tag:blogger.com,1999:blog-85465668303407810372024-03-19T01:47:12.648-07:00QA AutomatedThe Art of Manual to AutomationQA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.comBlogger111125tag:blogger.com,1999:blog-8546566830340781037.post-43056625073106382152023-08-08T05:56:00.000-07:002023-08-08T05:56:15.209-07:00Mastering Microservices Contract Testing with Java - Your Comprehensive Course Guide<p> <span style="background-color: #f7f7f8; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; white-space-collapse: preserve;">Introduction:</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; margin: 1.25em 0px; white-space-collapse: preserve;">In the fast-paced world of software development, microservices architecture has emerged as a powerful approach to building scalable and modular applications. Ensuring the reliability and compatibility of microservices is crucial, and contract testing has become an essential practice to achieve this. If you're looking to dive deep into microservices contract testing using Java, you're in the right place! This comprehensive course will equip you with the knowledge and skills to excel in this critical aspect of modern software development.</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; margin: 1.25em 0px; white-space-collapse: preserve;">Course Overview:
Our "Mastering Microservices Contract Testing with Java" course is designed to take your understanding of microservices and contract testing to the next level. Whether you're a seasoned Java developer or just starting your journey, this course will provide you with valuable insights, hands-on experience, and practical techniques to excel in contract testing.</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; margin: 1.25em 0px; white-space-collapse: preserve;">Key Course Modules:</p><ol style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; counter-reset: list-number 0; display: flex; flex-direction: column; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; list-style: none; margin: 1.25em 0px; padding: 0px; white-space-collapse: preserve;"><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; counter-increment: list-number 1; display: block; margin-bottom: 0px; margin-top: 0px; min-height: 28px; padding-left: 0.375em;"><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;">Introduction to Microservices Contract Testing:</p><ul style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: flex; flex-direction: column; list-style: disc; margin: 0px 0px 0px 1rem; padding: 0px;"><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Understand the importance of contract testing in microservices architecture.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Explore the benefits of contract testing for ensuring compatibility and reducing integration risks.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Learn about consumer-driven contracts and how they facilitate collaboration between teams.</li></ul></li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; counter-increment: list-number 1; display: block; margin-bottom: 0px; margin-top: 0px; min-height: 28px; padding-left: 0.375em;"><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;">Getting Started with Java and Testing Frameworks:</p><ul style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: flex; flex-direction: column; list-style: disc; margin: 0px 0px 0px 1rem; padding: 0px;"><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Set up your development environment for Java-based microservices contract testing.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Explore popular testing frameworks like JUnit and TestNG.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Write effective unit tests to ensure the quality of your microservices.</li></ul></li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; counter-increment: list-number 1; display: block; margin-bottom: 0px; margin-top: 0px; min-height: 28px; padding-left: 0.375em;"><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;">Consumer-Driven Contract Testing:</p><ul style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: flex; flex-direction: column; list-style: disc; margin: 0px 0px 0px 1rem; padding: 0px;"><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Dive into the concept of consumer-driven contracts (CDC) and their role in contract testing.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Implement CDC using tools like Pact to define and verify contracts from the consumer's perspective.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Create robust tests that ensure your microservices adhere to the specified contracts.</li></ul></li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; counter-increment: list-number 1; display: block; margin-bottom: 0px; margin-top: 0px; min-height: 28px; padding-left: 0.375em;"><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;">Provider Verification and Validation:</p><ul style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: flex; flex-direction: column; list-style: disc; margin: 0px 0px 0px 1rem; padding: 0px;"><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Learn how to implement provider verification to validate that your microservices meet consumer expectations.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Understand how to use Pact's provider verification mechanisms to ensure contract compliance.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Implement best practices for maintaining and versioning contracts over time.</li></ul></li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; counter-increment: list-number 1; display: block; margin-bottom: 0px; margin-top: 0px; min-height: 28px; padding-left: 0.375em;"><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;">Real-world Scenarios and Advanced Techniques:</p><ul style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: flex; flex-direction: column; list-style: disc; margin: 0px 0px 0px 1rem; padding: 0px;"><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Explore complex contract testing scenarios in microservices ecosystems.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Handle scenarios involving asynchronous communication, event-driven architectures, and more.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Master advanced techniques to tackle challenges in contract testing effectively.</li></ul></li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; counter-increment: list-number 1; display: block; margin-bottom: 0px; margin-top: 0px; min-height: 28px; padding-left: 0.375em;"><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;">Integrating Contract Testing into Your CI/CD Pipeline:</p><ul style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: flex; flex-direction: column; list-style: disc; margin: 0px 0px 0px 1rem; padding: 0px;"><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Discover strategies for seamlessly integrating contract testing into your continuous integration and continuous deployment (CI/CD) workflow.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Automate contract testing to ensure consistent quality throughout the development lifecycle.</li></ul></li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; counter-increment: list-number 1; display: block; margin-bottom: 0px; margin-top: 0px; min-height: 28px; padding-left: 0.375em;"><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;">Case Studies and Practical Examples:</p><ul style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: flex; flex-direction: column; list-style: disc; margin: 0px 0px 0px 1rem; padding: 0px;"><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Analyze real-world case studies showcasing the impact of contract testing on microservices projects.</li><li style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; display: block; margin: 0px; min-height: 28px; padding-left: 0.375em;">Walk through hands-on examples that illustrate contract testing concepts and best practices.</li></ul></li></ol><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; margin: 1.25em 0px; white-space-collapse: preserve;">Conclusion:
By completing the "Mastering Microservices Contract Testing with Java" course, you will be well-equipped to confidently tackle contract testing challenges in your microservices projects. Elevate your software development skills, enhance your career prospects, and contribute to the creation of reliable and resilient microservices architectures.</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; margin: 1.25em 0px 0px; white-space-collapse: preserve;">Enroll now to embark on a journey that will empower you with the expertise needed to excel in microservices contract testing using Java. Your path to becoming a contract testing champion starts here!</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; margin: 1.25em 0px 0px; white-space-collapse: preserve;">LINK TO Enroll - <a href="https://www.udemy.com/instructor/course/4972472/manage/goals/">CLICK HERE</a></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><br /></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px; margin: 1.25em 0px 0px; white-space-collapse: preserve;"><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-25030556504259991832023-07-17T02:07:00.002-07:002023-07-17T02:10:44.942-07:00Mastering Web Automation: A Comprehensive Selenium with Java Course <div>Are you eager to enhance your web automation skills and conquer the world of testing and development? Look no further! In this article, we present a thorough review of an SEO-friendly and market-leading Selenium with Java course. Discover the benefits, features, and real-world applications of this exceptional learning opportunity.</div><div><br /></div><div><b>1.The Need for Selenium with Java</b></div><div>Before diving into the course details, let's understand the significance of Selenium with Java. In today's digital landscape, web automation testing has become a critical aspect of software development. By combining Selenium, the most popular open-source automation framework, with Java's robust capabilities, professionals gain an unbeatable advantage in testing web applications efficiently and effectively.</div><div><b><br /></b></div><div><b>2.Course Overview</b></div><div>The course begins with an insightful introduction to Selenium and Java, ensuring participants are comfortable with the basics before diving into more complex concepts. The comprehensive curriculum covers:</div><div><br /></div><div><span style="white-space: normal;"><span style="white-space: pre;"> </span><b>a.Setting up the Selenium environment:</b> The course starts by guiding learners through the installation and configuration process, setting a strong foundation for subsequent lessons.</span></div><div><br /></div><div><span style="white-space: normal;"><span style="white-space: pre;"> </span><b>b.Mastering core Selenium functionalities:</b> From locating elements using various strategies to performing actions like clicks, inputs, and navigating between pages, this course equips participants with essential Selenium skills.</span></div><div><br /></div><div><span style="white-space: normal;"><span style="white-space: pre;"> </span><b>c.Handling advanced scenarios:</b> Delve into more intricate concepts such as handling pop-ups, frames, and multiple windows, as well as executing JavaScript commands for enhanced testing capabilities.</span></div><div><br /></div><div><span style="white-space: normal;"><span style="white-space: pre;"> </span><b>d.Test frameworks:</b> Learn how to implement test frameworks like TestNG, JUnit, or Cucumber, allowing for organized and efficient test management.</span></div><div><br /></div><div><span style="white-space: normal;"><b><span style="white-space: pre;"> </span>e.Best practices for writing robust tests:</b> Understand how to create reliable and maintainable test scripts, minimizing errors and maximizing productivity.</span></div><div><br /></div><div><span style="white-space: normal;"><span style="white-space: pre;"> </span><b>f.Parallel test execution:</b> Discover techniques for executing tests in parallel, significantly reducing test execution time and improving overall efficiency.</span></div><div><br /></div><div><span style="white-space: normal;"><span style="white-space: pre;"> </span><b>g.Integrating with Continuous Integration (CI) tools:</b> Explore how to seamlessly integrate automated tests with popular CI tools like Jenkins, ensuring smooth and automated testing workflows.</span></div><div><br /></div><div><b>3.Hands-on Projects and Real-world Applications</b></div><div>One of the most commendable aspects of this course is its emphasis on hands-on learning. Participants engage in real-world projects that simulate actual testing scenarios, giving them the confidence and experience to tackle any web automation challenge. From testing e-commerce websites to dynamic web applications, learners gain a versatile skill set applicable to various industries.</div><div><br /></div><div><b>4.Instructor Expertise and Teaching Style</b></div><div>The course is led by a seasoned industry expert that is Me with extensive experience in Selenium and Java. The engaging teaching style makes complex concepts easy to understand, and their practical insights add tremendous value to the learning journey.</div><div><br /></div><div><br /></div><div><b>5.Community and Support</b></div><div>Participants receive access to a vibrant online community where they can interact with fellow learners, share ideas, and seek support. The instructor and support team are actively involved in addressing queries and providing additional guidance when needed.</div><div><br /></div><div><b>6.Conclusion</b></div><div><br /></div><div>If you aspire to master web automation and become a sought-after professional in the software industry, enrolling in this SEO-friendly Selenium with Java course is a no-brainer. The comprehensive curriculum, hands-on projects, and expert instruction ensure you gain the skills and confidence to excel in web automation testing. Take the leap and embark on a transformative learning journey today!</div><div><br /></div><div><br /></div><div>Here is coupon code to join "<b>ANUJA20</b>"</div><div><br /></div><div>Link to Enroll for the Course - <a href="https://www.thetesttribe.com/courses/selenium-course/?utm_source=referral&amp;utm_medium=social&amp;utm_campaign=thrive_start_your_automation_journey">CLICK HERE!!!</a></div><div><br /></div><div><br /></div>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-29299892690411240592021-12-07T02:12:00.001-08:002021-12-07T02:12:42.175-08:00Jmeter Functions With Examples<p> Jmeter Functions are very useful when it comes to scripting in jmeter.
