tools like the Business Model Canvas facilitate the exploration and implementation of revolutionary business fashions, offering a framework for strategic experimentation and adaptation.</li>
<li>We count on to offer our programs in extra languages sooner or later however, at this time, HBS Online can only be offered in English.</li>
</ul>
<h2>How Do Organizations Turn Into Better Innovators?</h2>
<p>This facet of enterprise permits for open-endedly exploring ideas but tends to neglect the functional side. The operational world reflects an organization&#8217;s routine processes and procedures. Metrics and outcomes are prioritized, and creativity isn&#8217;t encouraged to the extent required for innovation. It&#8217;s a practical way to strategize and design utilizing insights from observations and research.</p>
<h2>The Operational And Innovative Worlds</h2>
<p>Explore Design Thinking and Innovation,one of our on-line entrepreneurship and innovation courses. If you are not sure which course is the best fit, download our free course flowchart to discover out which greatest aligns along with your targets. If you are thinking about more effectively innovating, contemplate taking an internet innovation course.</p>
<h2>Remodeling Autonomous Driving And Knowledge Processing</h2>
<p>Companies sometimes treat their innovation projects as a portfolio, aiming for a mixture of tasks that collectively meet their strategic aims. The problem, say the authors, is that portfolio goals have turn out to be standardized, and innovation initiatives are sometimes only weakly related to a company’s distinctive technique. That could involve elements like updating their workplace space, or creating forward-thinking and collaborative innovation labs. Or it could be implementing inner innovation applications to tap into the creative energy of their employees, and floor and execute the most effective concepts. Our 35-page complete innovation information covers the necessary thing areas why innovation fails.</p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/ntVpWK7iyIo' frameborder='0' alt='business innovations' allowfullscreen></iframe></div>
<p>A lot of business innovation occurs by making current enterprise processes less expensive, less time-consuming to finish, and more sustainable. Those modifications save time and make it easier for an organization to adapt to business shifts with agility, which cushions towards volatility and danger. By rigorously contemplating the following elements, organizations can strategically choose the kind of innovation that most precisely fits their business technique, ensuring sustainable progress, and sustaining a competitive edge in the dynamic business landscape. The importance of innovation in fostering competitive advantage, long-term sustainability, and organizational growth is pivotal. It propels companies ahead by differentiating them from rivals, decreasing operational costs, and opening up new revenue streams.</p>
<p>These types of enterprise innovation enable companies to become extra environment friendly, forward-thinking, and hopefully more profitable. The excellent news for firms is that there are sensible steps to jump-start innovation. This happens when a company like Zappos puts customer service first, or Tesla makes it possible to purchase cars online.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/8fb673da-12d3-4717-b085-f1b1286172cb.webp" width="400px" alt="business innovations"/></p>
<p>Fresh, artistic insights are invaluable, however in our expertise many corporations run into problem less from a scarcity of recent ideas than from the battle to determine which concepts to help and scale. At bigger firms, this can be significantly problematic throughout market discontinuities, when supporting the following wave of growth may seem too risky, no less than till aggressive dynamics force painful adjustments. As the automotive business moves towards sustainability, I imagine quantum computing will be instrumental in enabling eco-friendly improvements in car design and manufacturing. As economic, environmental and regulatory pressures change, embracing innovation now will help your corporation keep forward of the competitors. The path forward is probably not simple, however by taking these steps now, you can guarantee your building company is ready to adapt and excel in our rapidly evolving trade.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/image-RWDVv4KZ6hxUMlAF.webp" width="406px" alt="business innovations"/></p>
<p>India has a wealthy cultural heritage, a historical past of skilled artisans, and something to offer the world in almost every product class. From textiles to conventional instruments, spices, teas, and wellness, there&#8217;s plenty to discover regarding small export enterprise concepts, permitting entrepreneurs to showcase &#8220;Made in India&#8221; high quality and craftsmanship on the world stage. If you’re on the lookout for promising and probably worthwhile export concepts for your corporation, look no additional. You&#8217;ll discover the historical past and evolution of nitro espresso, its global market tendencies, and the impression of external elements similar to local weather change and the COVID-19 pandemic. Quantum computing might also have a significant influence on autonomous driving, where autos should course of huge quantities of sensor data in actual time to make choices.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.globalcloudteam.com/wp-content/uploads/2023/08/best-expense-management-software-2023-1-1.webp" width="400px" alt="business innovations"/></p>