This includes how to use jmeter in built functions , how to use custom
functions etc with detailed example</p><p></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/4THI9itwCVA" width="320" youtube-src-id="4THI9itwCVA"></iframe></div><br /><p></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-7560849283678238672021-12-07T02:01:00.003-08:002021-12-07T02:01:40.520-08:00How to Reuse Code in Jmeter<p> There are three Jmeter Elements with which we can reuse existing code - </p><p>1. Include Controller</p><p> 2.Modeule Controller</p><p> 3.Test Fragment</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/H0m4h8IGuNs" width="320" youtube-src-id="H0m4h8IGuNs"></iframe></div><br /> <p></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-24291407060792906292021-11-19T02:49:00.002-08:002021-12-07T02:01:48.608-08:00How to Debug Jmeter Script?<p> There are three ways to Debug Jmeter script -</p><p>1. Debug Sampler</p><p>2.Debug post-processor</p><p>3.blazemeter step by step debugger.</p><p><br /></p><p>Github code example link -https://github.com/qaautomated/Jmeter</p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/SrFzaxJ81CY" width="320" youtube-src-id="SrFzaxJ81CY"></iframe></div><br /> <p></p><p><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-91377538310286252202021-11-19T02:19:00.001-08:002021-12-07T02:01:55.582-08:00Jmeter Beanshell Sampler Vs JSR223 Sampler<p><br /></p><p>When you want to write your own code in jmeter you can use Beanshell Sampler or more advance JSR223 Sampler. I have explained these two samplers in the video along with simple example on How to write data to csv file.</p><p>Please subscribe my youtibe channel and click on bell icon for notifications. <br /></p><p>Github Link -https://github.com/qaautomated/Jmeter</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/1i4Sij-_sm0" width="320" youtube-src-id="1i4Sij-_sm0"></iframe></div><br /><p><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-37741138821103230742021-10-28T03:03:00.006-07:002021-12-07T02:02:04.501-08:00Jmeter Throughput Controller and Weighted Switch Controller<p>Jmeter Throughput Controller and Weighted Switch Controller is used when
we want to give specific weightage for specific samplers. </p><p>Github link- https://github.com/qaautomated/Jmeter </p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/5NIYW16ntqc" width="320" youtube-src-id="5NIYW16ntqc"></iframe></div><br /><p><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-23881749192791083662021-10-08T05:39:00.002-07:002021-12-07T02:02:21.117-08:00Jmeter Ultimate Thread Group<p> In this we are going to see in which performance scenarios we can use ultimate thread group and how to configure ultimate thread group.</p><p>Github link for example -https://github.com/qaautomated/Jmeter</p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/HOTKexi3Zc0" width="320" youtube-src-id="HOTKexi3Zc0"></iframe></div><br /> <p></p><p> <br /></p><p><br /></p><p><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-52219238328253553262021-10-03T23:25:00.005-07:002021-10-03T23:26:04.351-07:00Jmeter Setup and Tear Down Thread Group<p>Jmeter Setup and tear down thread group and very important to configure
test where you want certail things to execute before and after your
tests like creation of csv data files , login with admin user once etc.
Learn in detail about set up and tear down thread group in this video
with complete example .
https://github.com/qaautomated/Jmeter/blob/main/setUpAndTearDown.jmx
Learn more about jmeter -
https://www.qaautomated.com/p/blog-page_7.html</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/5cLobCyxvgs" width="320" youtube-src-id="5cLobCyxvgs"></iframe></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /> <p></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-31216545439275195872021-09-28T02:30:00.002-07:002021-09-28T02:30:45.617-07:00Concurrency Thread Group<p> In This video you will learn how to Add concurrency thread group in your jmeter test plan and how to configure it.</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/FbjLa6TAYCA" width="320" youtube-src-id="FbjLa6TAYCA"></iframe></div><br /> <p></p><p><br /></p><p><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-5370060653009921772021-09-24T05:13:00.001-07:002021-09-24T05:13:26.435-07:00Jmeter Post Processors<p> In this video I will be explaining three types of post processors -</p><p>1.Regular Extractor</p><p>2. Json Extractor</p><p>3. Boundry Extractor</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/1TrohOgWFHQ" width="320" youtube-src-id="1TrohOgWFHQ"></iframe></div><br /> <p></p><p> </p><p> </p><p><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-72123044749284931102021-03-19T10:49:00.001-07:002021-09-24T05:13:34.688-07:00Jmeter Logging<p> In the video we will learn how to add and view logs with Jmeter and Debug the test scripts in more details.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/guy0F2SoHYI" width="320" youtube-src-id="guy0F2SoHYI"></iframe></div><br /><p><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-39174727483957690442021-03-10T10:06:00.001-08:002021-03-10T10:06:47.761-08:00JMeter Utilizing Data Set<div dir="ltr" style="text-align: left;" trbidi="on">
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-59172682749334501442021-03-10T10:00:00.000-08:002021-03-10T10:00:01.188-08:00JMeter Test Script Execution Order and Scoping Rules<div dir="ltr" style="text-align: left;" trbidi="on">
This video is very important as to create any jmeter script you need to understand these rules first.</div><div dir="ltr" style="text-align: left;" trbidi="on">So check this out -</div><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/eXH5N7jAxfE" width="320" youtube-src-id="eXH5N7jAxfE"></iframe></div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div>
QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-76235810018218321712021-03-10T09:52:00.002-08:002021-03-10T09:52:33.019-08:00JMeterTimers -Pacing and Thick Time<p>Learn about Jmeter Pacing and Think Time, with help of simple example explained in below video.</p><p>write your queries in comments section below.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/p-G7S3tSG1g" width="320" youtube-src-id="p-G7S3tSG1g"></iframe></div><br /><p><br /></p>QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-77296371801735065442020-04-23T05:37:00.001-07:002020-04-23T05:37:51.658-07:00JMeter Runtime Random Order and interleave controller<div dir="ltr" style="text-align: left;" trbidi="on">
This video is for understanding Runtime Controller, Random Order Controller and interleave controller with simple examples.<br />
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com23tag:blogger.com,1999:blog-8546566830340781037.post-80814924301141954002020-04-23T05:35:00.000-07:002020-04-23T05:37:51.660-07:00JMeter If controller and While Controller<div dir="ltr" style="text-align: left;" trbidi="on">
This is the video explaining how If controller and while controller works in JMeter with detailed examples.<br />
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com10tag:blogger.com,1999:blog-8546566830340781037.post-50012551545258366922020-04-23T05:32:00.001-07:002020-04-23T05:37:51.651-07:00JMeter Simple Controller and Transaction Controller<div dir="ltr" style="text-align: left;" trbidi="on">
This is JMeter tutorial video explaining simple and transaction controller in detail along with example.<br />
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com3tag:blogger.com,1999:blog-8546566830340781037.post-62655054544435823592020-04-23T05:29:00.000-07:002020-04-23T05:37:51.655-07:00JMeter Commonly Used Listeners<div dir="ltr" style="text-align: left;" trbidi="on">
The video tutorial covers most commonly used JMeter Listeners.<br />
1. View Result Tree<br />
2. Aggregator Report<br />
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com4tag:blogger.com,1999:blog-8546566830340781037.post-18033108538403427802020-01-29T02:25:00.002-08:002020-01-29T02:25:51.412-08:00HTTP Request Sampler<div dir="ltr" style="text-align: left;" trbidi="on">
HTTP request sampler is most commonly used to send various type of request to server. You can add this request under Thread Group. Now let us see how we can configure the request.<br />
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<img alt="" height="215" 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" width="640" /><br />
<br />
1. Server Name or IP - First thing we need to specify here is the website url to which we want to send the request.<br />
2. Method - We need to specify the method fo request such as GET,POST,DELETE etc<br />
3. Protocol is http/https and port number if applicable. We need to also specify exact url path.<br />
4. If it is required to send payload along with request then there are 3 options to do so such as Parameters, json body data and fole upload.<br />
5.We can also specify how we want to deal with redirects.<br />
<br />
In case of advance config we can configure elements given below -<br />
<br />
<img alt="" height="271" 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38/Kl3if+9dN2jDxaTjC2DHBdDcaKBNxdEjLo696iLciiMAAAC4S+e5OHZedBfH3o9AyruLZhdl3Y1Cai9mXVdld4ra+PHjkU3xPIfTb7GmOIoLlHhkUG8ETvxrZvHP139r+ufrpy6Kvb+QdTyPn/aup7SmOBrOZ1/2fGN0HaXXX/9KbyTVl74+LLjWb4/iCAAAAG7f6uLoFmy5ODanUxwBAADAbVAcoTgCAAAAkhRHKI4AAACAJMURiiMAAAAgSXGE4ggAAABIevVnf/k34d5cu1i5ddd+fgEAAIDzeBXuMNcuVm6diIiIiIiIiNxGXl27ZAAAAADgeVIcAQAAAJD06toXWQIAAADgeVIcAQAAAJCkOAIAAAAgSXEEAAAAQJLiCAAAAICkTcVRU1ehyPPw8PAQHh4eQpbloSjr4/1NFYosC1lWhKppRrfPueJNU4eqyENRped7yWU/5TKecp+tecxL22YAYKxp6lDmWXdMN/Qf/vyvXtTn/SnHOCl1mYcsy0NZb5/P0nHwUx4nX+c5OGxPXoZ6xfY0dRnyLAt59F0CgOdpdXHUvrmnDi6yotpP84QfgFWxX5fHHiA8xkv7wD9lnz2H/QwAnNdScdQe270U5zhe6Y7rzrTtt14UTW7vyuKofd5udX8A3JJVxVF8cJGXVfdhUJd5N/KorNf9JaVp6lCVRVdCZVkeiqoeLSvLilBW0XR5Eaq6SR7opD7gR+tSFYdpy1AW+XGeTRPqw/rs16VZXo9mevTN4vZtXI9L77OmLkMR3ZflxeG5TD9m6qCnHq5f9DpZWr9r/0cAAPes/eNg/IX/scdR+3nMH7+01h5DjI6/8jK8//T99DFOVYZ8cIwzd9zRHtd2x4Kbjx0fP+JoaZ3X7NOmqbv1ndrucxy3xcvZr0c5Ko4Wt+ewj406AnjeuuLok08+GWnvSx1Q7HbHD4z2A2vNB2L7F6Gh9gNj7i9g++LiccXRaJ7RqXf7D7523WfW47AfTtq+jetxyX3Wrn9q+6YOxLZs83Ek2vz6xc9b6nUIAByFEFYd5KUem5puS3F0zuOXLccQW4ujuWOc1GiY43KOp6ltP3Z8XHG0Zp1PPSY893HbluPkue2ZGqV07f/GAOjrFUfDdB+mK/8asPiBGB2YtH9taOrhY+LRTfvl1e1ffBIfnGuvcdT91Sg7jMKJTr0rqjqaPh+NuOk+jOvjB2BRnbh9W9fjKfdZXU6WQpN/TWvXL8tD2RaI3Xym92Vq/Xa73eg1KCIiIse0x2tri6NhHlscnfX4ZcMxxFRxNHWMM/VHz8Vj2N5oma3Hjo8sjhbWeds+PY46j/fNuY7b4uW0RVt3JsJwmpnnIPX8Oh4UEXl+GRVHyTf1cxVHE3+52X8oDw8Qor/4rDhAWF0cTVyPabjcqQ+y9kMxL+vTtm/relx4nzVNHeqqDGVRdEOJNxVHg+0Z7qd9wbZu/QCAeacUR0vTbTtV7YzHL5uOITYWR4MRMVl+OB1r4lS15D7YfOz42BFH8+u8ZZ9OHbOf67gtNZ/RNCueg9SyAHh+1hVHc6eq5ftT1VKnbj2uONp2gDBa57UHPIMPt6sVR1PrccF91v2VKi9CVdWhnjkN7TzF0fz6AQDznl1x9JjjlwsWR928qv31iVJ/HFvcB5uPHc/zq2pT6/yYfdpt55n2+ZriaO1zsL9AtuII4DlbVxyd6eLYqSG2U8t6LsVRvM2nnKo2Wq+t63HBfdaVYId1qaviOLz5AqeqKY4A4HFeTHG05vhl42lT7TU1h6dE7XZrjgvrUM5M85yKo6l13rZPjxehruI/ep7puG3NqWprngMjjgBehlXF0W63//Bsz+se/ZVjcgjvhgspjz6E15UgU39VOWdxNL2uJ2zfxvW45D6bvOjjxPY89uLYiiMAeJyXUhztdsvHL7PTRMd2W+ez9hintw/mrnH0RMXR1uOyuWPCk+ax4bht1XHyiu2ZGuEPwPOyujja7Q6nNkW/JLH/+c74Z+FX/MxoU4eqyHslVF7EByrrSob4AoVZUY3Kh3Oeqhb/FGl/XU/YvhMOvC61z95/+j5U8c+olvX4p2hHj5kYVj36Wdf4daE4AoBzeEnF0dLxS2vuGKJbVh7dn/rZ98RxYZ34Kfi5US3DU6auMeJoaZ3X7NN2mrntPsdxW/vrysd5jJ+X5e1xPAjwEmwqju6Jv4AAAM/NJYoj9tqiaOp0Ny63z5d+gAeA61IcTVAcAQDPjeLocrrRLxMXlub89qO8HGsDPHeKowmKIwDguVEcXVZd5i7U/ETa0wuNNgJ4/hRHAAAvhOIIAHhqiiMAgBdCcQQAPDXFEQDAC6E4AgCemuLojnz08WsA4AU65XjNsZ3jIuA+XPv99FZd+3l9ThRHd+Sjj1+Hv/67XwEAF/bRx6/DL3/7b2cRfylQHJ33uEhE5KVnt9t1/4vPiUtFcXRH2uLo2usBALesLY5+1XxxFoqjy/CFQERuIe172bXfU2+Rz4ljFEd3RHEEAJfXFke/+f0fzkJxdBm+EIjILURx5HPiKaI4uiOKIwC4vLY42n3+x7NQHF2GLwQicgtRHPmceIooju6I4ggALq8tjv71iz+dheLoMnwhEJFbiOLI58RTRHF0RxRHAHB5bXH0xR///SwUR5fhC4GI3EIURz4nniKKozuiOAKAy2uLoz/9+/89C8XRZfhCICK3EMWRz4mniOLojiiOAODy2uLoXFEcXYYvBCJyC1Ec+Zx4iiiO7ojiCAAuz4ijl8EXAhG5hSiOfE48RSaLo6apQpFlIcuKUDXNRZ6Ip1jGede3DlWRh6Jav67Dx1xzmxVHAHB5z/0aR01dhSLPw8PDQ3h4eAhZloeirK++3x7jlGM0XwhE5BYyVxy13z3b9/tYnpcv4jv4NfmcOEZxtEFV7P+j23JQcspjLvnCVxwBwGU9519Va+oy5BNfIrKiuvq+O9Upx1u+EIjILeTU4ujh4SFkeRnqF/A9/Fp8ThyzujhqquJwUFGGssgPL7T9fXVZhDzL9n+x6kbW1KHM948vq6I7SGkfk1pG+7iqjKbP8lBUx7+CbV2PVfOcW9e66e5PHVw1dRmK6L4sL0I585ipsqwerl9Zdf8RL63f1L5MvfAVRwBwWW1xtPv8jz1TB+5Dw8edqziKj03y6DijLvPu+KOsz3lssjxNO93ccVo3ryLvHW/NHaOtPS4SEXnpWVMcDd8Lm3r79/Ddbheaqgz54Lvvqvf8wfvwYz9fltZlzfb4nNiWzcXRuKXM+7fb6RMf5MNmM/VktX8xGg2lOwyh3roeq+Y5t65FtXhQktq+95++X30gM7V+XTm1sH5bXviKIwC4rLY4+s3v/zCyVBqlHnO24ugw2mj4F+a2lIkPqM9zbLI8zdyylo7TsqwIP9hwvDXkC4GI3ELOVRwtvxdPf/etV37/P9/ny/y6bNkenxPrsn3EUXb4C0801Lmo6mj6fDTipnty6uMTXFTj4ig+oOmay/qR67Fmnol1rdvlJF58U8Ogm7qc/A9w6hpH3fpleSirejCf6X2ZWr8liiMAuLy2OPpV80XSVGk0Nf3ZiqPDsUN7LDHlXMcmq6ZZc5zWrc9xlNHw+MqpaiJyr3nUqWrRWTSr34snvn+u+v5/rs+XpXVZsT0+J7blhFPV0iNcjkPK+k/4+JSsvHsRrB3VtC+KDvPduh5r5jl4TG++C8VR09ShrspQFkU3VG5TcTTYnuF+2hds69ZvzQtfcQQAl9UWR7/87b9NGh6TzE375MXRmY5NVk2z4dhvbr0VRyJyrzmlOMryoitu4vf9Nd+Zj/M4nGKWOFVt8vv/mT9fJtdlxfb4nNiWxxdHEwcHT14cTa3HpuIocf2lmeKoay3zIlRVHeqZ09DOUxzNr9+aF77iCAAuqy2Ofv7rz2e1xyNL0z3JqWr5/lS1+ozHJqumOeHYL0VxJCL3mi2nqsUjgOIyfkvRsh80kY8GTZy/OFr+7ju5Loqjs+fixdH+RVIdhpRtP1Vt9OLfuh5r5nlicdT9R3BYl7oqjkOpL3CqmuIIAJ6/tjj6x199dhZPfXHscx2brJpmzXHa4FS13W4XquiLyG6nOBKR+83Waxz1L/XS/7e59+LxvOtQFtmo8Jn9/n+h776jdTlhe3xOzOdJiqPx0LjtF8ce/mVq7XqsmufG4qhd/uSFuie257EXx54/OHNxbAB4Dtri6B/+5+/P4lzF0W63/wNc+4Vh6rhjtzvXscn246u547THHm8N+UIgIreQUy6OffyDwfbv4VPvxee+OPYpo1U3bY/PiU15klPV4p/Ry4vjiybZgDZ1qIq8d1DTe8wJxdHiPFce2MTtbFZU4f2n70NVHP9KV5R1b5hd+jFT//EOf5Iw/qlAxREAvBRtcfT3v/zdWZyzONrtDqfaR79GOzzuaD3+2GTl8dXCcVo8zfHAv+idarD2eCvmC4GI3EJO+lW1qOSJC5ul9+K6KrvTwobvxWu+/5/r82VpXdZsj+JoWyaLo8eaOseR61EcAcDltcXR+w+7szh3ccSeLwQicguZK46e0i1+//c5cYzi6I4ojgDg8tri6G9/3pyF4ugyfCEQkVuI4sjnxFNEcXRHFEcAcHltcfSf/+nTs1AcXYYvBCJyC1Ec+Zx4ilysOOL5URwBwOW1xdFP/vG3Z6E4ugxfCETkFvJciqNb5HPiGMXRHVEcAcDltcXRu5/95iwUR5fhC4GI3EIURz4nniKKozuiOAKAy2uLox/9t1+fheLoMnwhEJFbiOLI58RTRHF0R9riCAC4rI8+fh3+49//r7NQHF3uuKj9X4CXzHu9z4lLUxzdkWu/2ACA05xyvObYbpmIyK3k2u+nt0r2URwBALwQiiMA4KkpjgAAXgjFEQDw1HrFEQAAz9uW4ggA4LG64khEREREXkbWFEciIiIi58irtUOTAAAAALgviiMAAAAAkhRHAAAAACQpjgAAAABIUhwBAAAAkKQ4AgAAACBJcQQAAABAkuIIAAAAgCTFEQAAAABJiiMAAAAAkhRHAAAAACQpjgAAAABIWlUcNU0ViiwLDw8PI1mWh7JuNi+4aepQ5lnIsiJUzfbHr1nfLC9DPTHvNdOcY1lz+y7Py7Nv+y1q6jLkh3146uvt7K+twet2+Hpub6ee94eHh/Af/vy7vfuzouovpyqO9x1eW+1+WPuaXVqHompG2zO1fQAAANwnxdEVi6O4FLj2C+E5q4qsKzquvS4XK44G82u3+dLF0drtAwAA4D5tKo5mi5jDCImsKENZ5IcvvPsvn3VZ7L/wZnn3ZTX+ol1WRTeiJC/6y2iaOlRl0RtxUlT1YP3q4zKzPBRVOVrftdOcY1nJfTcsGurxv69aflWGPC4c8iJUg+KuHs6jrPr7IR8ut//8HqfJQ1G0z91+OfH2p5Z/rm2I13VYtL3/9P3k+i1u/8bX6ernc6YITRU+8T5u98Xxv41+2fjY4miuBFoz4uiczykAAAAvS1ccffLJJyPtfVuKo/GImrx/e8WIjHg58ciL3mleZX1Yt+X5POWyRvtlQ3G0vPz06KU129CeCrWlOJoqbMajzs67Dcd9t3492scvbv/G1+nq5/Pk4qgIZZkn17EoimdRHJ3rOU29xwAAAPC89YqjYYZfLmfLmXYkRzsyJbouTVHV0RfS/altcSnQfQGty/400RfldvTCsHDppsmK7pS5uv0iPvzCvWaaRy5r6ot5at/1yoIty59aVrd+eSiriX26sTiKr70Tb387+ig+jewc25AyPFVtef1mtn/j63Tz83lCcVTF+/VQfmVZEarqPMXRfJE4Xxyd8zkVERERERGRl5dRcTQ3KmFVcTT5hfR4as5UgTEsCaZGh+y/oA+KgLhAGBYhG6Z57LLW7rssL7pyY24kTG/5gyIgyw+nYbVf6BPrF5db+4shbztVLS5P2vm3Rd9oW8+wDVuKo6n1m93+ja/TJymOemXV4d/zMtTPoTi60HMKAADAy7CpOFp3jaMq+Zh7L46OozOOxfDzoTQAACAASURBVENcwKxZfjttXe2vz9NeU2b4Jf/SxdFw/ufchtR8n6Q4Wtj2qefz+O+nn6rWjjJ6eHgIeZ6HPMtCXtbHdb3iqWqXek4BAAB4Ga5eHO0LlOrwxXhwOlviNJnRci94qtopy5rcd3FR0zs9qv9vc8sfz7sOZepUsRWnqu0fU6f3xVQxMzhVbbfbherw2Lysz7INqWlWF0dbTlV7ZsVRXNCM1vWaxdGFnlMAAABehkefqnbqSI7HXrB6y4Wvn3JZU/tu+OW9K2tWXIR4aVTUqnlEo3DWbueomJnY/nNvw9Da4mjN9j/b4ij6b2w0gmxQHKW2L3X64KUvjv2Y5xQAAICX4erFUZYVoayOP/WdF/0CZn8B5rz3hTk1TffT6lkeirIcjZBaO805lpXad1NFQ3+fLS+/Tvzs+bDgGP8cfT1epzy6vypXlyftOk4t/1zbENtSHC1t/3MtjuLtHJVcVy6OLvGcAgAA8DKsKo4AAAAAuD+KIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBADARfz13/0KAHjhFEcAAFzEX//dr4KIiIi87CiOAAC4CMWRiIjIy4/iCABu2FMNYb72dvI8KY5ERERefhRHAHDDnuKLu+KIKYojERGRlx/FEQDcMMUR16Q4EhEReflRHAHADVMccU2KIxERkZef1cXRRx+/3uzaByvA9XnvgOtSHHFNiiMREZGXn03F0a9/98VqvvwBu91u83uB9w44L8UR16Q4EhERefnZVBx9/oc/rZb68tc0VSiyLDw8PIzkeRmqptl0MNI0daiKPBTV/OPa5WZZsXkZl9I0dSjz/b7Iimp2fZfWf26/Zlkeynr7Nrfrd4l91m1PXoZ6Yt5rpjnHss79mmTsHMVR09Th7Xe+E16/ft3zne+8CW9PeH1vew3tl/2d77wNddOMbp8yj02PefMufLjS6/CU9X7Ucs60rfHrJX59NM2H8O7NZbfnKZax1fCL+69/8c/dL6H98L/8JvzTF48/mJgqjqY+v4afMWvfi5u6DPkZPhuube3xyzWXea7jAMWRiIjIy8+m4mhLthZHDw8Pmw8Eq2I/r6c88DrbAdzh4Hdf7gwPqBVHz6E4OuU1ydgli6O2PHr34QlKDcXR5ZdzgeIoXnfF0b40evcvfzp+WP+uCT/8L0349SMPJi5ZHMXvxbdSHF3j+GXrMhVHIiIi0mbjiKP/s9pccTQ6gKzH/940dajKIipX8lBUde9gpndQWVTRQU4eimL/2Cwrwg/eb5v/brcLTVXs/9JZ1r1tGB54Lc1nSl3m+/kUxehA7tTiaLaIOWxPVpShLPLDgfh+fnXZ7qu8t13tAWNZHbcvL/rLWLP9TVMfl5nloajK0fquneYcy7rEa/K4n8uQR6/NLC9CNSju6uE8yqq/H/LhcvvP79TrvKqb3vanln+ubdjinMVRXCw0zYdQv92XA2/efdj/24d34e2bY8H0nTdvu1Lp+IX+TXj79m140xYiH5qFxy0XR03zIdTv9vM8joT6MF7/mTKhaT6Ed2/fRI9/lyxTPgyX864OH5qmt33tun94d5jfYR7xNP/fL37RFRzv6mieb/b7ZG69p9ah25aZ/bl2W5v6XXgzmEe9siAcFo3d62NQ6qRKnuFrranf7pf/9t1xnd/sp2/3QzzyLZ5nvF/fvO0/j8uvmfTr9f0vtpd53Rf3Lz4L7840wmiYcxVHS+/Fa4qjLe9hj/lsnHqPnluHqeOXx67Xfl+VoRgss1xY5txnRm9bo3m36zH3/CZffyIiIvJis/EaR39Y7bHFUVvQjIasl/VicTT8K+X7T7fNf/JAMHHAujSfqS818cFYnmW9A8dLFkfjv+Lm/dvdMsf7MjUKZ3k/Ls/nKZd1qddkPK9TtqF3EL+yOBq/zt8nt//c27DVUxVHk6ezDUqT4X2/+HTpccvFUbseQ8fCYv7Lfmrdhusxt5zvvN0/f21R1JYY7fTdun94ty8g3rwLv/j0F9PLfFtPrvfSOpzyPEzt87l9MWf4+LZMe0xxNF6XN4ORb/15nvpcDkuuqdfrScXR75rww599Fj6/wMHEcymOtr6HnfrZOP8ePb0OqffpueJo/XptX+bUZ+aq44DuM0txJCIicg/ZVBz9/Nefr3bSqWrtgUh0YNj95Wvmi/zwL4HDA7FREbNh/vGpXu3yui/ZK+cz2g9RWTR7EHqOU9XaA9n2r5ftyJToVLmiqqNl5KO/UMbb25tmxfZ302RFtx/b0VajUw/WTPPIZV3yNbn4haZbvzyU1cQ+3Vgc9V7n0fa3f9mO/xs5xzac4lqnqjUf3g0Kn+MX8bbkSP73OXrcfHEUlzHdSJ0P205v6+bxnbfTo4W6ad6Ed/WHwboeipF2mrd1b5919x9KkH3RdtwfbVnxoR1dM1WarViHxf25ZVtPPHUtXu93vXk/YsRRNDqtHSX0tv4QLatfTo1GwqWep9nXzLrX6xrtF/fP/+U34Yc/+yz8+l9+E13j6PGnqYXwBKeqJd6LZ99nV76HnfrZOPsevWIdlk4b27peqf2weMy09JmROg44jEDe8hmhOBIREXn52VQc/eyfP1ttS3GU5UX3RTo+YEoePCaKnPEQ8v6B1KiIWTn/9qBqP8ppfJC2dj5D3WlqVZO8fdHiaOKvhMN9N3Vtg95B5YrtHy43eZC9YZrHLuuSr8nhX2ez/HAa2uD1Mvzrcvz8bz1Vrfc6nzi98pzbcIqLXhw7cQrUh/pdePf2bXea07gkGBcc849bKI4mRqT0R7osFEfd6VD1aJvHp0z1n994lFG3jW/ehQ+HcuLN4TSnN+/2I7TGo2/ejE/LmyqOVqzD4v5cs62D0TbfeXM4HW7jqWr7ZR7n9bZ+zKlq6VFYw/04dY2jdoTR23rta2b69bpVXBz99d/96kVd42j0Xrw44mjbe9g5PhuXRoWm1mF1cbRyvdptr6sylEXRnSY3WxwtfWYkl7H9+oOKIxERkZefTcXRf/0fv1ttzalq7WiH4YHLsymO2vnlZajakStxKXFCcXTK0O/zXuOoSj7m3oujc70md7vd4cA9Hx24P1VxlDrt4VzbcMqX1kudqjaaph2x8eZtqOsP4cPCF/z1j3s5xdFut+vKobdv3xyWf5jP27fh7ZtxOTNbmpxQHC3uzxXb2s233l9XaFg+Lb2G5kZKvTlXcZS4btRLKI7Gp6r9KfzTz/45vP/d4w4mthdH859zk+/FK0cUrX0PO8dn49TnzNw6nFwcTa1XO3o0L0JV1aFO7Pep4mjyM2PDtq55/YmIiMjLzabi6G9/3qy29hpH/eHXg+HT0Sk1KScXRyvnv9sdv9S3hheiXDuf4WPSX94nDqCvWBztD9qrwxe+wZD9Fdt/yVPVTlnWpV+To4Pu1KliK05V2z+mTu+Lqdf54LSD3W7XFZ55WZ9lG9Y8JvXe8djp1xRHbXnxpr3eTx1dAHumOFp+3PZT1SbX/8Knqu1fB2+jEmK/vPh6OscC5ITiaMU6LO7PFds63n8fwruoeFnzuh3u73YZU9cjai9MPdrvJxZH+1PVDhcu705Dmz5VLbnNZy6O0tc4unRxND7dabfbhbr9TBpcF2jLe/HaEnHuPewxn41T79Fr1uHcxVG7Dvlh+ro9pWzDqWq73eAzQ3EkIiIih2wqjn7yj/97tS0Xx+4OulZcxHfqQsPDX1WbK47Wzj9+7NRfLNfOZ7itc7/Wds5T1Yajg045OF77HKSmeYqLY2+dz6Vek5MXM10zj+gvvmu3c/w6n7/Q6bm2YasnG3E0dRHjpRFHi487/eLYUwXMePvOc3HseF/1yo5oG1O//rW2OFqzDmufh9n9tfE5mXy9JLZtOHJp8bl7RHF00nM5Md+5bVv/xT1REl34VLX4/TRl9IMUC+/Fc398yct683vY1s/GS3wWzP+q2srP7BOWufbi2GsuBO7i2CIiIredTcXRj//hN6tt+lW1xMV+9xdpzHsHiKOfgo8OILOi6n45ZE1xtGb+wy/yqesAbJlP/y+V/fu7g+OielbFUZYVoayOP98+eg7WPE/N8ed+9z8/X45/sW7lNOdY1iVfk3XiJ5iHpyy2P6V8XMd6vE55dH9VLn6RGT4fU8s/1zZs8WTFUfMh1PFPvL/7kL7+z+iL+NLjloujdh7tRZP3I27iX4Bb/rI/+on6d+OfqN/tdt1PwMfrO5xX/Gtzu11/RFO8zqcUR0vrsLQ/127rh/pdd4ravlB5O74W04biaP+Z8XZUHDVNHd6+ibal7q/LY05Ve1cf91P8elj3mrlEcRRCWx491cWxj+8rRe99Z/jet/a9eKk42voedkpxtPQevWYdhscvw+fylM/sqvfZV4+vn5hY5txnhuJIRERE2mwqjrY69YsmcDu8d8B1PcUX96XiiPulOBIREXn5WV0cAQAvj+KIa1IciYiIvPwojgDghimOuCbFkYiIyMuP4ggAblh7PaNLu/Z28jwpjkRERF5+FEcAAFyE4khEROTlR3EEAMBFKI5ERERefhRHAABchOJIRETk5UdxBADARTzVNbYAgMtRHAEAAACQpDgCAAAAIKlXHAEAAABAqyuORERERERERERE4rx66iFOAAAAALwMiiMAAAAAkhRHAAAAACQpjgAAAABIUhwBAAAAkKQ4AgAAACBJcQQAAABAkuIIAAAAgCTFEQAAAABJiiMAAAAAkhRHAAAAACQpjgAAAABI2lQcNXUVijwLDw8P4eHhIeRFGeqmufpGPKWmqUKRZSHLp7d9zTQAAAAAz93q4qgtQ9rSqJUV1dU34ikpjgAAAIB7sb44qsuQR2VIUx/KkawIVVSO1GUR8kPBlGV5KMqqK0+apg5l3n/MsGQ5TpOHotjPK8uKUNWH+4r8WFrl+3/v1rGpQzVcflUvblc8iirLi1AO5tkucz+/clQKLU2ztE1L69xUZcgH69jb7oX7AQAAAE7RFUeffPLJSDxhVxwdio3USJqqGI9IikclbSmOeo/Py/D+0/ejf98XLcd5TS0/L9Pl0eQoqpl1Odc07X1L67y8jvP3zz2/AAAAAHN6xdEw/ZJlXH7k0ciWuFgqDyNmmvow8ibLQ1k3m4uj+DS44/yjkTqH0qWomt6IqOM6pUdFTTmu7376eJntKKS6zPvFzZpplrZpZp2HI71S6zx3f0tEREREREREZGtGxdFssdLUoYpOFYtH/DRVkbzmUVuiFNW24qgtm7plH+Y/OXrocH9y5M9gXsNtqqsylEXRne41t02j9V0zzcI2za3zsLDL8sPpf3X/9L+p+wEAAABOtak4itXV8dpARfV0xdHUxbhPKY660T15EaqqDnUzGO3zDIqjeH+XRT4qt9beDwAAALDV6uKoO/2qqLoyJHmq2IpT1faPqfvzXSpZBqeq7Xa7UB0em5d18rSvJe2y80PpU1fRhasvcKra5DZtWOf9hbiP+33r/QAAAABrrS6O2pLjlItTx6NxJqdZKlkmLkK9avlT1weaGPHTFUdnvjh2auTT4v5YWseF+6/9AgMAAABerm3XOFr46frdbhfq4U/LD65J1DRVN4+ln64fznt4jaXh8tv744IrL6YvGh3Pr13X+NS6dpqyN01/fddMs2ab5ta5rsruFLTUdi/dDwAAAHCKk69xBAAAAMBtUxwBAAAAkKQ4AgAAACBJcQQAAABAkuIIAAAAgCTFEQAAAABJk8XRRx+/5kaknvhrrxMAAADw/M0WR3/9d7/iCj76+HX45W//7Sw++ni6OBIRERERERERmcticXTtIVH3pi2OftV8cRaKIxERERERERE5NYqjZ6Ytjn7z+z+cheJIRERERERERE6N4uiZaYuj3ed/PAvFkYiIiIiIiIicGsXRM9MWR//6xZ/OQnEkIiIiIiIiIqdGcfTMtMXRF3/897NQHImIiIiIiIjIqVEcPTNtcfSnf/+/Z6E4EhEREREREZFTozh6Ztri6FxRHImIiIiIiIjIqVlVHDVNFYosC1lWhKpputsPDw89WZaHomp6BUVVZCHLy/D+0/482vubpg5lPv73x2qaOlTFeH2eOyOOREREREREROS55KzFUVselXXTK4Xysh7N49LFUVXs1++lFkeucSQiIiIiIiIi186jiqMsL0PdHEuitqzJy3r/b3UZ8iwLRdVsLo7qsgj5oZzKsjwUZdUta7fbhaYqQ54fy6ssL0JVN938emVWUfWWU1bRvA+P6+Zbl6EYzLcrwqriML8ylEV+fHzTdOs7HHXVNHWohttS1YvFkV9VExEREREREZFr57LFUVWMH7OiOGrnMxrNVFS99Rndn5fh/afvZ4ujU+dbN01XHI3vzwejrpa3pd1HU8XR7vM/9qTmkTJ8nOJIRERERERERE7NRU9Va69vVC88Ji5b2lFKWZaHsjqOXCraf6ujaaLiaulUtbg4akubuh1BNDGf43IP69ZOnx1GNx3WY7+c+HS88Xq2o5qaOl2gDYuj3/z+DyNLpVHqMYojERERERERETk15704dnxaVzuSaGE0z6g46k4Hq3pFR13mXRE0HD2U5YdT2aJTzqaKo/41mNIjp+qqDGVRdKfCTa3beL/0lzE1QmlYsKWKo181XyRNzW9qesWRiIiIiIiIiJyas52qNhqtc5jmWNysO1VtTXHU/Vu1v9bQsOCZL46O0wy3oxsNlBehqupQD7d7qjjqRlWdrzj65W//bdJwXnPTKo5ERERERERE5NRcrjiqivTonqXiaMWpauOSqg7loCg6pThqy6n8UAzVVXvB6xOLo8Spakva4ujnv/58VlsaLU2nOBIRERERERGRU3Ox4qgu88EpYGe8OPbURaon5jH8VbXJEUcL891aHM1uy8S+a4ujf/zVZ2ehOBIRERERERGRU3OR4mh4faOtxdG+eBr8hP3gV8jqquxOURteX6kdpdQ9vqi6X1ubLY6aOlRF3ltm79pKJxRH7TzbddmPaJou3Nri6B/+5+/PQnEkIiIiIiIiIqdmVXHE02mLo7//5e/OQnEkIiIiIiIiIqdGcfTMtMXR+w+7s1AciYiIiIiIiMipURw9M21x9Lc/b85CcSQiIiIiIiIip0Zx9My0xdF//qdPz0JxJCIiIiIiIiKnRnH0zLTF0U/+8bdnoTgSERERERERkVOjOHpm2uLo3c9+cxaKIxERERERERE5NYqjZ6Ytjn703359FoojERERERERETk1i8URT++jj1+H//j3/+ss5oqj9n8BAAAAUmaLI27D1OgmEREREREREZG5TBZHAAAAANw3xREAAAAASb3iCAAAAABaXXEkIiIiIiIiIiIS59VTD3ECAAAA4GVQHAEAAACQpDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBAAAAEDSquKoaapQZFl4eHjoybI8FFVz9Y1IrnNdhSI/rnNelKFunue6AgAAADxHjyqO2vKorJ9XITNZdBXV1dcNAAAA4KXYVBxl+XHUTtPUoSr25Uxe1qFp6lDm2X4UUlGEPMtClhWhOpRKdbn/t26kUlkd51WXx+mbplf8/PkP3h/mu79vt9uFpiq65SbXt53fYX2b+rD+8TyaOlTDdarqaJvT2/OD/ze97HZftCOwTp1/9cxKOAAAAOB+dcXRJ598MtLet6U46o3wOUzfTjc3AiieV13mvfvb220pUxXZ7EinYxG1L2tSp6hNrVNbCE1tz/tPE/tiUFQ9Zv7t41PPBwAAAMBT6hVHwwyLo7lT1eIiJC6E4hKnPIy4aeryMALoWP4Ml9EbHdTOo6iikTrH+0fFUaKUyfPjaJ646Dn+W39U0tT2pIqruPQ6x/x3u93ouRAREREREREReeqMiqN0ETNxzaC8iIqf46lX8Uig9rSyYTkyHEUUTzv693beeRnqdvTTwvWK9iOi8kHJdShtouUsFWGpkU1tMbQfaVWNS7BHzh8AAADgOdhUHMWnUo2neXxx1P5b6hpCdZnv510eS5u1G1lXZfcLa0V1huIoKrKqwWl18TYrjgAAAICX7PLF0dpT1aLp8mx6Pmt+yS2+RlJ9OC0svnh16lSytdszXEZyhNQZ5g8AAABwbRcvjna76QtFt6N04uv9xCOChhfj7q4JNLMeu12/ZEqdqja7Tu0vsS0UO/Hpe6nrLT12/gAAAADX9iTF0W63C/Xwp+mjU82Gv6K2240vOB3/29L1jXa7w6im6ALZ8fWY2vWtirxXMOXFuKiaK3ZS63jO+QMAAABc06ri6LlIXRcJAAAAgMt4McXRcYTO+LQwAAAAAM7vRRRH3alsWW60EQAAAMATeRHFEQAAAABPT3EEAAAAQJLiCAAAAIAkxdEz89HHrwGAG3Xt44zn5trPB17TXqvAlGu/7zyn9zPF0TPz0cevg4iIiNxedrtd97847rmF3NNr2mtV5L5yy+9vp7yfKY6eGR9KIiIit5n2M/7axxrPieOel517ek17rYrcV275/U1xdAN8KImIiNxmbvkg1HHPfeaeXtNeqyL3lVt+f1Mc3QAfSiIiIreZWz4Iddxzn7mn17TXqsh95Zbf3xRHN8CHkoiIyG3mlg9CHffcZ+7pNe21KnJfueX3N8XRDfChJCIicpu55YNQxz33mXt6TXutitxXbvn9TXF0A3woiYiI3GZu+SDUcc995p5e016rIveVW35/O3txVJd5eHh46BRV86Qb1NRlyLMiVM1xuVWRPfl6rFrXpgrFYV3365319l2Wl6Fultfbh5KIiMhtpv2Mf8xxQnc8VI6nv9RxU1OXIS+qZ3PwKs8nc1+sUq+b53oc77UqIsMsvr898nP80qoiD2WdXp+zFkdNXYY82vimqUOZTy/8EvbrkPc+dJ7rB86oOBq8cOoyD3lZ+1ASERG50/SKoxOPE7pjjsQB6qWOmxRHMhXFkYjcahbf3x7xOf4UnrY4yqYXVhXHhq3dQXWZhzzPQ5YV4a+iFY137NLj4r+StR84dZl3HzLxB048r+zwwbR/TBGKQwOYl3U3XdwCptZjbhvb+U+u68riaOpgz4eSiIjIbWdtcbR0/PFX7XHN4Ev53HHT8Et8e0C55rhpOE02KKbmjut+8KnjnlvOqcVRUxWjMxoWX0vv/599MZrNH9df4juB16rI/eUxxVHyPWnwvhff/vMfvA9lfugSmioUhx4m7g7WdBPde1xWhOKpiqNjGZLe6PigoT1Aqcs8OU17/5rHpT5w4lImdQAUj4aKh2m36z86eJpYj96yB9O0j51cV6eqiYiIyEzWnKq25vhjdsTRiuOmUXG0dNw0OAVu6Xhq6ljJcc/t5dTiKP5LeF3X675bRF/URsf+F/xO4LUqcp859VS1qfek4fve8HbcmeR59P/L8Xtk8tggmiYun56kOBqqiizkZT269lHb0Mct2/Gg5XjwsuZxUx847Y6IRxzF88uyqQ+P8YHO1HrEyx5+cLRP2uS6Low4WsuHkoiIyG1mbsTRluOPpeIoddw0P+Jo/ripqctQRMc+8TptOa5z3HN72V4cxaVO1nvNLH63mHgNX/o7gdeqyH1m64ij4Wd58j0pet9L3i6qUJdFKKv9/2/f59YcGwynebpT1apiNEombudTb6rDA4W6zENRHKdd+7ipD5x26FX7Rn88gJr7q0P6L2RLBzRzrZ7iSERERLZmTXG05vhjTXE0PG7qj9aIhsGvLI7ywak9W44HHffcbma/WEXHxqnb8Zev9yteS1PF0aW/E3ititxnTi2Opt6Tph7bvQ9++j6UeR7yogx1U4eyKEJRLI9GjruWLDHS6eLFUbvRUw18fI5dqszpdsJgiNSax00dAMXDTOOGLsvyUBT5xCls4w+JqfUYLn/yPMJHFEeucSQiInKfWVMcrTn+aI+Hhn/gmz1uaupQ5uNrH6wvjqJry0xc4yj9xz3HPbecpZ+rjq/hMXU9o7lj8zXF0VN8J/BaFbm/nFocTb0nDd/3Uu+D8aln7dleW7qJ4zWO9tc+utqpalyeDyUREZHbzNKX7HvkuOdl555e016rIveVW35/UxzdAB9KIiIit5lbPgh13HOfuafXtNeqyH3llt/fFEc3wIeSiIjIbeaWD0Id99xn7uk17bUqcl+55fc3xdEN8KEkIiJym7nlg1DHPfeZe3pNe62K3Fdu+f1NcXQDfCiJiIjcZm75INRxz33mnl7TXqsi95Vbfn9THN0AH0oiIiK3mVs+CHXcc5+5p9e016rIfeWW398URzfgo49fd/8LANwWx1qOe27NvbymvVbh/tzq+9tHH29/P1McPUMiIiJyu7n2ccZzIy8/134Nea2KyKVy7fed5/J+pjgCAAAAIElxBAAAAEBSrzgCAAAAgFZXHImIiIiIiIiIiMR59dRDnAAAAAB4GRRHAAAAACQpjgAAAABIUhwBAAAAkKQ4AgAAACBJcQQAAABAkuIIAAAAgCTFEQAAAABJiiMAAAAAkhRHAAAAACQpjgAAAABIUhwBAAAAkLSpOGrqKhR5Hh4eHjp5UYaqbjYvuGnqUBV5KKrmcLsKRZaFLCtC1Wyf36mWlts0dSjzrLfNsayoLrp8AAAAgGtZXRw1dRnyLF2gZFkeyo3lUVXs59UWR9eiOAIAAABIW1UcxeVJXlShbpru36tiPwIpy8tQN003bZYVoayKrmzK8n0xkipisqKaLFDqMppHloei7C9/cllRkdXUZSiiZWZ50RVdW4qbtjxrt3XN/He7XWiqMuSD+6uJ5be341Jt7vEAAAAAl9IVR5988slIe99UYbLbxeXNftTR3AidLC/D+0/fry6O2lFJU6N8ZpfVTXMsYobrUkdFzanF0dr5r1v+cXuKql41/7nnDwAAAOAxesXRMF1hUhWzp2XFp531RieVh/KjHo+iGZ6qNhp505Y0lfBG4AAACiJJREFUWR7KtkSpy8M045KqXVbdrmui5OrPoz/C5zEjjmbnv/CYePlF0d+Wtcvc7Xaj505ERERERERE5LEZFUfJMuSE4mh8ylneK0UWi6OJZbbz6S8rH5961hsVVIe6KkNZFN0pX+csjubn3x8VleWH0+3q6RFL8XWflh4PAAAAcCnriqMTTlV72uLouKxhcdSOdsryIlRVHeqJawqdfKrawvy79a7KUBb5ZHHVlkL5xLpMPf7aLyAAAADgdq0rjqJRL1lRRqNl6q4AGl4ce18SVb3y5lKnqs0VR11hdSig6sNFtM9VHC3NP7kveyO0+ssfFmxLj7/2CwgAAAC4XauKo93uWJokL0TdO1Vs/uLYbeESX/j6sRfHnh1xdBi5NF7nM404Wpr/xuVPjbyaevy1X0AAAADA7VpdHO12+9OyyiLvFRh5UfZ+Gj4uc8rD6Jt2uuFP2Lf3ZUUV3n86cYpXeZxHluWhiC8cvaY4aupQHda5fXz/dLfH/qra/Px3u/1pZnnvOkXF+JpM8TYcyqLjBb+nHw8AAABwKZuKozWmrnEEAAAAwMuiOAIAAAAgSXEEAAAAQNLZiyMAAAAAboPiCAAAAIAkxREAAAAASYojAAAAAJIURwAAAAAkKY4AAAAASFIcAQAAAJCkOAIAAAAgSXEEAAAAQJLiCAAAAICk1cXRRx+/3uzaGwcAAADA6TYVR7/+3RerKY4AAAAAXrZNxdHnf/jTanPFUVNXociz8PDwEB4eHkJelKFumqvvDJ5G09ShjJ7/rKj691fF8b58/9pomioU2fExx/vzUFT14PVVhnwwbZYVoUq8xtp1mbr/nNu7tIymqUNVFr11998GAAAA17SpONqSqeJosgAYlAfcrlFxNChUqiJbXRx1BUt5LI/i4uklFUfxdvfLMeURAAAA17FxxNH/WW2yODqMBukKgXpfCMRfqpu67I1IyvIilPXhvkMpEBcFu93xS3dRHaYbjN7IsvHIlN56dV/u81AU+8dlWRGqulk1r6YqQz5Y56puBvMuQllF88nHRUI9XE5ZdaXB7HzqZtW6nLJvlp6TNcuc2tftY47PW78gGhZHw/KlPrwe4n+vyzxkWd5bv+XnvQhVtI3D5+Yx279mGd1/F9F6xwVbu38AAADgKW28xtEfVlssjg5lxXAkxfQpSYMCIRqFMSyjdrvp0RvDwum43P4omHiZS/NaXufxvFOjSSZHnBxGY83Op5tmfl1O2zfrnpO1I2V6BViZ99f/UAQVRbGqOIq3p6j6+zrP08Xa0vO+dZ8+6vmfGWl3LFXXlWAAAABwbpuKo5//+vPVpk9VG3+Jzue+2NflqDCoiv6X6bY46IqcqEjqRn0kRjZNrVf8ZX7NvFLF1dS8j+t4LBuKqumPOKnqwbbvtzU1n27ETTeCa2FdTtg3S8/J0jKn9kc7AieP5rV/botQDbdrpjiqD+XTvjiaKHFWPO/dc3MYzTW3Dx/9/C8so27vXzEaDAAAAC5lU3H0s3/+bLXZi2M3daiKfPKLfdPUoa7KUBbFcdRINj6tJy/rqFDIR6ezJUd4TIzeiE+f6p+CtDyv0TV78sMpZqlTleLTrA6FR17W3XKGI1D6pch4HYcjsBbX5YR9s/ScLC1zel8Xoeo9f4d/z8txIba2ODqcCpbaH6nTvdbs08du/9plDF9z7amS136TAAAA4H5tKo7+6//43WpzxVGsro7XfNl/8W+/UBehqupQJwqD7ot4XoZqcKrTbvf0xVG8LWWRTxYL5yuO4n2RLiAm1+WUfbPiOZlb5vS+Po4y2o88y4+F4IbiaHh9q9FrLNrPS+uS2qeP3f4tz9vS+gIAAMBT2lQc/e3Pm9WmiqM6KnraESHxF//uS/OhQDmespMuXVpxaZA6HWvJZHF06rymrrtzuNj1Y05VW1tAJNflhO1Z+5xMLXN6X4/LrG5bVxZHw4tjjx+3dsTR9D597Paf8rwBAADAc7CpOPrJP/7v1ZYujj11DZqpETHDL+nxtWzmRqFMXbB4tF4TxdGaeS2t87kvjj07OmbF/tu8b5a2b+VzNt7X7f4ZP5dTxdHUaKm1FypfWpdT9una59+IIwAAAF6aTcXRj//hN6vNXuNo5qfN4+sf7X+Ovu6drhXPZ3hR7N4yDvOJS6q8mB7dMVccrZlXnfg59uHPqmdZEcrDaJWp9anL4/3t9o/Xcb6AmFuXU/fN0nOytMz0vh6XWcNfV1v+5bLxxaObugplnm983meKo0duv+IIAACAl2pTcbTVtTfuuZi6xhEAAADAc7a6OOJ0iiMAAADgJVIcPQHFEQAAAPASKY4AAAAASFIcAQAAAJCkOAIAAAAgSXEEAAAAQJLiCAAAAIAkxREAAAAASYojAAAAAJJ6xREAAAAAtLriSEREREREREREJM6rpx7iBAAAAMDLoDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxBAAAAECS4ggAAACAJMURAAAAAEmKIwAAAACSFEcAAAAAJCmOAAAAAEhSHAEAAACQpDgCAAAAIElxB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1. Implementation - HTTPClient4 /Java / as per HHT Request Default.<br />