<p>The incontrovertible truth that assist is text-based implies that we are in a position to speed up our responses to you whereas preserving the general value of assist down. Your time with Stefan is therefore limitless (fair utilization applies) – in his function as coach and sparring companion. That does mean that you will still have to do the work – we cannot take that off you, until you rent us as consultants. But you&#8217;ll get valuable strategic insight and direction to ensure you are at all times focusing your efforts where they may result in the most effective results.</p>
<p>These cloud applications work together to store large amounts of project info and make it simply accessible to all project stakeholders in actual time. This connection between systems, referred to as interoperability, helps remove siloed decision-making, mitigate the danger of miscommunications and cut back rework attributable to outdated project info. The Kline chain-linked mannequin of innovation[55] locations emphasis on potential market wants as drivers of the innovation process, and describes the advanced and infrequently iterative feedback loops between marketing, design, manufacturing, and R&amp;D. Digital tools have changed how prospects interact with their insurance corporations, making it simpler to seek out what they want and file claims. Health-care innovator Oscar Health, for example, has an app with personalized concierge teams to assist members discover a well being care provider, navigate prices, and entry free, 24/7 telemedicine companies. Online courses and academic software companies mean students—whether they be youngsters or mid-career staff looking to transition—can access instructional alternatives.</p>
<p>Our expertise and research counsel that any company looking to make this journey will maximize its likelihood of success by intently studying and appropriately assimilating theleading practices of high-performing innovators. Taken collectively, these kind an important working system for innovation inside a company’s organizational construction and culture. Organizational modifications may be necessary, not because structural silver bullets exist—we’ve appeared hard for them and don’t think they do—but somewhat to promote collaboration, studying, and experimentation. Smart collaboration with exterior companions, although, goes past merely sourcing new concepts and insights; it might possibly involve sharing costs and finding quicker routes to market.</p>
<p>Whether it&#8217;s in bettering automobile design, enhancing battery technology, streamlining manufacturing or advancing autonomous driving techniques, the chances are vast. Automakers that put money into quantum computing now may achieve a aggressive edge in an industry set for significant technological transformation. While many applications are still within the early analysis levels, the potential impact is immense. From designing ultra-efficient automobiles and bettering battery expertise to enhancing autonomous techniques, quantum computing can eventually offer solutions that could propel the industry into a new era of innovation.</p>
<p>Whether you’re aiming for incremental enhancements or radical overhauls, our platform can support your goals. Each of those six types of innovation in business presents a novel avenue for businesses to discover and exploit of their quest for progress and sustainability. By understanding and strategically integrating these numerous types of innovation, companies can&#8217;t only adapt to the altering business landscape but in addition actively form the method ahead for their industries. Whether it’s tweaking a product to perfection or revolutionizing an business normal, innovation comes in many flavors.</p>
<p>Consumers are extra willing to purchase from companies they perceive to be innovative and socially conscious. More than ever, employees—particularly millennials and Gen Z—want to work for mission-driven, fast-moving corporations that they believe have a bright future. Based on the Blueprinting session, you&#8217;ll obtain a tailor-made blueprint that aligns along with your objectives, vision and objectives, making certain that your initiative is successful from begin to finish. Speak to our staff at present to search out the best solution for your corporation to develop and scale. The digital version might be emailed to you, and comes in PDF and EPUB formats, perfect in your computer, Kindle, Tablet or different eReading device.</p>
<p>Although there isn&#8217;t any one-size-fits-all method for business innovation, organizations which are continually profitable at business innovation have a repeatable process to generate, take a look at and develop ideas that may lead to improvements. Business innovation ought to improve on current merchandise, companies or processes, solve a problem or attain new customers. Implementing a clear framework for managing innovation helps streamline the method from ideation to execution.</p>
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