2. Timeout - Wait for connection or response time outs.<br />
3.If we want to store embedded resources we can check "Retrieve All Embedded Resources".<br />
4. If we want to connect to proxy server for sending the request then we can configure that in Advanced section.<br />
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com10tag:blogger.com,1999:blog-8546566830340781037.post-9673510514805187172020-01-29T01:39:00.001-08:002020-04-07T02:54:42.319-07:00Jmeter Configuration Elements<div dir="ltr" style="text-align: left;" trbidi="on">
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In this post we will learn about few of the most commonly used configuration elements.<br />
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<b>Video Tutorial -</b><br />
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<b>HTTP Request Defaults -</b></div>
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For each HTTP request samplers which we mention in the test script there are chances that some fields like protocol and server IP is common for all the requests. In this case instead of mentioning the same in all HTTP Requests we can define this in HTTP Request Default.</div>
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" 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" 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<b>HTTP Header Manager -</b></div>
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This element lets you add or override HTTP Request header. The headers specified here will be added for all samplers under its scope.Add the header as given below and this header is applicable for all the samplers under its scope.</div>
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" 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fux/LQk7cE7/n/ga3/WeLxbPK+w3j/wtf8q/pckFdabzk7/76v57cg/uzGtLFu9nTP/O2Nwzkz/Y937V4fXxAtRm/wJ5C2cNHp95ChPzMxJp/whS0Xto/K3qJqamgphThocQhqWcg2O/9u/mxb7Yamu6nX8iyM41nhDSsusVXpcQ1P/WLfG7gXxu9/skd2P9+CV3wcL83/vwL9LkmxePL/e2/8h+zxbxiu/j2Ps3qd4RZIg/eZT5bY+d+OV/yjcj/89O3/sczf+XZLw78cy2/3dbzL349/di697/+raRNXoosEhpPaUa3D+dPeBaT0u165aXiPrcfzlD8TrfROsmqqmwflqMk6VEA3OOk8yQkhtKdfglKt6X1c2k3j8N+64ltP097iKBmedJxkhpLaUY3AoajOq2XUKgb88pEqIBmedJ5l8nymKqo1ocKjHWc2uU/B/+zeqhJpdNDjrEiGkPtT7t09R9VKz6xR83zygSogGh6IoiqIaSM2uUxj6OkqVEA0ORVEURTWQml2nMBCKUCVEg0NRFEVRDaR658A1kvSOHw0ORVEURVGbTjQ4FEVRFEVtOtHgUBRFURS16USDQ1EURVHUphMNDkVRFEVRm04VGxxCCCGEEKtSscGptzOjKIqiKIrS04YYnNzw9WaW0VO9DwxFURRFUY2rqhgcoDBmTFNTE/7zzcG81PPl0/Ll5NJbntOc5jSnOc1pTnPazHTVIjjNrlNF5kZuctTr5Kb1zI3e8pzmNKc5zWlOc5rTpaarZnD0zE05kRwrOT9Oc5rTnOY0pznduNNVzcEphda6uelS8znNaU5zmtOc5jSnzU7zLSqKoiiKojadaHAoiqIoitp0WldPxhRFURRFUVYUDQ5FbbD4e6Ioiqq9aHAoagOlzuzX+z3VO5RLURS12VQVg3Ptv+9T1KZQs+sUpv7+z6qIBoeiKKp+qprBqfeOUNR6lTM4c/HFqkhtcPTMjpnfXr0jUZRSWt+RUT9gm108Z62vel9f6yEaHIrKKmdw/v4oWRU1u4ojOM2uU0VjrZX67T2uFyerSuv7yHVU+jiiZXB4zlpLj+v3QYNDUVnlDM78v5arIi2Dk+vxW/650W/vcb0wWVnq7yT3fX7x14XHUmqDw3PWenpcvxMaHIrKKmdw/pVMVUVqgyMfzsSMwXlcL0pWl/x7edzNjdrg8Jy1ph7X74UGh6KyyhmcldRaVSQ3OOqx2koZnMf1gtQIyn03NDdKg8Nz1rp6XL8bGhyKyipncKpFpQannN9izOuATZLQ1NQESbLB4Y3V7HjFvA40NTXVdJvVrG/Q64bD7S27nGbXKdPmxv+n9/Fi9vvJSZL24Bdtd+puTLT0yYX38Yu2z8o2OGbP2VjQnT9fC8fDBoc7WPfzoxbyOiRIkgPeWOnfTKXnp945W+99r4eqZnBisSDcNuWJmz+BbW4ETXyhtfiiKUpPGxnBicfjpgxOWeYm5oVDkmBzB/O/P7MXz2qokQ1O7thJjvKvK+VEbnIG50WZoTn1qz2QpD04+KdHdTc0irpOfIZfSBKkX5VvcEx/B1mDY5MZGq/DBkmywR1sjPNoPTJrcNZzfmqJBqeKEZxqXviq/UVTlJ42OgcnHo9X1+BkbxZ6DxBBtyq6k72p5H6fNocDjuxDic3hhje7vN6yubJsqnm533ks6M6XJ9kc+RtW/jdss2XLd8Aru5npzdcrT3PfcnXI1TdbR/kNJTfv9d6vFA9j5T6Ardfg+C/sRVNTE35x4VF+mV/8JLsvP9mrMD6ftO3Fi5KUifr8qrBeroxcuad+JUGS9uLUhPky89GkC4/gn7iDgz+RHZOfvI9PJswZsPUaHLPnkanvXeM8NTw3c/XJ/hbU0SS97ZWqp/J3aMsv41AZHK3fqDpYkDs/9X7PZkSDUwODU+oky5mYzEXJhpNfre9CRFHlSO8tKq2opJZKvUWV+7/aBif3e1KYhqAbNtlTsdaNvnDhzF6AHV4EYzFTyzq8MWVERHbjisWCyjJyBkbnyVVrvmF5+ZuSV3ffjAxO/SM4Uj6CI5/vn7ijMCq5edKvPsvPM2NwzJT5YjZKo5hXtwiOlI/grPd71zxPZd91bp56e5n1lFFQw+0Z1FNvf9XnueFvVHV+Gi1r5rjT4GywwSl1QuRPcrcjf7FVXPwYwaE2WEb94JQyN+X0gxOPx6ticOLxwtOh1lNdLBaE1+2Gw2bLz3cHi01AUW6K/AagXlb+O5atJ19HXWap37DWfMPycjclyQabw4ug3NhZ1OAomux/sgcHL9zJRlOUzVXy6M4nbXuUkZ4L5iI4RmXmTZO0By/+6jN8Iovs1NLgKFMYbHB7g1X93uXnaVGZ8nNYZbi0TIzW9ozqqf59SgbGRPc3qnF+6i1r5rjT4GywwSl1QuS+0MwXJz8BaHCo2qhUT8Z65sZsT8Y56Zke9f9mFfTKIqNFT6YOuL1B5VNyBQZH/TuVHN4ig6N1bBRPrmUaHL3y4vE4vKr5Nkfmyd2qBicTTckaCFlTUs7EqPVi2x1jo1LC4OiV+cVfF3BKNf/FX2Wao2odwdGK3K33e9c6T4vuPfJz2MDgGG2vVD3l57F825lplYHS+o1qRnC0lzVz3GlwamBwSp0QXkcuH0DuWmlwqNrIzFhU6vO30rGo9ExNpReiTFS0EJY3enKsRQRHWbf1R3D09llu7uTNZlY0OHKTkjMRahOjWPfC3ooNTqkkZv/EncwbUz+RNXvVoYkq37SU/R6q9b1XI4JjtD0z9dTaH3n5hr9R1flZKhJUSjQ4NY7g6J346tAbDQ5VK+UMzl+jCUPlzE2p5fRycNSq1OAU8gyKw/uKHIRg7km58giOPLdBK7qjvlEolqvA4BiWp6p/0K2XC6TKebCCwckm82rl4KgNjzoH56DcjBhEhgzLVBmjT9r21tfg5PNeinNwyvrejc5TWY6n3jwjQ1zqPFPXU29/1eej4W9Uw+DoLWvmuNPg1DAHp/gCKEvuUr0ZQoND1Uo5g/Pt/UdVkbofnHi8dKd+5b0mXoja5B4McmZH/iaGJNngcBQnB5cVwdF4y6SoWUCnT55KDI5RefF4HEH1PEUkWPutFa39VDeJm1G13qLKGQn/heK3mnLLfnJB+y2qTNQm09Qk/WQvfqF+i8pEmfl5srrlmrfkZW2kwZGfR/nmmAq+d6PzNLddw7eodCI4RueZ2T6o9N6iMvqNqs/P3odfGS5bSjQ4tXiLSueEkLtT+bTcDFVyIaKocpQzOHdn5qsirY7+4vHq5+BspNRmiKpfD8bq18utonIMDs/T+shq15VaiT0ZU1RWOYMTmvpHVaTXk3E8Xv0cnI0SbxzFosGhwWk0We26UivR4FBUVjmD89/hWFVkNFSDfLtWNjhUsTgGlfUMDmWsx/W6QoNDUVnlDM6XEw+rIiODU61+cKjaiwaHBqfR9LheV2hwKCqrnMH54v/7e1WkZ3AaKQeHKhYNDg1Oo+lxva7Q4FBUVjmD8/n436oiLYOTm1abGnl0h2oM1dtYWEX1/h4oSk80OBSVVc7g/OnraFWkNjhG/eD855sZ80Mah3obC6uIEKtSNYNDUZtBza5TGAhFqiKtnoz1+sH5zzcZEaAoiqqmqmJwKIrSltrgxOPa/eDQ4FAURVVXNDgUtUHSMjNakZxmV8Hg1LvNmqIoarOoKganFqTTaayuriKZTGJhYQHz8/NYWFhAMpnE6uoq0ul0TepBiBnkvwu9yI2ewan3Uw9FUdRmUEMYnHQ6jVQqhUQigbm5OYyPjyMUCmF8fBxzc3NIJBJIpVI0OcQy5AxN7n+zOTg0OBRFUdWRpQ1OLmqztLSEWCyGiYkJ+P1+zN6fQSKxgNn7M/D7/ZiYmEA8HsfS0hKjOcQSaEVwzOTg0OBQFEVVR5Y1OLnmqHg8jnv37mF0dBSDgwOIRCMIx8O4PNmDcDyM2fuz6Ovrw+joKKamphCPx5FMJjekToSYxcjglMrB+eKvC3XPH6Ioimp0WdbgLC4uIhqNYmxsDIM3BzE87MfM7DQ6vjyBbZ3bILoEtnVuQ/twO779yzj6B2+gr+86xsbGEI1GN6ROhJhF/ruoJAdno35XhBDyuGBZgxOPx3Hnzh34v/gcY19/hY6+E5DcEsQJAfGRgPiDgDgjII4L7Gjfgbe6D+H6jWu42H0BoVBIv+BJD+ySE0M6n9/EJDx2CU1NTUXa+dOjOKozT7J7EJ70wC4Vz7d7JnXqUbyspFU3K6B33IgmWgannBwcGhxCCFkfljU40WgUt2/fRu/Vy/h+8w6I1wTEYQFxWkD0CogBAdEjID4U2PLWFohXBb776+fQur8Zfr9fv+ASBmfIzLJlLT8Ep2RHkcfRKXvSY4dk90C9eN2hwSkLPYNjNgeHBocQQtaHpQ2Oz+fDpU8uYkfr9yD2CohjAuJjAXFNQNzMGJ3DocM4EjgC8YbAc698B637m+Hz+fQLrrnByUSEnMVOxmQ9huDMRnqKozuyeU4PPPaskVKXUU6ZQ06NaJJRHYgWRgbHbA4OIYSQyrGswXn48CECgQA+OncGu46+CNEi8MLFF/D8techPhUQ1wUOjh/EytoKdvXugmgR+OHrP8BvDx1EIBDQL7jWBmfSA/s6IjhDTinfxDXpsUPKO6WMcVLMk8wZHP0yh+CULaeYxwhOWVQ1B0dmOjNmVvYt6DZ12nE6rN/cWhQlNHuuV3weTBYMuOL/x4Ba/3bW9R1pPIzVhMfsnCA1YcMNjtkxgNQ8evQIoVAInq5OOM+0QLQKdN7pRCwZw84bO9FytwWpdAq7b+2G6BAQToGftdrR3tFuIgdH56JfFYNTXLbmBUPvxqS48aibt+QGRGlGFMsaGpxSZepcZGhwyqJqOThDTtV5qTS2pr+XUstttMGZ9MCeO7fl/z8O0OCY2PRjdk6QmlATg1MJi4uLCIfD8HhOo+eP3dh+YDu2vrsVl+9dRiKVwGp6FfZhe6bJql1g+4Ht2Lf/DVy6dAnhcFi/4Jo3UZmsx5CzEIHJU2gakj+Z502M4oIwabKJyqDM/LKSzuc0OGapTg6OQfOm3CxU0eA4nZLKmBfOl507X8b/LWuqvJk1xx6PvfT5MuQsRJ6GnNjZelG5b+pI55Azn9S/3mW0c9p0mnfzZaiPQ4l5Or+5m5rNu3pNvtnfsKcQsbN7JhURPMULC5p1KWd7qnl2J5y6BkdehvoBqQr7Ij8/CKkSljU4KysriEajuHLlCrrOduKl03sgXAJPfvgkrkxfwcvDL0OcFxBdAqJN4MeHf4TW1n3w+Xx48OCBfsFWNTjINTOpozJ65a0ngmOyjvKbAw1OWVQlB8fMMa+qwZFFhvS+ew2znF+uKNpUYMhZuHHm/p/02BVNpXLDkJtXrWVUO6vfvKuOYhpFP40iWwbz5E3ESgOWqZeyWVg9XX5d9Juki+uiHXFWGW1ZnauzL8rzg5BqYVmDs7a2hkQigUAggA73CVzsP4enjz0N8YHAlvNbIC4JiHMC4n2Bp9qewr42B1yud3D37l0kEgn9gi1scIouCjC6gGhcuHQu0mrjpFum+mmXBqdiqpKDYyZsb6qpE6W/P7M3aA2DUzhd9fIodPJvZPs35Mw87WfO/Q1YRoHBw0ERJh8yTBsco22r66ueNlnPspqki5s/Tb8QUbV9Yf4N2Rgsa3DS6TSWl5cxNTWF7u5ueM504tCnb+IJ1xMQ7QLCnWma2urail9+8HPsP9iK7u5uRCIRLC8v6xdsaYOT+1xmQHRDw6p5TmeRqSmEgj0aFyLtModkTRRauR98i8ocVcnB0bxpqr63jcrBMW1wis+fkk1qefOVu0Fm/+bL1roJr3cZnfpkPii6wer/DnTmVXT81Nsu3+CUrkuJZm6NfTP8/tSfV2NfmH9DNgjLGhwgE8WZn5/HyMgIOjpO4OpnXrRdb8Mzbz8DcUDg2befhfOiE0eOutDefhwjIyNIJBJYW1ureJuNi9HTHak1G5qDY9QcqUdNDI7Ok7gq/0YdocgNUgEAACAASURBVHR6PLDLIy6ejVlGViGDyIMqKmUUsaqoiapaUQ+zdSmnmbtOERzm35ANwtIGB8jk4kQiEfT39+O9997F57dv4ctvRtAT6IFv9BYudJ+Hy/UOBgYGEIlEkEql1rW9xoUGx0pUrR8creRz+Wd1NziS0rxoPIlr5d/I90WecKrOoanqMqo6me9iwcQ81e9P0SxcVg5OGVEPk/U028xtOgdHVn419oX5N2SjsLzBSafTSCaTmJ6eRn9/P06ePImzZ8+g19sLT9dpnDzZgYGBAczMzCCZTHIkcWIJqtoPjirPRiq6sWl3e1D89k+FBkfWPHlT8X/mJuV06r9FddOw2QIqkwDtROVqLFO0/+aad9VvFpmdp2wWVjfvlnjzaFJvuthEadfFaHvqh6BCX0mKMoyOVzlvUZXYl9Nh5t+QjcPyBgco5OPEYjGEw2EEg0GMjIwgGAwiHA4jFotheXmZ5oZYhsdjLKrNEjXcLPtBCJHTEAaHkEbj8RiLarMYg82yH4QQOQ1jcNLpNFZXV5FMJrGwsID5+XksLCwgmUxidXWV0RtiKTgWFSGE1JeGMDjpdBqpVAqJRAJzc3MYHx9HKBTC+Pg45ubmkEgkkEqlaHKIZahqDg4hhJCysbTByUVtlpaWEIvFMDExAb/fj9n7M0gkFjB7fwZ+vx8TExOIx+NYWlpiNIdYgscjB4cQQqyLZQ1OrjkqHo/j3r17GB0dxeDgACLRCMLxMC5P9iAcD2P2/iz6+vowOjqKqakpxONxJJPJirZJSLV4PHJwCCHEuljW4CwuLiIajWJsbAyDNwcxPOzHzOw0Or48gW2d2yC6BLZ1bkP7cDu+/cs4+gdvoK/vOsbGxhCNRivaJiHVgjk4hBBSXyxrcOLxOO7cuQP/F59j7Ouv0NF3ApJbgjghID4SEH8QEGcExHGBHe078Fb3IVy/cQ0Xuy8gFArpF1xiqIabsn4h1MqNXKw1T7J7ENbpk6R4sD/o9l9i2aEQOBZVWTAHhxBC6otlDU40GsXt27fRe/Uyvt+8A+I1AXFYQJwWEL0CYkBA9AiIDwW2vLUF4lWB7/76ObTub4bf79cvuOZjUem8gqpT9qTHrtkbbN2hwSkL5uAQQkh9sbTB8fl8uPTJRexo/R7EXgFxTEB8LCCuCYibGaNzOHQYRwJHIN4QeO6V76B1fzN8Pp9+wTU3OGWO72LYg6iWecr1xupRjq5sthdXdZnZ7tqV84zqQLRgDg4hhNQXyxqchw8fIhAI4KNzZ7Dr6IsQLQIvXHwBz197HuJTAXFd4OD4QaysrWBX7y6IFoEfvv4D/PbQQQQCAf2Ca21w1F3IlyhbHcEpGjOnMCAMPPZyxtPRHptGWaZy8DzFPEZwyoI5OIQQUl9qYnDMSM2jR48QCoXg6eqE80wLRKtA551OxJIx7LyxEy13W5BKp7D71m6IDgHhFPhZqx3tHe0mcnB08miqYnCKy9YcSE4vB0fRPKVu3pIbEIORfA0NTqkydXp0pcEpC+bgEEJIfbFsBGdxcRHhcBgez2n0/LEb2w9sx9Z3t+LyvctIpBJYTa/CPmzPNFm1C2w/sB379r+BS5cuIRwO6xdc8yYqk/XQGjVa1jRUMGEyE6MwQ5Mmm6gMyswvqzGoHg1OWTAHhxBC6otlDc7Kygqi0SiuXLmCrrOdeOn0HgiXwJMfPokr01fw8vDLEOcFRJeAaBP48eEfobV1H3w+Hx48eKBfsFUNDnLNTOqojF5564ngmKzjkLMQUaLBKQvm4BBCSH2xrMFZW1tDIpFAIBBAh/sELvafw9PHnob4QGDL+S0QlwTEOQHxvsBTbU9hX5sDLtc7uHv3LhKJhH7BFjY4ubwaSdamJc+XURgOaOTS5CMuyqYmtXHSLVNVPg1O5TAHhxBC6otlDU46ncby8jKmpqbQ3d0Nz5lOHPr0TTzhegKiXUC4M01TW11b8csPfo79B1vR3d2NSCSC5eVl/YItbXByn8sMiOINJv0mLMnpLDI1hX54PBrRHu0yh5ySTk5S1nzR5JiCOTiEEFJfLGtwgEwUZ35+HiMjI+joOIGrn3nRdr0Nz7z9DMQBgWfffhbOi04cOepCe/txjIyMIJFIYG1treJtNi4GCcKk5jAHhxBC6oulDQ6QycWJRCLo7+/He++9i89v38KX34ygJ9AD3+gtXOg+D5frHQwMDCASiSCVSq1re40LDY6VYA4OIYTUF8sbnHQ6jWQyienpafT39+PkyZM4e/YMer298HSdxsmTHRgYGMDMzAySySRHEieWgDk4hBBSXyxvcIBCPk4sFkM4HEYwGMTIyAiCwSDC4TBisRiWl5dpbohlYA4OIYTUl4YwOIQ0GszBIYSQ+tIwBiedTmN1dRXJZBILCwuYn5/HwsICkskkVldXTUVvzPaqTJkX0YY5OIQQUl8awuCk02mkUikkEgnMzc1hfHwcoVAI4+PjmJubQyKRQCqVKmly6m0GNqOINszBIYSQ+mJpg5OL2iwtLSEWi2FiYgJ+vx+z92eQSCxg9v4M/H4/JiYmEI/HsbS0ZBjNqbcZ2Iwi2lQ1B0c2wnumzyNZT0R6Y5pJdpwOZ/ou0hx3TTHMhxaZdTXHUVMsxg4gCSHWxLIGJ9ccFY/Hce/ePYyOjmJwcACRaATheBiXJ3sQjocxe38WfX19GB0dxdTUFOLxOJLJpG5dKBqcWlC1HJwhp2aHi/ZCj47mDEbZRoQGhxDS2FjW4CwuLiIajWJsbAyDNwcxPOzHzOw0Or48gW2d2yC6BLZ1bkP7cDu+/cs4+gdvoK/vOsbGxhCNRnXrQtHg1ILq5ODomAz5QKtVNTiyHq7tTjjl21ZFijKfy3vEzpatuVwZ9SSEkCphWYMTj8dx584d+L/4HGNff4WOvhOQ3BLECQHxkYD4g4A4IyCOC+xo34G3ug/h+o1ruNh9AaFQSLcun109jn+TXsWxP88qbtS5z4+OfoG9u7TD+jtfPIj/R2eetOs4/t9P38O/aTQX/Ntbw0XGILM9raaF4rpZQXrHjWhTlRwcM6agigZHPUaZ0sjojCxfNJArR6AnhFgDyxqcaDSK27dvo/fqZXy/eQfEawLisIA4LSB6BcSAgOgREB8KbHlrC8SrAt/99XNo3d8Mv9+vW5dSBkf+ud6y5Sz/2Z978D+l3dh7tfT2rv33ffzurd2Qdh3H7yxmcmhwyqMqOTjySI0eejk46vVKmg31KPNGTVSyZQ3LLWPkekIIqTKWNjg+nw+XPrmIHa3fg9grII4JiI8FxDUBcTNjdA6HDuNI4AjEGwLPvfIdtO5vhs/n061L7Q3OMPbukvA/PeYMjvrzjEGSNKM7inn/dRx7d2WMVFEZ5ZTpebUommS0PNGmKjk4avMgMzP5QVKrFcHRmD/kVBoczYFYddbTHrCVEEJqh2UNzsOHDxEIBPDRuTPYdfRFiBaBFy6+gOevPQ/xqYC4LnBw/CBW1lawq3cXRIvAD1//AX576CACgYBuXWpucK4ex7+tI4Jz7L+kfBPX797aDem/ehTGSTFPMmdw9Mvswf+ULaeYxwhOWWxoDo68KahqTVRGEZxMro1mPk1RE5XOcoQQUmNqYnDMSM2jR48QCoXg6eqE80wLRKtA551OxJIx7LyxEy13W5BKp7D71m6IDgHhFPhZqx3tHe0mcnB08miqYnCKy1ZHb4yWlZsbdfOW3ICozYh8WSODU7rMYjNGg1M+VesHZ8hZiNbkkH9WixwczUiSxvaNliOEkBpj2QjO4uIiwuEwPJ7T6PljN7Yf2I6t727F5XuXkUglsJpehX3YnmmyahfYfmA79u1/A5cuXUI4HNatS60jOGZzWj7zvJqPwGg1QRVMmMzEKMzQsKkmKqMy1car+HMaHLNUtR8cVZ6NpNNspZYi8mPKCBX6zVG/RTXpscvye+TzMuvk6qS7HKM5hJAaY1mDs7Kygmg0iitXrqDrbCdeOr0HwiXw5IdP4sr0Fbw8/DLEeQHRJSDaBH58+Edobd0Hn8+HBw8e6NbFqgan0MykjsrobH9dERyTdfS8mo8o0eCUB8eiIoSQ+mJZg7O2toZEIoFAIIAO9wlc7D+Hp489DfGBwJbzWyAuCYhzAuJ9gafansK+Ngdcrndw9+5dJBIJ3bpY2eDk8mpyeS/X/luZLyM3HOp5ihwcVVOT2jjplakunwancjgWFSGE1BfLGpx0Oo3l5WVMTU2hu7sbnjOdOPTpm3jC9QREu4BwZ5qmtrq24pcf/Bz7D7aiu7sbkUgEy8vLunWxssGRNxHlDYjiDSb9Jizpv14tMjWFfniOa0R7tMs89l/yphD5OlnzxbeoTMGxqAghpL5Y1uAAmSjO/Pw8RkZG0NFxAlc/86LtehueefsZiAMCz779LJwXnThy1IX29uMYGRlBIpHA2tqabl02q4wShDdSRJuq5uAQQggpG0sbHCCTixOJRNDf34/33nsXn9++hS+/GUFPoAe+0Vu40H0eLtc7GBgYQCQSQSqVMqzLZhUNjrVgDg4hhNQXyxucdDqNZDKJ6elp9Pf34+TJkzh79gx6vb3wdJ3GyZMdGBgYwMzMDJLJpO5I4rm6UDQ4tYA5OIQQUl8sb3CAQj5OLBZDOBxGMBjEyMgIgsEgwuEwYrEYlpeXDc1Nri4UDU4tYA4OIYTUl4YwONWi3mZgM4powxwcQgipLw1jcNLpNFZXV5FMJrGwsID5+XksLCwgmUxidXW1ZPSGkFrCHBxCCKkvDWFw0uk0UqkUEokE5ubmMD4+jlAohPHxcczNzSGRSCCVStHkEMvAHBxCCKkvljY4uajN0tISYrEYJiYm4Pf7MXt/BonEAmbvz8Dv92NiYgLxeBxLS0uM5hBLwBwcQgipL5Y1OLnmqHg8jnv37mF0dBSDgwOIRCMIx8O4PNmDcDyM2fuz6Ovrw+joKKamphCPx5FMJivaJiHVgjk4hBBSXyxrcBYXFxGNRjE2NobBm4MYHvZjZnYaHV+ewLbObRBdAts6t6F9uB3f/mUc/YM30Nd3HWNjY4hGoxVtk5BqwRwcQgipL5Y1OPF4HHfu3IH/i88x9vVX6Og7AcktQZwQEB8JiD8IiDMC4rjAjvYdeKv7EK7fuIaL3RcQCoX0C9Yb1Tj7+U3ZiMpq7fzpURzVmSfZPQjrjOxs90zq1KN4WcmqIy5zNOiyYA4OIYTUF8sanGg0itu3b6P36mV8v3kHxGsC4rCAOC0gegXEgIDoERAfCmx5awvEqwLf/fVzaN3fDL/fr19wCYMzZGbZspYfglOyo8jj6JQ96bFDsnugXrzu0OCUBXNwCCGkvlja4Ph8Plz65CJ2tH4PYq+AOCYgPhYQ1wTEzYzRORw6jCOBIxBvCDz3ynfQur8ZPp9Pv+CaG5xMRMhZ7GRM1mMIzvzAmFrmKTvP6YHHnjVS6jLKKXPIqRFNMqoD0YI5OIQQUl8sa3AePnyIQCCAj86dwa6jL0K0CLxw8QU8f+15iE8FxHWBg+MHsbK2gl29uyBaBH74+g/w20MHEQgE9AuutcGZ9MC+jgjOkFPKN3FNeuyQ8k4pY5wU8yRzBke/zCE4Zcsp5jGCUxbMwSGEkPpSE4NTSY+4jx49QigUgqerE84zLRCtAp13OhFLxrDzxk603G1BKp3C7lu7IToEhFPgZ612tHe0m8jB0cmjqYrBKS67KHpjsKyyeUrdvCU3IEozoljW0OCUKlPDjJU6FqQI5uAQQkh9sWwEZ3FxEeFwGB7PafT8sRvbD2zH1ne34vK9y0ikElhNr8I+bM80WbULbD+wHfv2v4FLly4hHA7rF1zzJiqT9RhyFiIweQpNQwUTJjMxCjM0abKJyqDM/LKSzuc0OGZhDg4hhNQXyxqclZUVRKNRXLlyBV1nO/HS6T0QLoEnP3wSV6av4OXhlyHOC4guAdEm8OPDP0Jr6z74fD48ePBAv2CrGhzkmpnUURm98tYTwTFZxyFnIaJEg1MWzMEhhJD6YlmDs7a2hkQigUAggA73CVzsP4enjz0N8YHAlvNbIC4JiHMC4n2Bp9qewr42B1yud3D37l0kEgn9gi1scHJ5NZKsTUueL6MwHNDIpclHXJRNTWrjpFumqnwanMphDg4hhNQXyxqcdDqN5eVlTE1Nobu7G54znTj06Zt4wvUERLuAcGeapra6tuKXH/wc+w+2oru7G5FIBMvLy/oFW9rg5D6XGRDFG0z6TViS01lkagr98Hg0oj3aZQ45JZ2cpKz5oskxBXNwCCGkvljW4ACZKM78/DxGRkbQ0XECVz/zou16G555+xmIAwLPvv0snBedOHLUhfb24xgZGUEikcDa2lrF22xcDBKESc1hDg4hhNQXSxscIJOLE4lE0N/fj/feexef376FL78ZQU+gB77RW7jQfR4u1zsYGBhAJBJBKpVa1/YaFxocK8EcHEIIqS+WNzjpdBrJZBLT09Po7+/HyZMncfbsGfR6e+HpOo2TJzswMDCAmZkZJJNJjiROLAFzcAghpL5Y3uAAhXycWCyGcDiMYDCIkZERBINBhMNhxGIxLC8v09wQy8AcHEIIqS8NYXAIaTSYg0MIIfWlYQxOOp3G6uoqkskkFhYWMD8/j4WFBSSTSayurjJ6QywFc3AIIaS+NITBSafTSKVSSCQSmJubw/j4OEKhEMbHxzE3N4dEIoFUKkWTQywDc3AIIaS+WNrg5KI2S0tLiMVimJiYgN/vx+z9GSQSC5i9PwO/34+JiQnE43EsLS0xmkMsAXNwCCGkvljW4OSao+LxOO7du4fR0VEMDg4gEo0gHA/j8mQPwvEwZu/Poq+vD6Ojo5iamkI8Hkcymaxom4RUC+bgEEJIfbGswVlcXEQ0GsXY2BgGbw5ieNiPmdlpdHx5Ats6t0F0CWzr3Ib24XZ8+5dx9A/eQF/fdYyNjSEajVa0TUKqBXNwCCGkvljW4MTjcdy5cwf+Lz7H2NdfoaPvBCS3BHFCQHwkIP4gIM4IiOMCO9p34K3uQ7h+4xoudl9AKBTSL7jEUA03s0MSyEfbzmnnT4/iqM48ye5BWDYSt1x2rd73dJa17FAIHIuqLJiDQwgh9cWyBicajeL27dvovXoZ32/eAfGagDgsIE4LiF4BMSAgegTEhwJb3toC8arAd3/9HFr3N8Pv9+sXXPOxqHR6GNYpe9JjVw54aRVocMqCOTiEEFJfLG1wfD4fLn1yETtavwexV0AcExAfC4hrAuJmxugcDh3GkcARiDcEnnvlO2jd3wyfz6dfcM0NTiYi5Cx2MibrIR8YU8s85Qbb9MBjzxopdRnllDnk1IgmGdWBaMEcHEIIqS+WNTgPHz5EIBDAR+fOYNfRFyFaBF64+AKev/Y8xKcC4rrAwfGDWFlbwa7eXRAtAj98/Qf47aGDCAQC+gXX2uBMemBfRwRnyFkYWXzSY4eUd0oZ46SYJ5kzOPplDilGHVfMYwSnLJiDQwgh9aUmBseM1Dx69AihUAierk44z7RAtAp03ulELBnDzhs70XK3Bal0Crtv7YboEBBOgZ+12tHe0W4iB0cnj6YqBqe47KLojcGyyuYpdfOW3IAozYhiWUODU6pMnQE7aXDKgjk4hBBSXywbwVlcXEQ4HIbHcxo9f+zG9gPbsfXdrbh87zISqQRW06uwD9szTVbtAtsPbMe+/W/g0qVLCIfD+gXXvInKZD2GnIUITJ5C01DBhMlMjMIMTZpsojIoM7+spPM5DY5ZmINDCCH1xbIGZ2VlBdFoFFeuXEHX2U68dHoPhEvgyQ+fxJXpK3h5+GWI8wKiS0C0Cfz48I/Q2roPPp8PDx480C/YqgYHuWYmdVRGr7z1RHBM1nHIWYgo0eCUBXNwCCGkvljW4KytrSGRSCAQCKDDfQIX+8/h6WNPQ3wgsOX8FohLAuKcgHhf4Km2p7CvzQGX6x3cvXsXiURCv2ALG5xcXo0ka9OS58soDAc0cmnyERdlU5PaOOmWqSqfBqdyqpKDk034tuRbdQAUUUPFx+s9VwpdNWg27xJCiAksa3DS6TSWl5cxNTWF7u5ueM504tCnb+IJ1xMQ7QLCnWma2urail9+8HPsP9iK7u5uRCIRLC8v6xdsaYOT+1xmQBRvMOk3YUlOZ5GpKfTD49GI9miXOeSUdHKSsuaLJscUVcnBGXIqzK710DE4VWLIqfH2ISGEmMSyBgfIRHHm5+cxMjKCjo4TuPqZF23X2/DM289AHBB49u1n4bzoxJGjLrS3H8fIyAgSiQTW1tYq3mbjYpAgTGpOVXJw5AYnm3PlkRlQ5c3f7Kv8eubWZHcERaY3V0bWAOc7vFxPtwS5WTQ4hJDKsbTBATK5OJFIBP39/XjvvXfx+e1b+PKbEfQEeuAbvYUL3efhcr2DgYEBRCIRpFKpdW2vcaHBsRJVycFRGxzJXHNlUVNjHlWfTLLlzDaFKucVDI5imWp0SwAaHELI+rC8wUmn00gmk5ienkZ/fz9OnjyJs2fPoNfbC0/XaZw82YGBgQHMzMwgmUxyJHFiCaqVg6PbD5Fh4nh5vWcbr280L2Nw7HZJORxJNbolAA0OIWR9WN7gAIV8nFgshnA4jGAwiJGREQSDQYTDYcRiMSwvL9PcEMtQ9RwcI4NTZFwMkn+1IjtG6xuWnets0gOnvNxqdEsAGhxCyPpoCINDSKOxITk4Fo3geCYzzUvaTVQVdksAGhxCyPpoGIOTTqexurqKZDKJhYUFzM/PY2FhAclkEqurq4zeEEuxMTk45obfMJ2DIytjvTk4RlGfirolAA0OIWR9NITBSafTSKVSSCQSmJubw/j4OEKhEMbHxzE3N4dEIoFUKkWTQyxDbXNwgPq/RVWo003DupntloAGhxCyPixtcHJRm6WlJcRiMUxMTMDv92P2/gwSiQXM3p+B3+/HxMQE4vE4lpaWGM0hluDx6AdnY6HBIYSsB8sanFxzVDwex7179zA6OorBwQFEohGE42FcnuxBOB7G7P1Z9PX1YXR0FFNTU4jH40gmkxVtk5BqUa0cHGv3ZLxRsCdjQsj6sazBWVxcRDQaxdjYGAZvDmJ42I+Z2Wl0fHkC2zq3QXQJbOvchvbhdnz7l3H0D95AX991jI2NIRqNVrRNQqoFx6IihJD6YlmDE4/HcefOHfi/+BxjX3+Fjr4TkNwSxAkB8ZGA+IOAOCMgjgvsaN+Bt7oP4fqNa7jYfQGhUEi/4BJDNdyUPT2qtfOnR3FUZ16hB9fi+Yo+QhTbK17WskMhcCyqsqhKDg4hhJCKsazBiUajuH37NnqvXsb3m3dAvCYgDguI0wKiV0AMCIgeAfGhwJa3tkC8KvDdXz+H1v3N8Pv9+gXXfCyq8l7ZnfTYrdkkQYNTFlXJwSGEEFIxljY4Pp8Plz65iB2t34PYKyCOCYiPBcQ1AXEzY3QOhw7jSOAIxBsCz73yHbTub4bP59MvuOYGR/Vqbtn1MPl2i9Oj3znbuscGMvuGDslRlRwcQgghFWNZg/Pw4UMEAgF8dO4Mdh19EaJF4IWLL+D5a89DfCogrgscHD+IlbUV7OrdBdEi8MPXf4DfHjqIQCCgX3CtDc6kB/Z1RHD0x/HJ9SIrmyeZMzgVjQ3ECE5ZMAeHEELqS00MjhmpefToEUKhEDxdnXCeaYFoFei804lYMoadN3ai5W4LUukUdt/aDdEhIJwCP2u1o72j3UQOjk4eTVUMTnHZmm+C6OXgKJqnSo3jo9PDbMlebysYG4gGpyyYg0MIIfXFshGcxcVFhMNheDyn0fPHbmw/sB1b392Ky/cuI5FKYDW9CvuwPdNk1S6w/cB27Nv/Bi5duoRwOKxfcM2bqEzWY8hZ1Ama4Tg+ReMKGYwfVI2xgWhwyoI5OIQQUl8sa3BWVlYQjUZx5coVdJ3txEun90C4BJ788Elcmb6Cl4dfhjgvILoERJvAjw//CK2t++Dz+fDgwQP9gq1qcJBrZlJHZfTKW08Ep4KxgWhwyoI5OIQQUl8sa3DW1taQSCQQCATQ4T6Bi/3n8PSxpyE+ENhyfgvEJQFxTkC8L/BU21PY1+aAy/UO7t69i0QioV+whQ1OLq9G3nut2TGCFDk4qqYmtXGqaGwgGpyyYA4OIYTUF8sanHQ6jeXlZUxNTaG7uxueM5049OmbeML1BES7gHBnmqa2urbilx/8HPsPtqK7uxuRSATLy8v6BVva4OQ+lxkQg3F8lG9ROYtMTaEfHo9GtKfcsYGy5osmxxTMwSGEkPpiWYMDZKI48/PzGBkZQUfHCVz9zIu262145u1nIA4IPPv2s3BedOLIURfa249jZGQEiUQCa2trFW+zcTFIECY1hzk4hBBSXyxtcIBMLk4kEkF/fz/ee+9dfH77Fr78ZgQ9gR74Rm/hQvd5uFzvYGBgAJFIBKlUal3ba1xocKwEc3AIIaS+WN7gpNNpJJNJTE9Po7+/HydPnsTZs2fQ6+2Fp+s0Tp7swMDAAGZmZpBMJjmSOLEEzMEhhJD6YnmDAxTycWKxGMLhMILBIEZGRhAMBhEOhxGLxbC8vExzQywDc3AIIaS+NITBIaTRYA4OIYTUl4YxOOl0Gqurq0gmk1hYWMD8/DwWFhaQTCaxurrK6A2xFMzBIYSQ+tIQBiedTiOVSiGRSGBubg7j4+MIhUIYHx/H3NwcEokEUqkUTQ6xDMzBIYSQ+mJpg5OL2iwtLSEWi2FiYgJ+vx+z92eQSCxg9v4M/H4/JiYmEI/HsbS0xGgOsQTMwSGEkPpiWYOTa46Kx+O4d+8eRkdHMTg4gEg0gnA8jMuTPQjHw5i9P4u+vj6Mjo5iamoK8XgcyWSyom0SUi2Yg0MIIfXFsgZncXER0WgUY2NjGLw5iOFhP2Zmp9Hx5Qls69wG0SWwrXMb2ofb8e1fxtE/eAN9fdcxNjaGaDRa0TYJqRbMwSGEkPpiWYMTj8dx584d+L/4HGNff4WOvhOQ3BLEGSITOwAAIABJREFUCQHxkYD4g4A4IyCOC+xo34G3ug/h+o1ruNh9AaFQSL/gEkM13MwOSSAfbTunnT89iqM68yS7B2HZSNxy2bV639NZ1rJDIXAsqrJgDg4hhNQXyxqcaDSK27dvo/fqZXy/eQfEawLisIA4LSB6BcSAgOgREB8KbHlrC8SrAt/99XNo3d8Mv9+vX3DNx6LS6WFYp+xJj1054KVVoMEpi6rk4GwWE1zu5+urBDx2CU5LHiBCSC2xtMHx+Xy49MlF7Gj9HsReAXFMQHwsIK4JiJsZo3M4dBhHAkcg3hB47pXvoHV/M3w+n37BNTc4Ohdc0/WQD4ypZZ5yg2164LFnjZS6jHLKHHJq3EiN6kC0qEoOzmYxwTQ4hJA6YFmD8/DhQwQCAXx07gx2HX0RokXghYsv4Plrz0N8KiCuCxwcP4iVtRXs6t0F0SLww9d/gN8eOohAIKBfcK0NzqQH9nVEcIachZHFJz12SPkrd+ZCrpgnmTM4+mUOKUYdV8xjBKcsqpKDs1lMcDX2QxXNUhoY2Xp2J5wKg6NT5qQH9uyy+c8198ug/oQQS1MTg2NGah49eoRQKARPVyecZ1ogWgU673Qiloxh542daLnbglQ6hd23dkN0CAinwM9a7WjvaDeRg6OTR1MVg1NctubTpF7zg+LJXN28JTcgSjOiWNbw5lWqTJ0BO3mRL4uq5OBsFhNs8nPjbcrOS4P1ciYlt6pumdnfn9II6ewXIaQhsWwEZ3FxEeFwGB7PafT8sRvbD2zH1ne34vK9y0ikElhNr8I+bM80WbULbD+wHfv2v4FLly4hHA7rF1zzJiqT9RhyFm4+eQpPnwUTJrtBKczQpMmnc4My88tKOp/T4JhlQ3NwGs0Em3qoMNqmGqN9lDdRGZSpGT3S2S9CSENiWYOzsrKCaDSKK1euoOtsJ146vQfCJfDkh0/iyvQVvDz8MsR5AdElINoEfnz4R2ht3Qefz4cHDx7oF2xVg4PcE7b6omvmIp+bNnvzMlnHIWfhZkqDUxYbkoPTqCbY1OcltolMNKbIGGmUPeSUGxyDY2MQgS0+zoSQRsOyBmdtbQ2JRAKBQAAd7hO42H8OTx97GuIDgS3nt0BcEhDnBMT7Ak+1PYV9bQ64XO/g7t27SCQS+gVb2ODknj7loXF1+N2waSJ/UVY+jaqNk26ZqvJpcCpno3JwGtIEmzY4Rvsha04yXE8dwSnj96u3X4SQhsSyBiedTmN5eRlTU1Po7u6G50wnDn36Jp5wPQHRLiDcmaapra6t+OUHP8f+g63o7u5GJBLB8vKyfsGWNji5z2UGRPYUavT0LjmdRaam0A+PR+NGp12m5lNypsSM+aLJMcXG5eA0oAmuIAfHsFxV4r7ZHBzDMo32ixDSkFjW4ACZKM78/DxGRkbQ0XECVz/zou16G555+xmIAwLPvv0snBedOHLUhfb24xgZGUEikcDa2lrF22xcmENgJaqXg7MJTHBFb1Eptymva/GbUoXOOY3fojJuTtPdL0YvCWlILG1wgEwuTiQSQX9/P9577118fvsWvvxmBD2BHvhGb+FC93m4XO9gYGAAkUgEqVRqXdtrXGhwrIQ1x6LiOUIIeXywvMFJp9NIJpOYnp5Gf38/Tp48ibNnz6DX2wtP12mcPNmBgYEBzMzMIJlMciRxYgmsORYVDQ4h5PHB8gYHKOTjxGIxhMNhBINBjIyMIBgMIhwOIxaLYXl5meaGWAaORUUIIfWlIQwOIY1GVXJwCCGEVEzDGJx0Oo3V1VUkk0ksLCxgfn4eCwsLSCaTWF1dZfSGWApr5uAQQsjjQ0MYnHQ6jVQqhUQigbm5OYyPjyMUCmF8fBxzc3NIJBJIpVI0OcQyWDMHhxBCHh8sbXByUZulpSXEYjFMTEzA7/dj9v4MEokFzN6fgd/vx8TEBOLxOJaWlhjNIZaAOTiEEFJfLGtwcs1R8Xgc9+7dw+joKAYHBxCJRhCOh3F5sgfheBiz92fR19eH0dFRTE1NIR6PI5lMVrRNQqqF2Ryc2P/1XYralCKk3ljW4CwuLiIajWJsbAyDNwcxPOzHzOw0Or48gW2d2yC6BLZ1bkP7cDu+/cs4+gdvoK/vOsbGxhCNRivaJiHVwmwOTr1vQhS1USKk3ljW4MTjcdy5cwf+Lz7H2NdfoaPvBCS3BHFCQHwkIP4gIM4IiOMCO9p34K3uQ7h+4xoudl9AKBTSL7hEr6o3Zb2iqrXzp0dxVGeeZPcgrDNqsl2r4xG9kaKt2mMqe3MtC7M5OPW+CVHURomQemNZgxONRnH79m30Xr2M7zfvgHhNQBwWEKcFRK+AGBAQPQLiQ4Etb22BeFXgu79+Dq37m+H3+/ULrvlYVDqdq+mUPemxW3MMHBqcsjCbg1PvmxBFbZQIqTeWNjg+nw+XPrmIHa3fg9grII4JiI8FxDUBcTNjdA6HDuNI4AjEGwLPvfIdtO5vhs/n0y+45gZHPrpxJfWQj6WjZZ5y4wx54LGbGSm6RJnZwQqV84zqQLRgDg71uIuQemNZg/Pw4UMEAgF8dO4Mdh19EaJF4IWLL+D5a89DfCogrgscHD+IlbUV7OrdBdEi8MPXf4DfHjqIQCCgX3CtDY5q5ONSZasjOEWjQeedUsY4aY4UXcLg6Jc5pBhwUTGPEZyyWE8OjmKwzVLRvKLvZdKc0TU8RwqGtmB2ZWVq1Umv7Errp7/D2fPeA6eiHgZ1LjmveDBR55Bq8E3V6O1FDwFG+2/3YFK+34b1aUxocIgVqYnBMSM1jx49QigUgqerE84zLRCtAp13OhFLxrDzxk603G1BKp3C7lu7IToEhFPgZ612tHe0m8jB0cmjqYrBKS67KHpjsKxUdNGWX/jkBmRIY/RnMzeOUmXqXGhpcMpiPTk4hdfE9b4PeVSwwvOg5DlSxnlvWHal56keBaMw6bGrRlTXW7fUPPkxlhsRrWVl0VhTpi5b3pDcGBrVpzGhwSFWxLIRnMXFRYTDYXg8p9Hzx25sP7AdW9/disv3LiORSmA1vQr7sD3TZNUusP3Aduzb/wYuXbqEcDisX3DNm6hM1mPIqfEUV86TtNkn4xJPjzLjVfz55roobyTrycGR94OTicwpj/uQU9KN8mHIWZhXscExKFPd5JpLzjcou6L66SI3IEozol9no3mZ30M+QqNaT7lprfpq/OZUy0167EUvGxjVtRGhwSFWxLIGZ2VlBdFoFFeuXEHX2U68dHoPhEvgyQ+fxJXpK3h5+GWI8wKiS0C0Cfz48I/Q2roPPp8PDx480C/YqgYHWjezcp5Ky4ngmKyj0c2IGLKeHJyijv5keVHFUT5AN0dqHQZHWaa+8S7MyxgfSW12qlW/PKoIi455N1fn3Od2OJ12U01FObOS+R6ccObMXslja7Y+jQkNDrEiljU4a2trSCQSCAQC6HCfwMX+c3j62NMQHwhsOb8F4pKAOCcg3hd4qu0p7GtzwOV6B3fv3kUikdAv2MIGJ3+TULX3m3kqVeTgqMLuauOkW6b6SZIGp2KqkoNDaoBBsywxDQ0OsSKWNTjpdBrLy8uYmppCd3c3PGc6cejTN/GE6wmIdgHhzjRNbXVtxS8/+Dn2H2xFd3c3IpEIlpeX9Qu2tMHJfS6pcgtMPJU6nUWmptAPj0cj2qNdpmYCZabE/BM6TU5pqpODQzYeGpxqQINDrIhlDQ6QieLMz89jZGQEHR0ncPUzL9qut+GZt5+BOCDw7NvPwnnRiSNHXWhvP46RkREkEgmsra1VvM3GhRdqK1GtHBxCGgEaHGJFLG1wgEwuTiQSQX9/P9577118fvsWvvxmBD2BHvhGb+FC93m4XO9gYGAAkUgEqVRqXdtrXGhwrERVc3AIsTg0OMSKWN7gpNNpJJNJTE9Po7+/HydPnsTZs2fQ6+2Fp+s0Tp7swMDAAGZmZpBMJjmSOLEEzMEhjxM0OMSKWN7gAIV8nFgshnA4jGAwiJGREQSDQYTDYcRiMSwvL9PcEMvAHBzyOEGDQ6xIQxgcQhoN5uCQxwkaHGJFGsbgpNNprK6uIplMYmFhAfPz81hYWEAymcTq6iqjN8RS1LYfnAqoxmv/5b5l2GiY6penDmUVCoXHbsfpsFHvy7WBBodYkYYwOOl0GqlUColEAnNzcxgfH0coFML4+Djm5uaQSCSQSqVocohlqFYOjpmejCuCBqc01dyHjTgeZsYqqxE0OMSKWNrg5KI2S0tLiMVimJiYgN/vx+z9GSQSC5i9PwO/34+JiQnE43EsLS0xmkMsQe3GogIMewq2e+CR9W1UGL9KvXw1ytCuz0mnamgHuwfhbI/aHo9eD8Imez9WHBbl+G7K46O3LYN5hlEXnb6kNOug3JeyenrWPPa51ZzZTkFVERxZxK/Ud2N6WyWgwSFWxLIGJ9ccFY/Hce/ePYyOjmJwcACRaATheBiXJ3sQjocxe38WfX19GB0dxdTUFOLxOJLJZEXbJKRaVCUHx+QYRcZjPZkbB0p3hPkyylAgnzfkVKyf+T87BpS8F20z9dE/CkozqDGEg/a2DOYZDqApM23ZYxI2qkPFY3UZ92SeqYN6pHLlOFimekYvsa1S0OAQK2JZg7O4uIhoNIqxsTEM3hzE8LAfM7PT6PjyBLZ1boPoEtjWuQ3tw+349i/j6B+8gb6+6xgbG0M0Gq1om4RUi6rk4OSf0I2oxmjiBiPMVzRelEb52ZvlkFN+I5ZHodQ3ab0R780iX6fUtnTmmTQopupQ9dHW9QYdNeoPq9ojuxegwSFWxLIGJx6P486dO/B/8TnGvv4KHX0nILkliBMC4iMB8QcBcUZAHBfY0b4Db3UfwvUb13Cx+wJCoZB+wSWGariZfTqTJ3XmtPOnR3FUZ55k9yCsCk8XhkqY1KlH8bKWHQphM+RU1JCq5OCYybEo+l5MjipvdoR5k2UohvhwDuncjAtGR+tGXIhIlBjx3gDtoUZKbUtnnpHBMfheNOtg2iyV8f0pRnjXbibTbXIrZ1smoMEhVsSyBicajeL27dvovXoZ32/eAfGagDgsIE4LiF4BMSAgegTEhwJb3toC8arAd3/9HFr3N8Pv9+sXXPOxqHSeqHTKnvTYq/OWTLWhwSmL2uXgVCuCY/I8ryiCkzmvnU6naow1+b7pN7OYQxWJMYxQGUU81hPBMahDtSM4iuiewVtUiqYmRnDI44WlDY7P58OlTy5iR+v3IPYKiGMC4mMBcU1A3MwYncOhwzgSOALxhsBzr3wHrfub4fP59AuuucFRJ4SWWw+TyZxOTxlPYwZlaiYoGtWBaFGtfnDMvEVlnFdhzpxUowwFmuupm52kwk1aI7+krHwQw+0ZbctgntkcnFz016gOVT72Q06dZjX1sTJ7XGlwyCbEsgbn4cOHCAQC+OjcGew6+iJEi8ALF1/A89eeh/hUQFwXODh+ECtrK9jVuwuiReCHr/8Avz10EIFAQL/gWhucogu7cdnqCI5+smXmIquYZ/JpTL9MgwRFRnDKorb94Jh840jjJq1tYg2aNQzLkKOeNwmPvTh64HSaeYvKqJlFtsXsm1CZY+SE065shtLelsE8QzOnXT/9OhSOR1lvUWlM3yyK2CintZvpKtsWDQ5pZGpicMxIzaNHjxAKheDp6oTzTAtEq0DnnU7EkjHsvLETLXdbkEqnsPvWbogOAeEU+FmrHe0d7SZycHTyaKpicIrL1swT1cvBUdy8jJItKw03lypTJ9RNg1MWHItKxaQHduU7zjUcHLZU4m2jD1Jb/32gwSFWxLIRnMXFRYTDYXg8p9Hzx25sP7AdW9/disv3LiORSmA1vQr7sD3TZNUusP3Aduzb/wYuXbqEcDisX3DNm6hM1mPIafgUq5n8qTBDZhMGSyRwmk5QJEZwLKoCiuhiHhqcapCLGNU7b48Gh1gRyxqclZUVRKNRXLlyBV1nO/HS6T0QLoEnP3wSV6av4OXhlyHOC4guAdEm8OPDP0Jr6z74fD48ePBAv2CrGhxo5VsYJVuuJ4Jjso5m+zwhRXAsKvI4QYNDrIhlDc7a2hoSiQQCgQA63Cdwsf8cnj72NMQHAlvOb4G4JCDOCYj3BZ5qewr72hz/f3tn99tEdobxg0T2Cm52BX9At5elItLebHvb3pabVduolxVd7UWllfqxhcQgtqwAExZwHIq0ShwpbIFYCU0DLCXYIcLgjU2kJmazrppOyAexkbAVPFIyjp15euE4ma8znrFNfBzenzQieE7OOfMRzzPvec574PWew8zMDGRZ5lcssMDZGqd3kpjLsE//lqx/KzUKJ26ddgZFEjiuqKsHhyAEhwQOISLCChxVVZHP5zE/P49gMIhAfw9O3/kce717wXwM7EppaKrF24JPrn6ME6c6EAwGkUqlkM/n+RULLXDKn7captNaDBkZ93k8JlGznYcnYBHtsa6Tb1C0M5QSRsiDQ7xNkMAhRERYgQOUojgrKyuIx+Pw+7tw95vb6LzfiQNnDoCdZDh45iA8Ax6cv+CFz3cZ8XgcsixjY2Oj6jabl+b2Euw2yINDvE2QwCFERGiBA5S8OKlUCqFQCJcuXcTjJ4/w9Ps4hmJDiEw+ws3gDXi95xAOh5FKpVAoFGpqr3khgSMS5MEh3iZI4BAiIrzAUVUViqJgYWEBoVAI3d3duHatHyO3RxDo60V3tx/hcBiLi4tQFIVWEieEoC4eHDfDqW4hT9U2O30uqm6PkzRUAEjgECIivMABtv04mUwGkiRhamoK8XgcU1NTkCQJmUwG+XyexA0hDHVbi4oEzpuHBE7NkMAhRKQpBA5BNBt18eDUYzkPB0tvmDPrAqaHqTEj97hna/HZWstY53DhLEOyVUerdSJN3j5uVmCrc8c7n5u5pgIejYF/TneOdQvrWvbFTXuGfbrMyDbny2JJjJqPpQIkcAgRaRqBo6oqisUiFEVBLpfDysoKcrkcFEVBsVik6A0hFLV4cGijbTdsBNFomkLgqKqKQqEAWZaxvLyMZDKJRCKBZDKJ5eVlyLKMQqFAIocQhlo8OLTRths2gmg0QgucctRmbW0NmUwGs7OziEajWHqxCFnOYenFIqLRKGZnZ5HNZrG2tkbRHEIIavHg0EbbbtgIotEIK3DKw1HZbBbPnz/H5OQkxsbCSKVTkLISbs0NQcpKWHqxhNHRUUxOTmJ+fh7ZbBaKolTVJkHUi1o8OLTRths2gmg0wgqc1dVVpNNpTE9PY+zhGCYmolhcWoD/aRf29ewD62PY17MPvgkf/vPfJEJjDzA6eh/T09NIp9NVtUkQ9YI8OLS97RtBNBphBU42m8WzZ88Q/fYxpr/7N/yjXWi90grWxcC+ZmD/ZGD9DOwywyHfIXwRPI37D+5hIHgTiUSCX3GFmSkPN2ePaFfbLm/lGSFW+1rbApAMsyZsZyNwygq7FAJNK3aFUw9O+e/pt5+P4dv/5bb+rdcsKidLb1jPotK2ZZj1ZLlESY1l7I7JZhkS48wip/v0y5cYlyGpMPNojvd/8xpw1n2xa8+YrHP7+0hXh+094GIWlcNjIYhmRFiBk06n8eTJE4zcvYUfHz8E9kcGdpaB9TKwEQYWZmBDDOwrhj1f7AH7A8MPP30fHSeOIxqN8ive8bWoOF8UnLrnAm2cabMNhgSOK5x6cGwFDrEJPWwJgnCP0AInEolg8B8DONTxI7C/MLAvGdjfGdg9BvawJHTOJs7ifOw82GcM7//+B+g4cRyRSIRf8Y4LHE5yrnrkOOHlCuHk/KhX3hQSOZVx6sEhgeMEEjgEQbhHWIHz6tUrxGIxfH29H0cu/AKsneHDgQ/xwb0PwO4wsPsMp5KnsL6xjiMjR8DaGX76p5/gr6dPIRaL8SveaYFjDM1XqNsYwRn3bK8sPhdoQ+t25jIE2gz7Wp0JHH6d47pVx3X7KILjCqceHBI4BEEQb4YdEThONiOvX79GIpFAoK8Hnv52sA6Gnmc9yCgZHH5wGO0z7SioBXz06CMwPwPzMPymow0+v8+BB4fjo6mLwDHXbZl5lOfB0Q1PGd9ctQJEL0Z0ZW0FTqU6OW/KJHBcURcPDkEQBFE1wkZwVldXIUkSAoFeDP0riP0n96PlYgtuPb8FuSCjqBbRNtFWGrLyMew/uR/HTnyGwcFBSJLEr3jHh6gc9mPcY2Ew3B4a2hZhGhGjE0NzDoeobOrcKmthViSB4wry4BAEQTQWYQXO+vo60uk0hoeH0XetB7/q/SWYl+Gdr97B8MIwjk4cBbvBwPoYWCfDz8/+DB0dxxCJRPDy5Ut+xaIKHJSHmYxRGV59tURwHPZRu04QCRxXkAeHIAiisQgrcDY2NiDLMmKxGPxXujAQuo73vnwP7CrDnht7wAYZ2HUG9jeGdzvfxbHOP8PrPYeZmRnIssyvWGCBszV9VDOmpfXLGBcmNHlptiIu5umqWuHErdO48CEJnKohDw5BEERjEVbgqKqKfD6P+fl5BINBBPp7cPrO59jr3QvmY2BXSkNTLd4WfHL1Y5w41YFgMIhUKoV8Ps+vWGiBU/5cI0Bsc2Q4yxWiz/lhX6eTvCkkciqzs3lw3iQ7NIPJ1THtQJ/qdY6dXEPez07QzHo0efhqqdfRsRhz55Q/4614rv9espuV6bRcuawp19gb/RuxOO5K7emG/u36pV09vop0ITYvztbPEM7vmSwQzYmwAgcoRXFWVlYQj8fh93fh7je30Xm/EwfOHAA7yXDwzEF4Bjw4f8ELn+8y4vE4ZFnGxsZG1W02LzSVViTq4sERQeCMe+DxeKyTVdYTN8e0E31qAoFjHtIuvaC8sairg4dgWZjwBM64hy9+qinHfRC/yb8RY5ubIpMvXCwi6pbiQS8O9TNcHcDph+5cGqP0Nr9nKRybDKEFDlDy4qRSKYRCIVy6dBGPnzzC0+/jGIoNITL5CDeDN+D1nkM4HEYqlUKhUKipveaFBI5I1MWD41TgWOYu2tppncNoLoC2zcy4/C/m8pvqODymL2Ttm6YHHlMWXF6bAQQ0UcLSF6++vG1mZW6fSt6ywOYD1vSmapi1qH9uWEQ0N/vgMfW1wjGaulspc/p2PYcPH8XvtOfB9ph4f++ah6StcKrtGpU+8ugfwJp7yvq5bBXxqaWcjRCy9CEajqniRA3Otdcc97intXRdxitE+y3uVXNZw+cuRBq/H/aeS/v+u/BrCorwAkdVVSiKgoWFBYRCIXR3d+PatX6M3B5BoK8X3d1+hMNhLC4uQlEUWkmcEIK6eHAcCRyb3EWwyXm0+QVu+4Ko+WI2PkhMPi7Nw7ZSm5b+L6df5tw+lR7AOj8ZL/2Bri3DkMpmnyS7vtodo1V/q47g2ByT1Zu40zbs+u/iGunPf1kc2A1RmWdw1l7OiYXA+vo/NAqpzXtLsr1fOKLK9v51GMGxFEIuX1o5UbayYHU8RFXugdNImqAIL3CAbT9OJpOBJEmYmppCPB7H1NQUJElCJpNBPp8ncUMIw855cOy+BG1yHjkQFLoQte5t3fhg0T4oXLRZxdCMfZ+sHrhWtTg4D1XnkrKqp0LerQoCx/KYjNETbtu8emu9Rvrzu31dbATOXAD6pKeca+SmHE/kVRQcpX3a+4k/JKO9vnZ9rtFbYxKtdRI42nvI5ZBesw9TNYXAIYhmY0c9ODoDo/VQkWUeJcNb6VaZUvzetOis7oHMC+27aNO9wLHpk8XDwCrqVPlY7M6xXnhYHaPpPNYcweEckxMTaAXhVNM10rav64u9ydhITZ4cuyiWxXm3v/5m4VLT/WLaV2ExWsu66xfBqVgnCZzGChxVVVEsFqEoCnK5HFZWVpDL5aAoCorFIkVvCKGoTx4cmy8jR2+BTkP4nP2GNrYfMpUiOA7bdCtwKvaJ99ZviIQ4abeiwHHoTairwLGLlGnLVPLg1OEaaSJIxhlP27M3TZ0zUZPAcRzBsbn+5XM6rq3LpjwvcmZ3/zqOzFTvweH3w8qrRgJHKIGjqioKhQJkWcby8jKSySQSiQSSySSWl5chyzIKhQKJHEIY6pUHZ9zTavhC1a9BZpu7CBZeGYeel7lAm/Ubs8Zc6cSDY9umS4Fj36dNv0q5QMV2y/01RBzK/gxbgWNzjOZO1+7BsTqmzfPheBaV0/47vEZ8YWITwTGdpzkE2izOjdNyOkFgeHA7vv7bAq1t+wNuecemZtM+BxEcw9+261lUnH7o+uwyAkUenDcocMpRm7W1NWQyGczOziIajWLpxSJkOYelF4uIRqOYnZ1FNpvF2toaRXMIIajnWlTaULnVmzE/dxGgG/t3vPSG3QPFPBSlW8neTZumN+lWm1lU9n3qlUr/ejzWs6i0UYZW00wf/iwq/tu0XX4qbbedRIg0x6772f6YSt2oNg9O9dfo8OFPDbPmdAdmKRi3/9tmHhZzU850+HqDOO93bK+/yfNjXb7joY2vq9L9wuub3XWpWx4cBzP+uL/nMoIkGMIKnPJwVDabxfPnzzE5OYmxsTBS6RSkrIRbc0OQshKWXixhdHQUk5OTmJ+fRzabhaIoVbVJEPXirVqLqppQet3ZjWkSduMx1RknXiSiKpp9eAoQWOCsrq4inU5jenoaYw/HMDERxeLSAvxPu7CvZx9YH8O+nn3wTfjwn/8mERp7gNHR+5ienkY6na6qTYKoF7t7LSq92dc2grFj7EYxsBuPqf7shgexLbYz8d7Q/bFLhKOwAiebzeLZs2eIfvsY09/9G/7RLrReaQXrYmBfM7B/MrB+BnaZ4ZDvEL4Insb9B/cwELyJRCLBr7hCyPghzDM1ytvhX1/ABc4+be4MR2Y7Tllhl0IQ4i29eaC1qAiCIBqLsAInnU7jyZMnGLl7Cz8+fgjsjwzsLAPrZWAjDCzMwIYY2FcMe77YA/YHhh9++j46ThxHNBrlV+x01oRdWVfl3bvWqxp7fdOQwHFFPT04BEEQhHuEFjiRSASD/xjAoY4fgf2FgX3JwP7yFBLqAAADvUlEQVTOwO4xsIcloXM2cRbnY+fBPmN4//c/QMeJ44hEIvyKd1zgcGYVOO6HnUGMY/R0ZZA01GmZ9t9hWnpii7fKg0MQBCEgwgqcV69eIRaL4evr/Thy4Rdg7QwfDnyID+59AHaHgd1nOJU8hfWNdRwZOQLWzvDTP/0Efz19CrFYjF/xTgscC4e+Xd3GCA4/JbzFlEKHM0D4ddqk/acIjit2tweHIAhCfHZE4DjZjLx+/RqJRAKBvh54+tvBOhh6nvUgo2Rw+MFhtM+0o6AW8NGjj8D8DMzD8JuONvj8PgcenAqp03Vl3Qocc938vAkWHhzbpEzGvA/GqIwTgVOpTndrlRDWkAeHIAiisQgbwVldXYUkSQgEejH0ryD2n9yPlostuPX8FuSCjKJaRNtEW2nIysew/+R+HDvxGQYHByFJEr/iHR+ictgPQ7K0zQ/tU6rbroRrJ3A4dW6VdZs3hTBCHhyCIIjGIqzAWV9fRzqdxvDwMPqu9eBXvb8E8zK889U7GF4YxtGJo2A3GFgfA+tk+PnZn6Gj4xgikQhevnzJr1hUgYPyMJMxKsOrr5YIjsM+VrPaMwGAPDgEQRCNRliBs7GxAVmWEYvF4L/ShYHQdbz35XtgVxn23NgDNsjArjOwvzG82/kujnX+GV7vOczMzECWZX7FAgucrYymmjEtu5TwJi+NLsusPhW5Vjhx67RL+08CxxXkwSEIgmgswgocVVWRz+cxPz+PYDCIQH8PTt/5HHu9e8F8DOxKaWiqxduCT65+jBOnOhAMBpFKpZDP5/kVCy1wyp9rBIhtSnjtLCqPSdRs5+EJWER7rOvkp/3fTiFPIqcy5MEhCIJoLMIKHKAUxVlZWUE8Hoff34W739xG5/1OHDhzAOwkw8EzB+EZ8OD8BS98vsuIx+OQZRkbGxtVt9m8UNZTkSAPDkEQRGMRWuAAJS9OKpVCKBTCpUsX8fjJIzz9Po6h2BAik49wM3gDXu85hMNhpFIpFAqFmtprXkjgiAR5cAiCIBqL8AJHVVUoioKFhQWEQiF0d3fj2rV+jNweQaCvF93dfoTDYSwuLkJRFFpJnBAC8uAQBEE0FuEFDrDtx8lkMpAkCVNTU4jH45iamoIkSchkMsjn8yRuCGEgDw5BEERjaQqBQxDNBnlwCIIgGkvTCBxVVVEsFqEoCnK5HFZWVpDL5aAoCorFIkVvCKEgDw5BEERjaQqBo6oqCoUCZFnG8vIykskkEokEkskklpeXIcsyCoUCiRxCGMiDQxAE0Vj+D+zpQmAepaJJAAAAAElFTkSuQmCC" /> </a></div>
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<b> HTTP Cache Manager -</b></div>
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Web driver uses caching to reduce traffic over internet by storing the resources for subsequent runs.To mimic this behavior we can use HTTP cache manager .First time when we hit the url jmeter script store the resource file. The file contains last modified date and time information on the basis of which cache manager checks weather the resources are updated or not and if the resources are updated then it downloads the updated resource file.</div>
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If Clear cache option is checked then after each iteration cache will be cleared. By default 5000 elements are stored in cache. If Use Cache control option is checked and if the request is GET request and timestamp is in future, then the sampler returns response from the cache. </div>
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" 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<b>HTTP Cookie Manager </b>-</div>
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Many web applications store some information as cookie and this jmeter element is used to store the cookies and use the information later during test runs. Each jmeter thread contains cookie storage space, if we are testing application where cookie is sued for storing information for perticular sessions then each jmeter thread will have its own session.</div>
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Cookies can be added manually as shown in below figure which are called as user defined cookies. If clear cookies on each iteration option is checked then for each iteration cookies will be removed.</div>
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" 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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com1tag:blogger.com,1999:blog-8546566830340781037.post-65043276803537347542020-01-27T03:24:00.001-08:002020-03-02T01:54:31.051-08:00Jmeter Thread Group <div dir="ltr" style="text-align: left;" trbidi="on">
Video Tutorial -<br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/R_ye6HgxSE0/0.jpg" src="https://www.youtube.com/embed/R_ye6HgxSE0?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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With
help of thread group jmeter script can simulate the number of users as per
configured in thread group to access the server and perform specified
actions. We can configure the users through Thread properties mentioned
in diagram given below.<br />
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<img alt="" height="424" 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" width="640" /><br />
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<b>Number of Threads</b> - Specify number of virtual users for which we want to execute the script.<br />
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<b>Ramp-Up Period </b>- The time to start all threads mentioned from 0 to specified number.<br />
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For example if we say 10 threads and 10 ram-up time means all 10 threads will be up and running by 10 seconds. The basic formula here us number of threads divided by ramp-up time.<br />
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<b>Loop count-</b> Number of iterations for each thread. The script will continue execution until for all threads all samplers are executed and there are no loops left. If loop count is set to forever then we can control the threads will continue execution until specified time in the Duration section.<br />
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Suppose we specify 10 mins as duration the the threads will continue execution until 10 mins.<br />
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<b>Scheduler </b>- This is used to set total duration of the test. Once we check Schedular Durationa field is available to edit. We can set any duration for our choice let us set to 60 secs.What if there is error we can select what actions we want to perform as shown in the below .<br />
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a. <u>Continue </u>- Continue the test even if there are failures.<br />
b. <u>Start Next Thread Loop </u>- Stops the execution of current thread and starts next thread look execution.<br />
c. <u>Stop Thread</u> - This will kill thread group<br />
d. <u>Stop Test</u> - Stop test gracefully and allows current running operation to complete and then stop the test.<br />
e. <u>Stop Test Now </u>- This will stop the test immediately respective of what operations are running.<br />
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<img alt="" height="250" 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" width="640" /><br />
<br />
Let us consider we have more than one thread group and add thread group 2. In this case both the thread groups starts in parallel by default. <br />
<br />
<img alt="" height="380" 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srlCayzr/F5dRkzPOTI5R7MsLPDboZHvTbPsL/dZvvq7/WxsF+nq9ejRnsbG1d9WTX7U69H3956sbWhjlrxXWdfO4brPEiQy2tps58xgxn2dtXf39Zes3+Pe0yvPRZrxNPOfgbrEuRGY1C3HQl1+7RGfbaId8I6e+zs7G/rMTWGjMwzU3EQFBQUFBQUFJTI5XIEBe80llSbdPt1CX+6FhEHQUFBQUFBwTuZEplMRl0ae1ivffv29Y5rDpqq+4+q35KGP1LHX7VNlrS0b9+e4mPVRnZt3J8euz8z3nd7HAQFBQUFBQWbn5KioiIEBQUFBQUFBQUFBe9OSqRSKYKCgoKCgoKCgoKCdyclBQUFCAoKCgoKCgoKCgrenZTk5eUhKCgoKCgoKCgoKHh3UvJnv6pWUFBQUFBQUFBQULDxlCQmJiIoKCgoKCgoKCgoeHdSgoCAgICAgICAgIDAXQvJrVu3cHNz+9Op1Wr/dA1Ch3Edt27dsop/ttY7LW5/tgbRf38NHaL/Gqfjz14tS0xMvKN0iHEk5t//oo7/pf6T3Lx5Ezc3tz/1rkJfv9BxZ+q4efOmVbxT9AodtXWI/ru7dYj+a5wOvZH9s1jT0N8JOsQ4apwOEbe7W8f/Uv9Jbty4YSjgz7rg1G2I0HFn6bhx44ZVvFP0Ch2i//5KOkT/NU7HnWKk7xQdYhw1ToeI292t43+p/yTXr1//SzRE6Gg+HdevX7eKd4peoUP0319Jh+i/xum4U4z0naJDjKPG6RBxu7t1/C/1n+TatWt/iYYIHc2n49q1a1bxTtErdIj++yvpEP3XOB13ipG+U3SIcdQ4HSJud7eO/6X+k1y9evUv0RCho/l0XL161SreKXqFDtF/fyUdov8ap+NOMdJ3ig4xjhqnQ8Tt7tbxv9R/kitXrjRjQzRoNSrdvzZsyJnzuWzcfYDt+93ZsOcgOw+4ExYbj1ar5XxePvs9vJjn5MyW3fv4deU6th04QlJq+l03EO8UHVeuXLGK1urdu28Xq9Y4kZWVafa4sPAQljktZvPWTTaJW1JyIkHBAQ1mUnLDfiE3tf8WLFjAyJEja3HBggV3TP/9r4z7puhQq1Ukno1Erippsg7Rf43TYa2R1mg0FBUVkZqaSmxsrFmmpqZSVFSERmP+d5pWe+cZ+uYcR8nJyeTn55Ofn09KSorZY333LiXiqHOzjCNzOo5vnkOc34565/gfWkPo4ZUmdYj5Z1sdClkBEYd/Z8vk/+Ly9aME7ZzWrDr+iv3n7e3NgQMHcHd359ipWDyCEvEMSkJy+fJliwX4B5ximdPiBtFpxSK2bZmLr8cUTp34kbionZRpFU1qiEajITrpNBt37yMyKoZjJ3yIjIohKjae7e7HOHYygOWuW/A9FUhkdBynAoPZecCdoNAIfl25tlkmRGhMPCnpmaRkZHI6NZ3k1FQSU1KJT0omLCoGd09vIhOSbN6xo0aM5P2u3ejRvTvHPH3w8vbDy8v3Nn388PI5ibfvSXx8T+HjewpfPx39Tvrj4eVLj+7deb9rN6b8OMWsjsuXL1tFa+IWFh7C2vWrCY8MY/uOLWaPXeeyhrT0VNa5OHPQfX+T4xYQ6M+lS5cazJDQ4GabmBpNKSqlHJVSTlJiApMnT2LkyJGsWbMIZ+ffcXb+nTVrFjFy5EgmT55EQnyc4XiNptQqHbbsv+bk3fILyRKVKiUeaW4cO7uGrbG/W2X+/oz+a6wuW8bN1hpq6rDGSGs0GmQyGWlpaURERBAcHExQUJBRBgcHExERQVpaGjKZzKL2phh6jUZDaWmpUTY0Zvr6bTmOVCoVpaW3rz8RERGG7f8CAwNNHldUkMOJjVPJjTlsk3GkUqlqxSMsLMyQQlFTR96Z0xx3+ZGcBO9a5xcV5uG5aTrpIbtN6miO+ZdRkMGxpGMs91/OkpNL6tE1zJXAjECkcmmzzr/moCUdgTt/4vC8d0g9+C1p+8ey/cfnSA7Y3mw6bNV/eXl5BAYGmrw+WGJgYCB5eXlN7j9vb29Wr17NqVOnCAoKIiI6nsj4VKIS05FcunTJYgHLnBbTENy6dY1bV1O4Ubaay9rVXNJuovjMFC6UeqPVKBvVEKVShXdgKEdP+BATl8Dh417EJSQRGR1LWHgkG3fvw9vPn7iEJLxPBuB7KlD3fVQMicmnmee0plkmRGhMPFVVF03ubeobHMaBo8c4e950RzZGR/f33+fYkaM4LXeiSF1J5cVrVFSzspoXLl3jwqXrVF2+zsXL17l05QaXr97gyrWbKMuqWOm0guVLl/Fhz55mdVhrfK2J267d28k+k4VUKmXHjq1ERkUYPe6ElweHjxykqKiIlNQUDh852PQLSZDO0JeVaa3mpUuXCG0mQx/isYmZgx7lhz738UOf+xg/tCs//zydjRudjHLu3JmMd+jGD33u4/s+9zHj00cJPm76rxfN0X/NybvlF5I5pp87zd6oVWyMnsWqyO9x8p3TZEPfXP3XfXZ3BswfwPnC83943ORKOdO3TKfvL33xiPSg1MLNaWN0WDLSNc18eHg4gYGBVjE8PNwqU98YQ6/RaJBKpYSHhxMREUFUVBSxsbHEx8cTGxtLVFQUERERSKVSq8eVvn5bjaOcnBzy8vLIy8sjKiqKrKwsysvLqaqqqr6+lpGZmUl8fDwqlQqVSkV+fr5ufsT54us2jeLctCaPo5ycHM6cOcOZM2eIjY0lMzOT0tJSqqqqqKqqQq1WkZaWRlJSMgFHNxCyy5GstNqLa+nx/ni5/kB+VtwfOv+8T3sz02M2E45NZ+DWz+jt1pv+2/rTc0NPhu4dw+Tjs5jvNZ/0fMuZBY2Zf81JSzo2f/tv0o98T/SyV0hy7U7Cji/Z/O1/KFXX94a20GGr/jt27Bi3bt3ixvXrBuofqL12/Xq9nPy6KT0AR44caXL/TZs2jWeeeYZ27drRtm1bhk13Y/zqcMY4hSK5ePGi1YY+Ly+PwsJCCgoKKCwsRCqVIpVKKSoqori4uJpFKGVxXJAv5lLpai5WFnLp4gUqS725pF5Kuab+ALWmIZ4BIXj5+hETl8Cho8eJS0giLDwSX7+TREbF4OnnT2R0LB6+fkTGxhGbkERIaDi+fidJTc/g56WrmmVCxCSlUKrRcO7cOfz9/etx+74DVFZW4rp9D3KF8b9QNEZHt65d6da1K+PGfk2eXEvVpetcqMEqo0b+Blev3+T6jZsUqyv5ZsJExn89jg96fGBWx8WLF62iNXFb5+KMWq1GKpVyPvc8W7e51TtGKi1k5erlFBVJKSgo4MzZM2x029DkuFky9KWl6lpUq9VUVlYSHBJk0wuaVqtbmZ8z5F+ELnqZQ792YcbU8Xz99VhWrVqGv79HNT0JCPAkIOAEgYEncHZ2Yty4r5kxdTyHfu3CyV9fwnHIvyzqsGX/NSfvll9Ipnjo1AEWH1rAUp8f2Rg1hyW+04jPiG2yjubqv3bftWPJqSW8+t2rBCU1bIw3NW4yhYxBiwaxJHAJ7858l+WHlqNQWXd9tFaHOSNd08yHhYVZbeb1DAsLs2jqG2ro9WY+JCSElJQU0tLS6jE1NZXTp08TEhJitanX12+LcaRSqcjNy6OqqorKykquXbtGZWWlUV67do2ysjLKysrIzctDpVIRfHApqT7mF9esGUcqlYr09HRD+ZcuXaKiosIo1WoVnpumk+jrStaZc7ViFnBgKbHHlhmNoy3nn7pUjbpUbfi/a5Arw3Z+zcH8M0w4PovB+wbzlfdX9N/an0VRu3CKPULvtb2JOhNlGBuqUpXZ/r5brp+bv/0PqQe/JXbF64T98hhZ7uNwn/MG0cedyEzcj+eWLjYx97a+fvr7+3PixAn27d9PQaGUvPxCNIoC1CUFqEoKUJYUoJJLUcmLUCmKUStlqJUlqFVyZHI5AEePHm1y/02bNo0WLVrwwAMP0KJFCzoMX854t/NM2ZmHpKqqympDn5+fj1QqpbCw0EBptbEvkhZRVFRMcXEB6pIgqhS/clGzm4tVF7h08SKVpQFcVv9GhSa+UQ3ZdtiTqNh4TvkHEBkbR1BwCAGBQZw65U94fArZ53Lw8vUzpNqc8g8wHJOVdYbZi1c0eSDWYmkJ2tISUjIyKSlRUFFRgVwur8fjPie5evUq53LO4xMcapMJodVq6dqlCx3fe4+xY76iQFHG1es3ORF91irevHmLInUFE8aN5+uvxtKje3ezOvQrHpZoTdy2bHNj+44tKBQKCgsLOeHlid8p31rH7D+4l6joCMN427R5A2HhIU2OW01Df/78+Vrcu383K1cvZ9UapxpcwWrnFXU+q033wwca1X8qpZwpfe8jallrZv40nlJNKbm5uXz33WRGjx5tlN99N5mcnBxKNaVMmzKOyKWt+b7XPRbjYcv+M8XhC7zoMGEvHSbsZfgCr0aVcbf8QjJGtVpNZlYGQ34eyNcbRrLCaxYp2ck20dFc/ff6d6+zNGopvwX+xptT3mSdx7o/LG4yhYyBvw1klu8slsUso/fvvRm5YiTF8mKb9Z8pI91UM2+tqW+Ioa9p5pOTk0lOTiYpKanW214TEhIMTEpKIjg42CpTr6/fFuOoqKgIf39/1Gq1Id2luFhGZlYWqakppKQmk5aZTGGRzsCXlJRQXCzj2HEPUhNC8NzwHQWp5m8erRlHRUVF+Pj4oFAoUKt1aT0ymYysrCzdjU/aadKzU5BKC8lKCub42m/JTgrl6NGjKBQKtBoN+WdTjKbhNMf8C8wIxDtFV09hSSGr/VbTZ91HjDo4iRFHxzD+1Hh+jPiR0SdGM+rIeOx3jKTPmj74JftRoiwhpziHbZHbSC8wvWLf2OvWzJkzsbOzo3///kRHRxu+i46Opn///tjZ2TFz5kzUarVVZVrSEbRzGvtnvUrW0e9IdOlK7Mo3SNk/lk1T/s7e5U+xa/HDSPMSbHYdaGr/TZkyhUOHDqFSqZBKpUgkErRl5ZSppEjsK3hwciXPzbzAG79d5IOVlxiy8TITdl9h9vFrOPlfZ1PELbQalc0MvaOjIw899BAPP/wwLVq04N0RK/jYKYdpu/KQXLhwwWpDX1BQQFFR0W1TLy2stUIvkxUjkxWhlMdTqVjPJeVvXCzz49KFPEqLF3NJvZ4Kbf0HIS01JDglh1FLd5CYfBovXz8ysrIJCQ3n8xVH6LTYi0V7dBP70HFPZCUlnAoMJiQ0nNiEJHaGZ5KVk8vMRcubPBBrUu7bFelOCbG7P0CuUFBSUmJ0hd5t+y52HTpCaHQsK9Zu4Oz5XJvo6NypE2NGjear0WMoVJUbTfe5efMWN27qVuSvXb/B1Ws3uHz1OpeuXKNAUcbXX41lzKjRvN+1m1kdFy5csIrWxE0qLWSZ02IKCvIpKCigoKCATZtvr75nZWWyzmUNhYWF5OXlkZCYYNXqvDVxM7VCX1qqZvmKJQBWvyb61q1bAKxa49So/tMb+uilbZg0eTwA5eVllJXpHqg0xrIyLeXlZQB8O2k8UVYaelv2nyl2mLAXn0QZ3okyOkzY26QL8N1m6JVKJQqFiuCYCPLy8vhy8efsD95pMx3N1X+vTn2VmSdnMidwDnMD5tJ5Xme+Wv0VGgubGNgibjKFjIGLBjLp2CQcgxz5JfQX7F3t6Ti9I+nnrU8zMKfDlJEuKipqcJqNpfSboqKievVYa+g1Gg2FhYUEBweTlJRUy8jrDXx8fLyBcXFxxMfHk5CQQHBwMIWFhVal/thqHB0+fNhgbvLy8jh79iyFhYUUSWVIC4rJzSskLf00Z3IyKCws5MzZc/zuOJmNy6ZyxHUOsqJ8m4yjY8eOIZPJkEoLDTry8wuQSgvJzy8gP7+Ao9tXs27BJI5tnE1GRhZeXrrFhvhQbzYvn8r+tTMpyj/b7PNvT/Qe1gSsIfl8MqeSTvGz+8/0W9sPh30OfO3zNT+E/MC0yGlMDpzM6OOjGbRtEH3X9MUtwI2w9DD80/yZeXQm0Wejmxy3mtyyZQu9e/dmwYIFDBs2jM6dO6PRaKhQUxUAACAASURBVNBoNHTu3Jlhw4axYMECHB0d2bLF/DNv1urQaDQE7ZzGlkn/JmX/WE5v/4QTzq9wcPVTVBb/QsCeDqTH3TnXT72hLykpIScnx2Do8wuLuF5RyOUyKVXaIspKSyjXKKjQKqkoU1FRpqairJTyslJKNRrANob+l19+4dFHH+WJJ57ggQceoNPoNXzslMOQ1blIKisrrTb0hYWFhtQanZGXVq/KFyOTyZCVlCAvKUEul6JSJFKu2MtF5UKuaVcRHzaJCk0CZVpZgxvy0Lc76bvkMEeC4zjm5cvZvALazzvA/fMCkSw4yqHjnmzf745PQDCJyaeJjI7FM+EMg3cm8fGOJNLOnGf6giVNHog1KT3UkjLP54g4OonKC7rcQWMr9HK5HJlMRlRCIs5uW9nqOpcE90nEH55CduSuRuvo1LEjo0aMZPTIUeTJtVy8cs3qFXpt5SXOl2gZM2o0o0aMpGuXrmZ1mPqTal1aeyE57nEU53WrUKvV5OfnExcXi7fPCV2dW1zJyEwnNzcXqVTKytXLkUoLbXIhMbVCf/bcWZxWLjWYamt569Ytmxt6Sywr09429EusM/S27j9j/F819EqlkvLycsLjo1GrS4mKikEul9vkYc/m7r9XZ7/KuGPj+MbzGyZ7TeZH7x/pu6IvnWZ2alRefYMN/fKBjHAfwUTviUzymcQPvj8wcvdIXv72ZU5En2h0Xr0lQ5+amkpERIThQdeQkJBaD76GhITUeji27v+Dg4MNDAoKIiIigtTU1Hr1WGvoCwsLCQwMJCEhwWDik5OTSUxMrGXi4+LiSE5OJi4uzrDrTlxcnMHUmypfX7+txtHJkycpLCwkJ+c8qakpSAuKiU+MICBqOwFR24mODSUn5zwpqclkZmURFRmG6/LZRO52ZMfPQ8hKP22TceTn50deXh45OTmkpaWRn19AfFI4gdE7CUncTUSYJ1tWziZky1TWzxhEeHg4fidPIS/OZ8f6BYTscmTHvM/r5dU3x/xzj3VnifcSNgdtZqH7Qsa4jWGgy0DGHBnDOI9xjPccr/v3xHi+PvY1X+z6go9Wf8SP237EycMJF38Xfjn+C/Hn6mc4NGb+lZaWcvz4cd566y169epFq1at+Oc//8mzzz7L4MGDGTRoEM8++yz//Oc/adWqFdOnT+ett97i+PHjtR5yboqO00G7cB33T/YvfgLvzf9FkzuRi0XTiLJvjfeD95E0cWKj5r+t+09v6JVKJcXFxbVX6L++QP91l/nd9yYatQKlSoW6VGfgNVotmuqUMG1Zmc0M/cKFC3nyySf597//zQMPPEDXr9fxyYpchrvkI6moqLDa0EulUkpKSpDJZLpV+RpmvqSkhJISOXKFAoVCgVIpR63MR6NM5tbVdFxc5lfvcmM6V82UjidmHOMDTxUvrYnjjUU+PPnDLiTzw3nYpT2PuTzBkWBPYuIS2L7fHXd/T750/5y3d3Th3U1H+HRDIGlnzvPT/MVWDwBrJsT5HQ9TfPAZ/LzcuHbtOqmpqUZX6PWsqKggMiaWX6b0JNLpEYIX/wN/l08areO9d99l+LAvGfHlcHJkpZRWXEJTg6UVlyituIi6/CKq8ouoyqpQaKuQay5QUlrJ2aJSRg4fwfBhX9KlU2ezOkzlJtZlQwzFaueVhEeEUlBQQG5uLtu2byY0LIS9+3YbjLbnCQ9OeHk0eAI3dIVerVazYtWyBhn6sjKtzQz9tzUM/YED+01y//79aDSlDTb0zdF/dfm/aOgVCgXl5eXEnk6guFhGbGw8Go2G3OIySjW209Fc/df217Z8duAz7A/ZM+zwMEYcHsHow6P51PVTXpz0IkHJtn92RE+ZQsbA1QMZuG8g9sfs+eLYF4w4NoLRR0YzYu8Inv/+eZYfblxevSVDHxsbS3BwMGFhYcTFxZGQkEBUVBRRUVGGle+4uDjCwsKIjIw0rJCHh4cTGhpqOCcuLs6wM05sbP1nJawx9BqNhtDQUGJjYw31JCcnk5WVRWZmJgkJCQbznpycTHZ2Nunp6cTExBAdHU10dDQxMTGEhoZazOVv6jhKTk4mPT2d1NRUzp49S3p6OhnpmfgHncA9YjxnyraRW7mHk6k/4R90lJS0bPa5zCVw+0yCd83B+eevWL/guyaPo9spSbfjkZaWRlCgJ4cjvyWrbDMeO2YQtMsRv22zWTdnLKvmjiMjO4ej250I2DWX4D3zWDdnLOsXTtal4DTz/MstzsU92h17Z3t6/NKDHgt70G9VPz5Z/wm9lvei629d6TivI90WdqPPij58vOZjei3vRbe53ei3qB8/7fmJhLMJlJjZBtfa+SeVSunSpQvt27dn5cqVODo6MmrUKP7xj38wbNgwFi9ezOLFixk2bBj/+Mc/GDVqFM7OzqxcuZL27dvTpUsXpFLTu+9Yq6MoP5k9y5/Gf9czyNI/oji0PSGvP07UU4+R+9//cuLBv3E60rXR+fS2vn56eXmxdetWnJxWUCwrQVoko0JTQllpCdpSBSq1mlKNhtLqeVhWXk55eTkVFRWUV1TYzNAvXryYZ555hueee46HHnqI98dvYNCqPJZ7qZCUl5dbbeiPHj9SbdxLqlfqZYb/61ajFSgUSpRK3ZPtqurcNoBlTr83uiH/mXEIr7wqMgrlzIm/yMNTDiL5PZZ/b3uEn1Pu5Uv/p/j4SFu67HuLN7b/B7sdEt7bJaHdtn/RZu7LxGWm8eMvC5t8ITFchNVyMlzv5+yOfxMRG8ONGzcoKyszuUIvl8u5du0a6RkZzPqmIxlbniZ105N4Lv+w0Tre7dCBYQ5f8OUXw8iWqilWV1i9Qp9XoiWrQMWXXwxjmMMXdOrY0ayO8uqBaYkNMRQJifE4rVyKSqXk/PnzZGVlcejwAcIiwqp3Uci1OtXG2rjVX6HP4fz5HM6ePVNrhT4mJtoso6N1Dyo1h6E3dfOg1WrQaNSo1bpcvIYY+ubov7rUG3qv/xFDr1AokMuVpGSmkZubR2Li7VW+xd6X8E+tsJmO5uq/tovb0mNPDz7c9yF99/Wl/97+DNwzkEE7BzHAdQDPTn4OZw/T+4U3pf9kChkDXQbSY18PPjz0IX0O9aH/wf4M3DeQQbsH8fn2z2k9sw0jnUdSJK+fzmKNDnOGPiQkhJiYGBITEw2r33pDf/r0aWJiYoiIiKiV7qI/JikpyWD8ExISCAsLa5KhDwoKMmiIi4sjIyOD7OxssrOzyczMNKzM6z/Lzs4mMTGRqKgoIiMjiYmJISgoyKKhb+o4OnbsGAkJCZw+fdpg7LMzz7FixyB2pnTgZP5I/ApGsyutMysO9sd9kxORB3/Fd5sjp3bN48jSUfi6fkdRkfmtGC2No2PHjhEXF8fplBSDmc/IyGL1Hnt2pr/HDtcviT6yFM9N0wnYMx/3RV9yeOU4PA+4ErxnHgG75uKzYy7uS0ZyfO23FOSea/b5p1KrOFt4Ft8EX0YuG0n/Jf1x2O7AmENjGH1oNJ9s+IQu87swbPcwRh8azci9I/ls42d8OPdD5u2cR3RWNDKFzOxfraydf5MnT2bYsGEsX76c9evXc/LkSebPn8+TTz7Jiy++SKdOnejUqRMvvvgiTz75JPPnzyc0NJT169ezfPlyhg0bxuTJk5ukIyfjJLuXPEqMRxuKUnuSuf1FTj72N1L//TSFrVrh82ALwia/iu+21uxb8e9GpeDY+vp5/PhxAAoKpRQVF+syUhS1V+W1Wi3asjJdmRUVVFZWcuHCBSovXADg+PHjTe4/JycnWrZsSatWrXj44Yf5YKIbn60pYPKOYiRlZWVWG/ri4mIAXRpJiYySEhlyeUm1kVegUCpRKpWoVCrUarVuz9xSXe7QMifTK+SWGmI3/xiL4zXISkoIK77II1NvG/pkjSu5ymiClGNpufUfdNolodMuCd32Suh1SEL3Q/fQ+WAb+i0ebPUAsBSP0pKzJDrfT8SGVzmTnc6l0vOEe2zEf89vnNr9G357l+F3cC1+R7bg57GfwMBAbt26RXhEFPMntiZu3RPEOj/BofnmjbQ5HR3eeQeHz+1x+NyejAIlOcUaozxXrOFsUSlni0o5Iy0lu1BNVoGK1FwFX9gPxeFzezq++65ZHfqdBCyxoYZi154dHDt+hPz8fHJycvA4cZzgkCDOnz/PRrcNFl881dC41TT0tz/XoFKpaq3Qm9oFR/fXJQ0ajW4vaJsZ+kmmV+j379/Hvn172bt3D3v37kap1D0t3xBDb+v+q/kAbE16J8rwSpAZ/c6aB2UbauhN6TBHW+mQyeScOZtDVlY2p0/XfoFN7NkKvt1dRWpeGRqtln6rK1GXWj+O/6j513ZlW97Y/QZv73mbDrs70HFnR7ps7cL7m96np0tP+qzqwwvTXmTUutFW5dU31NB/7DqA9gfaY3fQjvYH2tNxb0e67OjC+1ve54MNH9DHuQ9vOr5J+7kdGpRXb62h16+K61feg4ODiYqKIjExkbCwMCIiIkhMTCQ8PNywUq8/JzIy0nBsREREkw19TEwMsbGxhn9rmvqsrKxaZj4pKYnIyEgiIyOJiIiw2tA3dRwdPHjQ8NeJ06dPGwz9Apc+LI94hjnhrZgT3orfI1oyb91bHFr+NZEHf8V97RRO7ZrHwYVfcmz1BHIyzD/waGkcHTx4kKioKIOpT0tLIz09nd839WfVwbc5vGoykQd/47DLFAK2TufA78M5vHIcO34fTfiBX3Wf79IZ+qOrxpMeb3xb4uaYf3KFnInLJ/LRbx8xdOtQxrmP4xuvbxi6fSjdFnRj3LFxTPCYwKi9o3SGftaHbDhim2fItFotwcHBtGnThgEDBtC9e3f69+9Pz549eeONNxg6dKghL/uBBx7giSeeYOjQobzxxhv069eP/v370717dwYMGECbNm0IDjYfN3M6fHb2Yceiv+O5qRUnJz+Bz4MtyP3vf8n8z7/xeug+0ta9ijK7D5XFcyhKG4vHxhc4vqk90jzrt4C1df/pd7k5cOAgJXI5JXIFlyuVXL6g5sqFUq5c1HL1YhnXLlVw9XIl1y5f4NrlKq5d0T10C7B4dzzuideadP1cvXo1L7/8Mi+//DKPPvooH367mc/XFmK/VoqkZkGmCtAbeplMhlwu161OlehWnhXy2kZepVZXm3k1paW6hyugaYb+F/dInloRz2BfNUuSKnl6jheSX0MNhl6hUJCu3Wkw9J13S+ixX0LfwxIGekj43FvC+4f+Rv/j3czmf1kTUGniFlK3v0nahuc4t/UN8g++j8znU1ShI1AGD0cR9CUlAcMoPuVAvtdnpO35kKgNnQnb2J8Ns3qyavw/CVn+GCHLHmXH9NcbreMdOzs+/2wIn382hNM5JaTlKUnLU5Je/a+eqbkKUnMVpJxXcPq8nOQcOUnnSkg8V2I4/90OHczqaOgEsvZ4qbSQFauWkV+Qx7lz5zhz5gxe3p74B/pz8JDlF0k1NG56Q6/V6vYw1lFXr6UV+ujoKMOf5aOiItFqbbhCP6n+Cr3uBqK0evtMJSqVLo0tJ+cM0DBDb+v+6zBhL6HpCgJS5QRWMzhdiVeCjBPxMgJS5Pgll+CbVIJPYgm+iSVWrdo31NDX1eGXXGKUttaRn59PTEw8ISFhpKdnGC3DNbCCXisrcfYr5yXHCk6dNlaXhvgCf+Kl/n/K/Gvt3IaXDrxE6wOtabu3La/vep3Xt7xOu3XteGvlW7T/vT0df+1Im6lt+HBJL5v2n0wh46NN/Wl3uB2tj7am7aG2vLb3Ndpta0e7De14c+WbtF/cnvdmduPt6W/TdWE3MnOtu8G3NuUmPDzckKeu3+0mKiqKhIQEQkNDDT+HhIQQFhZmSLPR57fXPLcphj4wMNCQPlMzjSY9Pb2Wkdeb+aioqFo3AJGRkQQGBlo09E0dR3v37sXFxYWQkBASEhJIT08nISGBjW6rmHvsYab5t2byyVeZe/JpVjmO4dTWGQRun8mJjVM5unwMh1aNx8t5HNIC8+9ksTSO9u7dy/r16wkMDCQuLo60tDTi4uJw3bYU14WjCNrliI/bT3ht+slg2vctGoHnhu8J2uWI16af8FwzngNOX+O5ZjznMo2/2dZW80+lUlEkKyInP4fkzGSGzxtO9xndGbByAF9u+ZKvDnzFELchvL/wfUbvH82oPaOw32BP78W96TypM4u3LeZM7hlyC3MpkZeY9DCW4lZYWEi7du0YOHAgixYtwsnJidWrVzNlyhReeOEFWrZsyZAhQ3j66ad5+umnGTJkCC1btuSFF15gypQprF69GicnJxYtWsTAgQNp166d0Wc3rL0OyKQZnEk5ht/Tj3P2mWeI/tejeP3fg2QcfIC86L8jS3oSVfrzVOZ/xiXlQnLihrPP6WmiT86ltFRl8+uhqeON7XJzoeoiVy4okXxezgPflvPM9Era/XqBHiuqGOx6kfG7LjPz6BWWnbyKa9h1bly7BMC4FZH8fPxKk66f69at4/XXX6dt27Y88cQT9Jq0FYd1RTisL0Ki0WisNvQlJSXV+fHKamMvR6lU1FqV16/M6x8KKNPqHuJriqFPzinkEUdv/rOtgOd2FvHUinj+5ujLk1seYWVWS7xkE/GW3V6h16/O9z8qYfAJCQ5+EkYFSOh+5FnkpfJG69BqtZze2RlFiAOqsOGowoajDhuOOtwYR9SjKmw4Jxa9htf8h/H97RFcJ7dqtA67t97ms0GDbcIO77Q3q0P/1LslNiZV4uQpX7asWYFUKuXMmTOEhAZzaEPjts+z3tDX1F2KUqU0mUNfc3Vef7z+Z1sY+qg6hn7//tqr8nv27EKplKNQlCCXF5OUHA/oDH2klYbe1v2nX43f4JeDi28O67zP4ex1jlWeZ3E6fpYlR8+yyP0M8w9m88v+bHYEFzSbof8zdMhkMlJT00zm3uoZllHGOwsqeGZ6OVP31f/eN30XW087siRkktl9sJtr/v1n9bNI9kqQ7JYg2SpBsl7Cvcvv5f759/O3n/7GvWPv5Z7P7uHh0Y/Qc5nx9MDG9p9MIaPv5n787eDfuNf9XiS7JEg2SrjH6R7u/+0B3vrtG/r9vo+eI9bw8QJ3Bi5fy+nTCZQctP4Fc5YMfVBQEOHh4Ya0mpCQEKsNfUJCAtHR0YSFhTU5hz4gIIDAwEDDA7lhYWGEh4eTlJRUy8xnZWUZUoFCQkIICAgwPKMVEBBg0dDbahzt2rXr9oO7CYkkJqTgOHcSY35pzZhfWvPT9wNZ/MMQtq2Yjq/bNDw3fMeeX4dyZOkoDi3/2mbjaOfOncTFxVXvDJTM/k1LWT7dgV2rp+Pj9hPH137LvvlDcV8ykt2LR7N5+VSdmd/wPbvnDeXw8q84sPQrizqaGrfU7FR2ndjFlJVTGPDTALqO7UrXqV3pu7wv9pvsGbl3JIM3Dqb7ou4M3zOcL3d+yaB1g/hw4Yd0Gt+JDyZ+wLC5w/h106/4RfiRW2B8pzxLcZs+fTodO3Zk4tdjefmZp3nsoQf471OPMmncV9jb2/P444/TunVrevfuTe/evWndujWPP/449vb2TBr3Ff996lEee+gBXn7maSZ+PZaOHTsyffr0Jl0HtFotqT//zIkHWhDc52XO+N/HufB7DYZendGSsjOvUHXejqvy8VSVLCHS82MOrPoviaGrUass+7mm9p+xXW4uXb6MQqWGW6VwUwu3yuFWBdyqBKqAi8Al4DLcusKVK1cB6Do9jIHrqpo07l1cXHjnnXdo164dTz/9NH2+384wFxnDXGRISktLG2ToldWr8UqFAqVCiUqpQq1SVa/Il1YHR3demfb2NntNMfRarZZHph7kyU3n+b8tefzfljwemnaYJ7c8wuxkCT+n3Mv8NAktt/7D6Or8l6ckfBVsG0Mfu+lNZP6fUlKTAZ9SEjDICg4mauN77J36IEccH2LlqCcbreOtN99k0MBPbMJ33rYzq8PUK8jrsjGG/vScObhM+Q5fL0+0Wi2+Xp64TPmO03PmNKgca+KmN/Sa6heB6XiW7OzsWiv0sbExtVbma67O6818VVWVjQx9a4Oh16fzlJaqDKvyOiMvo6SkCJlMysmTPkDDDL2t+89UqsveMCk/bU/7n0i50Wp1K2/FxcUUFBQY3pxZVFSEXC4nu6CUT9ZW0HJmBY//UE67ebfPi86MxCNhF25RP7M48BuiskL+lPn3rMt/kXhJkHhKkBySINkuQbJWgmSRBMkMCfdPvp9Hpz/Ol27DmyXlps/Wvjzo8yAtTrZAclSCZKeEe9bdS89lLgxY4Mc2r3iiU87hHniaEYtO4NemAzm/L7VahzlDHxoaSmRkpOFffWpNTUNfM+VGn0+vT7mJiIgwbF0ZFBTUZEN/6tSpWpsoxMbG1ludz87OJiMjg5CQkHqbLlhj6G01jry8vAxpR9GxoXj5HybAP5iQkHAiwiJZPqkPXhsmcdJtCqscx/D7zDFsnT+GnQscCNtv+lm6ho4jHx8f4uLiiIyMIijQk+Xf98HH9TuOr/2WVXPHsWzWGLb9OprtvzlweOU4ArZOZ83PY2p97us2o9mvny77XFi3bx3rD6xno/tGRv08it4zetNrSS8GbxrMF3u/4NNNn9JjSQ++2PMF9jvt+Xjtx3ww/wM+mvIR01dOZ9PhTTjvdWb9vvWcijjVqLj17NmTzz77jOefeIghvTsz1aEv3wzpwxvPPc6XDvY89thj9OzZk+7du9O9e3d69uzJY489xpcO9rzx3ON8M6QPUx36MqR3Z55/4iE+++wzehp5y3xDr+NarZZtC+6n5Mx35ET+s56hLz9rR/mZ17ha2IEbJb25oZmJtuA3wg53Z/eSR4nym0Opur6vs1X/Gdvl5vKVq1y/VIpkSJlhhf71Xy/Q3amKwRsuMm7nJcMK/YbQ63BTZ+ifGhFMy5nGn6+yNm4bN27kvffeMxj6fj/sYrhrCSNcS5Co1WqrDf2x40cNq/FKpd7M696Apjfz+l1sygwPBpQDTTf0T07dz2MuZwym/pGpB3lyyyNMSZAwPUnC7GSdoTe1Oj8u1DaGPmJtawq9etWmtzH2NsqkHe+xacLf2PPTgyz/4qFG63iz3Rt88vEAm9DurbfM6tD/5cUSrZ3AspQU4kaNwu/xxzl2//2cs3ubmC6dcW/RgpgunTln9zbH7r8fv8cfJ27UKGQpxv8k2tC4BQb5c/HixWrTfJtKpaJeDr3uHH2+vD71RU1ZWRmVlZWUlZVx48YNmxr6uuk1CoWMkpJikpLiCAsLxs/PG1/fE0DDDL2t+88YO0zYy74ahr4xZTTmF0Fz0BY6SlRafJLKiM7Wck6qNSxyaLVapqyaxPebJzDv4HhisyP+tP57zu15JBESJCESJN4SJPt1q+SSZRIe/u1hnvztaZb5Wn5/R2PiJlPI6LWjD3+P+DstIlsg8dHV39Z5OAMX+pNfWMzZs2d1c1Qu51yfPmz6ZAKLDlhOH7HG0IeFhdXa211v4vW58qGhoYSGhhp9KFafd99chr6umY+Li9Plq5sx9dYYeluMI5VKZYiD/iYnLT2NnJzz5OYVsmPBCFwdPyVk50z2LR3LkRVj2TRtAGtnfMLs8Z/gfbD+m8EbM45UKhWhoaHVzzdEsf03B7bMG0LA1unsXjyaw8u/wnXKR6x3tGfut4PYtfQbDjh9zeHlX+HmOIj1MwYyd9Ig3LfWv37bev65HnDlmP8xElITkBZLWbxpMUPmDaHHgh4McBvA5/s+Z+CWgfRc0ZPP933O4F2D6efcj/fnvM+oX0dxwPsAeYV5hMSGsMdzD/6R5lP0TOl45ZVXeLvNC7z0mIRP2z7M5q87s3faAL7q8QrvtfonLVq04IUXXqBv377069ePF154gRYtWvBeq38yptuLHJozlM3juvBp24d56TEJb7d5gVdeecUm18+Dzq04nziMvPiXORd+L7lRD1Kc9C/UGS2pzHmVqvy+lGe9wfWi7tws6clNxWCuaxaiPPcT2xf93ayht9X108fHh61bt7JmzRq0ZWWUajTcvFLGzSsV3Lp2Aa5XwfVLcOOyzsDfugo3r8HNa1y7dg0AyYBQXpxV1qTr58aNG+nWrRtvvvkmzzzzDP1+2MXIjQpGbVIgUalUVht6efXra9VqNeo6D77qV3DKtPp0hfLq7YAqgaYb+rd/PcJDy+N5bmEAj69M5JGpB3nM7WEmxkj4Lk7ClASdoTe1Oj8xXML7h/5N9vlsioqKUCrrb4VkjY6QlS9x/kjH2jzakfNHO1nBzmTs7cCqkS3YPOlvLBv2SKPj0e611+nft5+BcXFxRld0ajIzM5NuXbvx1ptv8vprrxnOfbPdG2Z1qFQqq2jNBM5cswb/558n45lnOP/88xS+8AKFL7yA+3334d6iBe733Wf47Hz1cf7PP0/mGvOvC7cmboFB/lRVVdUw87qJrFDcNvRlZdpaufK6h88iiIiIICkpybClZmVlJVevXmXl6vqGp7GGXqVS1kqvKSkporhYyvHjR6iJ8vKyBhl6W/afKep2uZEzZZsw9OYolRbhGejNgu2/8ush06uDf0T/Pb/9RSRpEiTxEiQBEiSHJUg2S3hi7b94dllLfE/7NVvcZAoZH+7qzcMpj3Bf/H1ITkqQHLiHD5fu5EBQBiqVCh8fH1JPnyZn4EDyZ8zgdFYeHy0MQK60bh9sSyk3ERERBrOu35c+LCyMqKgow970dbet1H8fGhpqMPS2SLmpacxrptrExsYaUnL0pj4rK4uIiIha51hj6G0xjoqKivD09CQ1NZX09HTDfvTncgs4sn4Wu+cPwWvDJHYucGDnLw64zhnC9tkD8HIeh8usT0iLPGGTcVRUVMQhd3dOp6RwaOW3bJk3hOAtP7Bl3hD2LRrB+hmD2P/LEDxW6wz8rkXD2THvc7b+6sDW6f3xWP0V62cMJDXM8jaCtpx/SqWSLe5bGLFwBF3ndKXv1r4MPjCYATsGzWY29AAAIABJREFU0HNtTwYfHMwnez7hw1Uf0mVKF6aunMrJsJM2mX+9evWie6cO9G7VgvEfvc2Mfi8wu9O9DGsrYUi312jTpg0//vgjZ86c4dy5c/z444+0adOGId1eY1hbCbM73ctXb9zDvAmDGdD2Ybp36kCvXvWfrWnM9TPUYzKx3t2QpX/EufB7ORt6H0Xxj6POaE1ZdmuuSrtyscAederbXJf146ZiMDfLVxPj2YOgwyP/kP7z8PAAQKlS1dqasrKykgtVVVy8eJFLly9z9epVrl3Tmfjr168bCBAYGNjk6+fmzZv54IMPePvtt3nuuef4eOoexrgpGbNZiUSpVFpt6BUKxe0dbGrkyt8+tqaR123Zo9+up6mG/hf3SJ6e40VQZhED1gbwyLQjPOb2MP19n2aAV2c+D3iMltsfNrk6PzFcwru7H2f3gd0EBweTlZXVKB0hrn3I2vca2ftfr2Y7C3yjHlcOv4+1Y+/FaeSTZnNnzel4tU1bevf80EA/Pz/69OpNj/e781HffjVMaZRhe7PQ0FC+GOpAzx4fYPfmW4ZzX3/1VbP9YkizskBL4yjX1xefF1/kfMuWxLz4It5PP03y//0fCU89RczUqcS4rCNm6lQSnnqK5P/7P7yffpqY6uN9XnyRXF/fJl3QAoP8qayspLS0tNadec0Veq1WYzD6arV+sispLS2lrKwMjUZjWKW/fPmyTQ193fSa4uJCpNJ8jh5zB3RGXiotJCsro0GG3lb9Z44dJuzFJ0HOj1uFoTfF/PxCguJCycrKRqGUW/2Clubqvxd2vowkq9rQ+0u459A9SFbfy1vr3+Gs1PjbM20VN5lCxoe7e/NozGPcF3EfEi8J9+1+kE9+9ycpqwCVSoWipASfN97g3DffoFKpkMlkOKyKICHLum0PrX2xlD6fXr/arv9Z/3/9i6Vqfl/zmKa+WCo/P7/eantSUpLBzOsZFBRk0F7zWH9/f/Lz802Wr6/fVuMoMTERLy8vPDw82L9/P1u278Jzx1KSdk3k57HdCXGdzJ5fh+Lr/DVrZ3zC8cUOBG4ax/Zfh5B7pn6cGjuOkpOT2bfqR6J3TGDx5I8IWD+R3fOG4rtuLOtnDOLoEgd8141l16LhuM7+lBOrxrB+xkCOLnHglMtYtswbYnKHm+aYf6WlpRRIC5ixaga9J/em87TO9N7cmwGHBtB/X396uvXkk6Of0G9fPz5Y8QEdJ3ak/4/92XJ4Cwql5fcxWIrbmjVr6NatG3NH9cKx91N83+Ee5vV8BOevOjDsCweGDx9e75zhw4cz7AsHnL/qwLyej/B9h3tw7P0Uc0f1olu3brrV6iZcB/TMyTjJ/tVPocyZQk7EQ5wJuZfcyEdQp79MaWZ7ys+8xk2lAxfyhyNL7MQ1zSqywodxeF1r1Cb25rd1/wUGBnLixAmOHjuGtqwMrbYMrlXA9Qtw4yLc1OXLw7VqXq/mDW7cuAGA/b7WfB9nfIMBa+O2bds2+vTpwzvvvEPLli0ZOP0go92UjHFTIlEoFI0z9NU72OhSbMoMm+jr9t6s3n+z8gIXqrfraaqhT8jO474fD9JpsRddlvpw/1x/HnN7mB7HX+fGrRv08XyHltsfNrk67+B/Dy9tfBKnlU7s2bOHyMjIRumIPjSFpE3PkLmzJZk7n7eCrW5zl46u4x9k2ZcSVn71rNEH66zR0frlV/ig2/sG+vr60q1TZzp1eJfu3d6vZeIDAgLw8/PDy8sL+8Gf0bN7D95+800+6PY+vXp8QNvWrc32i6L6ZWGWaGkcRY4aifyVV4j717+InTCBhFmzyH7uOTwfeICMbdvQarVkbt+O5wMPkP3ccyTMmkXshAnE/etfyF95hchRxu/ErY1bQKC/Yc/ZmttVabVag6G/nY5z29CXlWkN5+hvVCsqKggKDsBpZf2c3sYa+pKSYmSyIoqLC8nKTichIQYfH0+OHDkIgFRaSEJCHBO/HY/nb3ZWG3pb9Z8xqtVqtFqdoU8vKMM9sqiWoW/IG1P/qoZeo9GQm1tA2tkMMjIyrY5Jc/ffiztfQRIuQRIk4e9ef+fZrS35bM/nVuXLNzVuMoWMD/b04nG/J7jP+z7+5v43ntr8bz5deoK47BLUKhV5o0Zx+vPP2bdvH/Hx8cgUKuxXRXCuwPTLdWrqMGWki4qKSEtLq5U201iGh4eTlpZGUVH9vfKtNfQajYa8vDxOnTplMOg1jbwx6o85deoUeXl5ZseUvn5bjqP8/HxDm2P93UnZO5GZI7sSsGoCgZvGcWLxSDxXjWD/ki/xcfqSvYvsCXT7hpyz2TYbRwHuGzhzdApTh3UidP14TrmMxWfZaPYutOfEqjH4rNAZ+bAtE/FYPIJTLmPZ/psDPiuGc3zlcE6sGsPZDNPpnLaef2fzzrLfbz+z185m7MKxfL7gc953ep8+e/rQ71A/Ptz9IR8f/Ziem3vSd0lfRswfwYTfJ7BsxzJORZ8yXGsbGze5XE6/fv3o168fv8+bgafbQnasXYSDw1DeeecdkpOT652TnJzMO++8g4PDUHasXYSn20J+nzfDUI5cbjrVxdrrUWlpKcXFxRze8DZpIR9TeLqzbpU+5CGK4p6iIrcviuTXuHC2PTe189DkzCT6WAcOr3+dkiLTCw+26j9ju9xcv3EDrpUj+UzL/d+W8Z9pFbz+ywW6O11g0IYqXQ79kSss87vKhtBrwP+3d+9hctz1ne91TjbZk+TkOQubbMBrCNiEDbCAi2Yxwew6ISEbboElroQhJMFAiMFJDHG21sgMmItvsrnY2GULX8a6eHzBlkEq3SzJmtFdluRRSR7dpdFtRiNZNUYXS46J/Tl/9FRPdXVV/ap7ZrprNO/X83yex5qerv5V90j+9G++U/OyJOntt75Kvzuz8Z+dHBoqF/oPfehDeve73603vOEN+qgzR5+564g+c9egphw5cqSuQh/uagZDQxoaGilFPz9R3pk/eeKkTp46qVOnT+n0qdN64fQLkkZX6J977jnt3r1bv3TFDE357jr98k0b9Ms3bdBvuL+uDy74FV36xNv0oQX/Sa+d/is1u/MfmfdLeuf039KHb/+A7rz3Ti1cuFCbN2/W/v37G3pCd22cqwXf/H+09cevGs6rk3NPmP9Yk85//lXd+KkpuuWzv6MdO3Y0tI4LL7hAl7z39yuZP3++3vvf3qN3W+/S77/n4kqJnzt3rubMmaNHH31UnZ2d+thHPqr/ccn79Y7/+nZd8t7f16f/8lP63QsvzHxdsn5hVjTGf4Df9z49/5a3aPmrXqVtjz2mBeedp4MXXKDFb3hD5ZKoR44c0eI3vEEHL7hAC847T9see0zLX/UqPf+Wt+jJ339v5v+4TM/bpmc2asnSxTV5cskiTbv1Rr388ss1u/PHjx/Xz3/+88rfg3juu//HDb1+x44e0T8NF/qrr/qcjg3/wqg0P//58zVlPm+hH6vXLyvRH1DN84Ono/kHbbwz1uvYtWuv+vuPaPPmLQ2tY7xevwsfeLOmzJmiV895tc6b/np9e8l3mva89Q/269LOD+g/PvKb+g8P/Qf99o/P08c7/5em3tele5Yf1IErrlDfZz6jk8Pf7V2+fLkeX7FNf33rktzrSCvSQRCov79fW7ZsqVyuspF0d3dry5Yt6u/vT/x3KW+hD9cUL/Vpxb6eMh99/PH4Otq85knNn3WLFt3+Gd38pQ9q9X3/oCe++2l13fV5udf8mZ6Z9WU99l1bP/veX8l/+Ctj9nW0ZtnPtOTBGzT725epY+on9NQ9/6gnvvVX6r7ni+r4+p9r1V2Xa/a3L9OKe7+gJ2//vLp+9AVNv+bj2jDrSi24tU0P32DrmYeuyvX/k7F63lY+s1JXTLtC7mOu7v/Z/frOzO/oj7/1x/qju/9If/TgH+kPH/pDfWD2B/SB739An/neZ3TXY3dpxrwZur7jel0/43rjLn2e5+3IkSNyHEeXXHKJLMtSqVTS5Zdfrs0ZP6e2efNmXX755SqVSrIsS5dccokcx0ks8/X8O3D8+HEdOHCg8ovSlsy/R53fe40Gd/2j9q59jfrWv0E7l5V36V849FntX/Me/Xz/tVrQ8U496v53bXh6jbZv364DBw5kTjqM9vVLusrNv73yioZ+fkIjV7Q5K+lfFd+ZLxf5l/Xyy+VCP+UrUzTlhimjet5mzJihj3zkI3rPe96jCy+8UB+9Zp4+dUe/2u7s15SBgYGGCv3Q8yM/+Hri5+VZ+fJvxTqp06dP6fTp03rhhdN64Uz5+pujKfRHjx7Vtm3b9BffvV+/99X79Jtf6dSvXPukfsP9NX3oySn62NIp+uRTU/Ta6b+sj/50ij45fN35t9/1Wn36R5dp9kOztWrVKm3btk2HDh0qvyFpcNTl+PHjeuSbJa2+9Ve05nu/orXf/xWt/f6/r84P/r3WxfPDf6/1w5l77S/r+j+fopsvf5OWL6+9wkWedbzpjReo9M6LdHHp3bq49G7NmTNHpYsu0lt/7/d00TveoTlz5uiRRx7Rgw8+qBkzZui+++7T9OnT9cd/9Ee6+N3v1lt/7y26uPRufexDH9YFb8i+fGb424BNMT1v3vnn68Ab36hNr32t1r7qVTp04YVaeP75WnLlldqwYUPl2s5L/+EftPh1r9OhCy/U2le9Spte+1odeOMb5Z1/vgYGBnTs2LGGX7+0TLv1Rr300kuJYzbhzvwN076rnp4e9fT06Mkli3XTtOu1Zt3qhtYRLfQ//Mf/pq/80+f0xSu+YMyT3/mvlTKft9CPxeuXlSAIqsaYTKMkjf470KyM5Tp27Nito0ePadOmnrq+W9GM1+93H3iLXjf79Xrd3Rdort/Ym7BGn7f+wX5d+vAH9PbZb9Xrpr9RU5d8XYPHBrWzr18//sNP6ek//V86e6Y8j/qv//qv2rj/lP729pVatsE8CmQq9OHX7GhKvanMDw3VV+jDNUVLfVqWLl2au8xHH3+sv46C48c12H9AvYtvlzv149r446u0dtaXtPi7f621HV/UjOv+XKvdz2r2dy7TnieuUs/j3xyTr6Pnjg1qcOCgNs+9QXc5H9W6+8tjN0/e8Ndace8X9MgNf6El3/+0Hp/2Ke14/CqtuPcKrbj3C5r97cu0/sef1QPf/F/a8fhVWjMz+w3GWP/9e3L9k/rEdZ/Qan+1Dg8c1opnVujLt31ZH7zhg7rkR5fo0tmX6uIbL9Ynb/6kpj08TfsO7NORwSP68bwf66o7r9KRo+kX9Kj379/Q0JBxx7/R++RZRxAEOnjwoLZv3165NOy8efP0wPcsdT3yVg3u+qL2rv3POrjhIu1Z8Sa9ePRbGvA/rUe//2rN+tHHNG/u3MrvQ9i+fXvid8jG6vVLusrNy6+8Iv3ipKb85fN64zUn9MHvv6ArZp/VtMUv6cyLv9C//Vt5zObll1/WK6+8Uhm5mfJXUzTla6Mv9B/72Mf03ve+V29605v0sa8vHvnFUv39/bkL/WiMptAHQaAjR45oz5492rJlixYvfUpX3z5bv3Xzxbrwrt/U22f8v7rUKxf60sxf1TvufL2+fNcV8jxPmzdv1p49e3TkSP6Z1aznY2BgQPMevlMdX/4lLbxuihZ9q4FcN0U/+MwUffPv/0APJ1xXOc863Dvu1AW/8wa9461v07ve8U7NmDFDnQ926oEHHtD999+vBx54QPfee6/uvvtu3XHHHfrhD3+oW265Re+7+L1659v+q373ggv1rne8U6V3XqTfed3rMp+P/v7+XMl6/Y4dO6aeq6/W6le/WjvOO0+bX/MaLfi1X9PiT3yi8j+w8H9Uixcv1qJPfEILfu3XtPk1r9GO887T6le/Wk9fdZX6+vpSX8vRFvqzZ89WruA0NBRUfhbk1KnyG9Sbv3ejenp65M33dNO067VoSfIPK+X9B+1rn/wtLf7GBVp145u1+obqrDLlxjfLu/YCXfPJ3zJ+PY/29WtWzrVC398/oG3bdmjjxmdGtY7xev0u7rxE75v9Xu04VPtdwvF+3gaPDerv5v+93jHj7XpwY2flV9of+NrX5H/gT/TZm+brynue1m2L9sqZuVl/cf18zelO/iVeaevIM+oSlvp6xm/CMZusMj80VH+hD9cULfXhtenDPPXUU1qyZEnuMh99/LH+OgqOH9eRQ/v07PrFWnbH1Vox29FTN/+tlk7/shbd/hlt+8k/avWdf6PO6/9C22ZdqQ3e7RoKRl8Ig+PPqf/AbvV0P6Hl7lfVPdvRkzf8tZbff6Uen/Yp9c39Z63/8Wf1yA1/oa0zvqSf/vALWnb3Z7Vh5he12v0bPXyDra0zvqT1j9+ooSBIfR7H+u+fv92X+7Crnq092r17tzY8s0EPzn1QU388Vfatti69/lJd/v3LdfPMmzV3yVz19vZq3759enLlk3powUOJF/Jo9O/feCbvOg4dOlTZne/q6tL8+fP18EMduu+7v6VNiz+ggW1/qeP7vqK9az6oFQ9fqPu+8xu6986r9cgjj2j+/Pnq6urSxo0btX379syLnIzV6zd//nzdd++9uu3223Xy1Cn9/MRJ6eXT0stnyrPzr/yr9Er5B2HjZf7kyfLFYab81RT9p+v/06ietwcffFDve9/79La3vU2vf/3r9cF/fkIf/94+ffx7+zTl8OHDxgMsfnJh4rhBPVm6bPQ/3RsEgZ577rlKud+2bZvWrVunex67R2332HrnXW/Wt2d8SytWrKjsxh89erTumdWsdRw6dEhr1qzR/bddq1v/6VJNu/L9mnblJbr5Sxfrpiveoxv/vqQb/u4i3fCFi3TjF96p67/wTt34d+/QTX/3dt30+bfp5r97q27+wlt009+9VQ/d/8PEH6bK+3zc8aMf6fXnn6/zX3uepk6dquuuu07t7e36+te/rqlTp+qaa66R4zhV+Z3XvV6v/e3f1mt/+7d1/mvP0/mvPU9v+S//JfP5OHz4cK5krTd83Ta1t+upP/gDLb30UnVfe63WrFmjlStXVn54t7u7u3IliaeuuUaL3/9+Lbv0Uj09daoOHjw4rjv0J0+erMzHhz/cffr0aZ09e1ZnzpzRDdOur+zMr123ZtRfz6sWztQ1l71G//TBf6d/+uC/0z/+8S9F8n+nZORz/vcnflPzOn+oY8eS/6Efy9evGZlo/0MyZdeu3cZfPpVnHZPp9eu/914Fg4M6euy4ujft0gPzN2jx2m060J//ecxb6IeGqkv9ypUrKz8gm5Twyjh5yvzQUGOFPrqutOtl1/udnvDxx+vr6LmjA9q37Wlt37hUW1bN1VrvHi2d/R2tfvgbWn3n3+gnN39KXT+8UuuWPaYgx3fv8n4dDQ4c1N7eddr+9GJtXvlTrZ8/Xctnf1OrH7pO63/8WT1081+p67bP66f3fkddD9+olbO/ptXu3+iJWz+t5e5X9fTSTgXH099gjPXfv4MHD2rjMxsrvwNl69at2rBxg55Y/IRue/g2ff2+r+u+Ofdp8fLF2rhxo3p7e7Vnzx492/ustjy7ZdQz9M1KPes4cuSIdu7cqZ6eHq1Zs0bLli3T3Cdm6L7v/IaeXflJPfPk72vGDb+mWbf9gR7/yYOaP3++li1bpjVr1qinp0d9fX2pz8tYv35PPPGERmvu3PSrPOV93nbu3Kk3velNOv/88/XqV79af/jlmfrTm3bpwzfv1pRDhw7V9QWQ97duxTPWX4jhP3hHjhwZvnTWbu3YsSP3bnwj6wi/U7B79275vl/51d/r16/XunXrtGbNGq1atUorV5Yvc1i+5OEqrVmzRuvWrdO6deu0fv16bdiwQb7va/fu3Q1fPrOZfzEPHTqUK3nekB0/frx8BYvBQfX392v//v3q6+urZO/evdqzZ4/27dungwcPqr+/v2rUK+t1Hc3z9ticR3XzLTfo5ltuSHxDeuO07+rGW67XAzPv17Fj2b92ut51HDt2VAcO7Nf27b3auHG9uruXaf78n+qRR2Zr1qz79Mgjs/Sznz2mpUsXad261fL9Hu3evUsDA9mlYqxfv2Z9vbEOXr+xWEc9oy6HDh2S7/uVf6fT4vu+Dh06VNeoSyOFfiwTPv74fh0FCo4f1/FjRzXYf0CH9jyrfb3rtG39Qm1a8TP1eHdox7PmK9zU+3UUBIGC48/puWODOnK4Twf3bNW+Z9epp/sJbX36Ka1+6Dr17d6hg3u2Vsp/T/cTenbJ/erdvCHXOsbqeSv/zpOjGhgY0MGDB7V3717t2rVLO3bs0LZt2yoJLxsZ/UV1aZtYRf77V886wi7X19ennTt3av2qObr/27+un9x1iVYs6ZDv+9q2bZt2796de6N2rF+/7du3a/bs2XrwwQcrmT17dlVmzZpVlZkzZ1YyY8aMxJ+ZrOd5Gxwc1J49e3TLLbfoK1/5iq6++mo5N92na26fL+cHczXl4MGDE/ILgHU0bx0HDx7MlaKsl3Xw+p1L6+D1a2wdRSnSRVkHX0eNrYPnbWKvYzK9flMOHDhwTpwI6xi/dRw4cCBXirJe1sHrdy6tg9evsXUUpUgXZR18HTW2Dp63ib2OyfT6Tdm/f/85cSKsY/zWsX///lwpynpZB6/fubQOXr/G1lGUIl2UdfB11Ng6eN4m9jom0+s3pa+v75w4EdYxfuuIzrhnpSjrZR28fufSOnj9GltHUYp0UdbB11Fj6+B5m9jrmEyv35R9+/Zp+vTpLU94Iq0O66hdx759+3Kl1Wst2vPW6jXw+p0b6+D1a2wd4e+1aGWGhoZavoZwHXwd8fdvMq5jMr1+U/bu3auhoSEVAeuoVpR17N27N1eKsl7WUY3XrzFFWQevX2NatdNW1PB11Biet8YUZR2T6fWbkvdkCSGEEEIIIcXLlFbvGhBCCCGEEEIaz5RWz/YRQgghhBBCGs+UqdOmixBCCCH5Ytopa/X6CCGTLxR6QgghJEeGhoYqP7hGoSeEFClTpk6bPlY/nFu3X/ziF9q2bVvLHh8AgDyi/6/MW+hbPVNLCJk8aWmhHxoa0u7du1v2+AAA5DE0NFT13+Gfk/7HSqEnhDQ7LS30Bw8e1ODgYMseHwCAPNJ26JOKO4WeENLsNL3QDwwOaUPPbnWtflYrV/fq2e0Hm/r4AADUK2vkJv4xCj0hpNlpeqE/enxIPz95Sjv39mntunUa+vmJpj4+AAD1Ms3QRws8hZ4Q0uw0f4f+6HMKnn9e23bv1arVa3TsuaCOe/epo81SqVSqidXWob5GF9XXoTarXd2JH699vLaOvuz7AQDOKUmFPvrf0VDoCSHNTmahn7Vooz7/7eX6/LeXa9aijWPyj+KBQ/0aGDymZ3fuVvfK1Tpy9LnGDjSWZTqz0Mc/3q12q00dfWO8BgBAYTFDTwgpclILfbTMj2Wp37v/gPoO9cvv3aZlq5/Wvv0NztCnlulutQ/vqlvx27vbR3b0K7dlfH7iY5S/S9DenXB7bEe/vTvy8bYOdbQn3AYAKDxm6AkhRU5qoQ9LfNqfG/HSSy9pT98B7TlwUBt7NqtrfY/6Dh7S6RdeqP9gKYW+u92qjMT0dbTJqjTnbrVHPr/qtnp26Ps61Ja4Qx/ZuY/fd7joV0Z1uttHNyIEAGgqZugJIUVO3YV+UU9/YvI4euy4+gePate+/Vqzbr02bd2mgwNH1H/kaP3/uprGYSp/TincxmMpdYa+auc9deQm8tiJO/mM6gDARMEMPSGkyGnqyM2+A4c0eOw5bd+zT8u6V6l31x71HerXgf4BvfLKK/UdLLXQVxdwq2bX3Er5eN4Z+uzbuyNjNRaFHgDOCczQE0KKnKb9UOyZsy/q8MBRDRw9pt5dezR32Wr17tqjvQcO6ujxQCdOna7vgKmFPmdRjo69jEmhL7+ZSNy9p9ADwITGDD0hpMgxXrZyLGbnJWnNMwf1xIq9+tYsXx/5xnJd90C3/uTap/TJ67o0a8kezevaXd8Bc8zQV5X2+Nz6WBf6xNKecjUcCj0ATCjM0BNCipymFfrbH9qqn204rD/93tOa8reefv9bK/V//e08/frfL9LUx3bq5ge366Vf/Fv+A+a6yk31zHziOEz5YOpos3Je5Sb99r6Otsh18dvVnnk1HAo9AEwUzNATQoqcphT6Z3cP6kc/7dMN3j69o32Ffv2Li/Rxt0dTPjtfUz47X5++u0c/XnhIS9b2jepxAAAYD8zQE0KKnKYU+jsefFqd3YP60oyt+v++tFgXXbdG77lpo6ZcvlhTPjtfH/r+07r/qQHd3rllVI8DAMB4GO8Zes9J/i3o0Vx25wNyhr8D7XhBywtEPIHnDH8H3JEXZK/P9xzZdvS75rZsx5XnF++8CJkIMRb6sfDNH8yXu/CA/rLjOU35ylG9aupz+lXnOU35avnP7/3Bc7rzqSF9byaFHgBQPOM9Qz9ZCn0Q+HLt9HO1LFsupZ6QujNuhf6VV17R4OCguru79e1p9+qSKzpUunadpnx5d7nIR/Kfv3FU/+P6nbpx+nx1d3drcHCw/stYAgAwTpo5Qx/4rmzLqim3QeBN+ELvu3aluDueP/Jxz5Ed/vyb47X8XAiZaBn3HfqXXnpJx44d086dO3Vf52Jd/o2f6INffULvvupJvf+fn9Tnr1+guzu7tGvXLh07dkwvvfTSuK4HAIB6NXOGPl+h9+U5dmVn23Zc+cMlOvw8y7Llus7wsZzKOIvvRsqzZctx/erHD6qPHT9+mKrj2I48N7vQm96Q+G712I3pPALflRMd27EduZE3CWmPF3/jUfV5rlc5pmXZsl2v5rwJKWKaMnITlfe3yuZ15swZzZs3T/Pnz9fcuXN15syZ3PeN/+IsUl8AYLJo5nXo8xT6xHGV4Z3tpM+z7HIhTxvtsSOlPu1zojvn4U578thMSqGvnJd5xt50HmEpT0q4899IoTedNyFFzYQv9EuXLtXZs2f14osv6uzZs3rqqady3/fz316uRT39pIFQ6AGocT66AAAgAElEQVRMJs28Dn2eQm/ZIzvZXmWMpbagWk55h9n3g+pCHdnljpbskV3x6h190/Gjs/GphT4s0nbtbn/i85B2HimPn/U85C304fNafTzm+knxM+EKfVdXl5YtW6aBgQH19/fr0Ucf1dmzZyt5+OGHNTg4qMOHD2vZsmVasWJF6rEo9BR6AMijyDP0mSMkCZ+XvrMdfSxfnufKiYzeVI6fstNumqFPKvRJPyRrPI+0x499/qifr4L/zAIh0UyoQt/d3a2dO3fq9OnT2rJli3bt2qUXXnhBp0+f1qlTp3Ty5EmdOHFCvb296unp0fPPP6/e3l6tWrUq8XgUego9AORRvBl6c0GN3z9rTGakBNfOz9cU7ZTibhqpSbo9T6GveR7SHj9yLNv1R/18RY9HoSdFz4Qp9K+88oo6Ozs1ODiokydP6sUXX9SLL76oU6dOaeu2HXp07nL1bHlWx44d0/Hjx3Xs2DENDAyor69Ps2fPTjwmhZ5CDwB5FG2GfjSFPmvkZeRYthzXk+/7NTvrqesz7dBH1h+d2a/3PNihJ6Q2E6bQS9LAwIC6uro0ODioM2fOaNnKTbrvkSVavnarnly5Wd6yDZo2fY7mLlyhgYEB7d27V4sWLdLhw4cTj/e5bz2iaz6e8sM/H79NM+b/UB+xrtb3nznctKK88Jn1uubjlj7XkfyYCzuurl7nlXMo9AAwzoo2Q9/QjvPwcaM/OOrH7jtS+sNj+XIdq7rQJ82w+55xhn5oKP2ylYHvyXWSZ+Azf5Ygc4Y+Mtefsc6q41X97IBtPB9CipIJVej7+/vV1dWl/fv3y1uyWrN/2q1HvdV6aN5qzfrpSt376FP60YwF+s6PHtWc+V3asmWLFi5cqKNHjyYeL7pDv3DBbTXlPeljrSz0CzuulhVZT/i5H7l+PYUeAMbRRJyhT/phTtNVbrLm7KPFtpGr3JTPwTf+Ei07drWepPPIvspNYDzftEKf9dwQUuRMiEJ/9uxZdXV1yXVd7dixQ7t379Y1N83QHTMX6vFFa7VqzTo9Pm+p3M7luv7u+fqXG2er7R9u0dq1a7V582bddddd6urq0tmzZ6uOm7fQf+7Kkb/oYdFeuOA2feTjV+tzH7cqJXvhM3P0ucq7/KRj1R6nXMwj9xs+ZrzQpxX98jpu08xnDte1pvj5Rv9cvs/Vuub6y4bvd5muWXCYQg9g0joXZujLxyjvZGddh77m+vJ+2ghPfdehr3oML3YNeav6GvTR8027ykzNMWLXoQ/P141er992a9YZv77/yHcKap8bQoqaCVHoZ8+erS1btmjr1q3q7e3V+g09+j83zdQ3fvi41m7eq1OnTunIkSN69tlezf7ZKv3LrY/L/vKt6lqxRr29vfJ9Xz09PZo1a1bVcfMV+pEd8IUdV8uKlmerumB//8qRz515/WWVcZhyQR4pxfHHit4vHKlJLO6G7xaY1lS7/qxCb418buw7AxR6AJNNM2foSXPDrDw5F9KSQp8nUXfffbfWrl2rjRs3yvd9TZ/1hEp/5ujDX/yBnlyzQydOnNDhw4c1ODioY8EJfeV7C/WGP/iq7p45R77va+PGjVq7dq3uvvvuquPWO3JTVXrjt8VL+/Aud1IBj94W/7w8O/HZhT6+puQ15in0le9GPLNe13y8epeeQg9gMmnmDD1pbij05FzIhNihv+eee7Rq1apKqd+wqUe/+a7L9baPtuuhhT06efKkDh48qK07D+mOn27X5256Sm/+069pw6aeSplftWqV7r///qrjjn2hj196q7oEf//K6LcXk48Tfp5phz46wmPlKOnxYm4u9LVrj66JQg9gMmnmDD1pbij05FzIhCj0p06d0vLly3XfffdpzZo12rRpk17/vi/ozf/zGl129UwtXrdXdz2xVdfN3q5bnzioq+/aqAv++xXatGmT1qxZo+nTp2vp0qU6depU1XHHvtBn7chb1fP39e7Qp348Y9d9VDv00e82sEMPYHJr5gw9IYTUmwlR6ENHjhzR/PnztX79ej30xCK95uK/17suu0EfuepBff7m5bq2Y6tu9wb0J1+6X4/NW6b169dr3rx5GhgYSDzeWBb6+ufVRwpynhn6yjFjO+fRj9W1plhpn3n9ZTU/SFv5GYDI/Sj0ACYjZugJIUXOhCr0/f39euihh7Rs2TItWbJEMx/+mX73D7+kt3z4Wr3/b2/XB744Xe/6s6laumKD+vv7tWnTJj322GPq709+zLEu9NVXlKku3jOHrxiTdCWbcPc96yo31WuqHd1JPYeMK+9E1/SR62+LzfVfps9dyVVuAEBihp4QUuxMqEI/e/ZsrVu3Ths2bFBPT4+2bNmi3t5ebe3t1UNzFmvn7t3at29fJTt37tS6des0c+bMxOPxm2JTfrg2YYY+Hgo9gMmEGXpCSJEzoQr9ggULtGzZMm3cuFFLlizRihUrtHXrVj377LOVbN26VStXrtTy5cu1efNmdXV1acGCBYnHo9BT6AEgD2boCSFFzoQq9JLkeZ46Ozu1f/9+HThwQDNmzFBvb28lM2fO1KFDh7R//351dnbK87zUY1HoGw+FHsBkwgw9IaTImXCFPm7u3Lnatm1bJVkFPo5CT6EHgDzGc4a+s7OTEEJGlQlf6E+ePKnHHntMjz/+uH7yk5/oxIkTue/7+W8vJ6MIAEwW4zlD39nZ2arTAnCOmPCF/syZM5o3b57mz5+vuXPn6syZM2N6fAAAxnOGPiz0rf6WfZ6E50YIKVYmfKFfunSpzp49qxdffFFnz57VU089NabHBwAg+v/KeMmNfyz8H+y5WugBFM+EK/RdXV1atmyZBgYG1N/fr0cffVRnz56t5OGHH9bg4KAOHz6sZcuWacWKFWO0cgDAZJVV6OM79RR6AM02oQp9d3e3du7cqdOnT2vLli3atWuXXnjhBZ0+fVqnTp3SyZMndeLECfX29qqnp0fPP/+8ent7tWrVqjE8AwDAZJNU6KP/zQ49gFaaMIX+lVdeUWdnpwYHB3Xy5Em9+OKLevHFF3Xq1Clt3bZDj85drp4tz+rYsWM6fvy4jh07poGBAfX19Wn27NljfBYAgMkkbYc+qbhT6AE024Qp9JI0MDCgrq4uDQ4O6syZM1q2cpPue2SJlq/dqidXbpa3bIOmTZ+juQtXaGBgQHv37tWiRYt0+PDhlCP2qaPNUqlUqonV1qF9fR1qs9rV3fCKG1FeU3vag3a3V68z9RObpK9DbdbIc9jq5QDAeGCGnkIPFNmEKvT9/f3q6urS/v375S1Zrdk/7daj3mo9NG+1Zv10pe599Cn9aMYCfedHj2rO/C5t2bJFCxcu1NGjR80HTyrvRSv03e2yqtZT/ty2jr6mrS62ILVbbao8fF+H2qJ/BoBzRDNm6APflW1ZsmxXfhBoaGhIvmvLsmy5ftDyMh8t9GyGAcUyIQr92bNn1dXVJdd1tWPHDu3evVvX3DRDd8xcqMcXrdWqNev0+LylcjuX6/q75+tfbpyttn+4RWvXrtXmzZt11113qaurS2fPnk1/kIxC396esAPd16G2tna1t1mRkt2t9uHdaivxWGk72ZH7DR+z9t+alH+s+jrU1tahvnrXFD/fqj93q91qV0dH2/D9Ukp6d3vNP4rd7Rn/oALABNWMGfqw0JdKJTlesQt9BZthQCFMiEI/e/ZsbdmyRVu3blVvb6/Wb+jR/7lppr7xw8e1dvNenTp1SkeOHNGzz/Zq9s9W6V9ufVz2l29V14o16u3tle/76unp0axZs9IfJPUfpchf+u52WdHybFX/49HdPvK5fR1tkbKbtJM98ljR+4W7CInF3fQPpGFNtevPKvTWyOfW/GOYJnaeAHCOaMYMfbTQh7v08ULvu87I51i2HNfX0NCQAs9RqVSS7ThybGv4v115w58f/dyhoSEFvlv5PMt2KscPjxO+oRhNoWczjP8fonlaUujzJOruu+/W2rVrtXHjRvm+r+mznlDpzxx9+Is/0JNrdujEiRM6fPiwBgcHdSw4oa98b6He8Adf1d0z58j3fW3cuFFr167V3Xffnb6wPLsM0T/XfH68zJb/YieX4Oht8c/L8Y9P7nOIHzuyxhyFfmQNfepoM/3DxI4HgHNXM2bow0Jv23alVEcLffn2kXLvOZYsy5EXBJUiHn0jUCqVZDme/CCo/tzwcVxfQeAnHmf0hZ7NsPybYcDoNb3QN+Kee+7RqlWrKqV+w6Ye/ea7LtfbPtquhxb26OTJkzp48KC27jykO366XZ+76Sm9+U+/pg2beiplftWqVbr//vvTH2RMCn31TGH83Xl3ZLfCSj1OythK4lqs6sfJ/IdGqirmxn+UateePkpTPnfKPIBzVTNn6G3Xk2uXZ+m92A59EPjyXFfOcOmvlP1whz62Y580uhPf9TeV+FGP3LAZBoy7CVHoT506peXLl+u+++7TmjVrtGnTJr3+fV/Qm//nNbrs6plavG6v7npiq66bvV23PnFQV9+1URf89yu0adMmrVmzRtOnT9fSpUt16tSp9AcZk3+Usv4Rsqq/5VjvP0qpH8/4h2ZU/yhF/xHK+EcpYWcDAM41zZyht11/pKDb8R16qzwi44U7640V+qQfaLUjIznNLfSTdTMMGDsTotCHjhw5ovnz52v9+vV66IlFes3Ff693XXaDPnLVg/r8zct1bcdW3e4N6E++dL8em7dM69ev17x58zQwMGA++Kj/Uar3W3Qjf+lzfdswPGZ8Ji/6sXrWFPuHp6+jrWZ2sPJtz6r7xZ8f/rECcO5r5gx9OArj2lbVLnx8Zz1pVKaRHfp6Mj6FfhJuhgFjbEIV+v7+fj300ENatmyZlixZopkP/0y/+4df0ls+fK3e/7e36wNfnK53/dlULV2xQf39/dq0aZMee+wx9ffn+EHcMSj01T9EU/2XuG/4h2SSf3hn5Hr46T/YE11Dwm5FrjVV3xZdU1tHR+xbmW1qb8/+wZ7o/aOh4AM41zR1hj5WyuM7644XKPA9OVZjO/Txx6m6bQx/KJbNsJTNMGAcTKhCP3v2bK1bt04bNmxQT0+PtmzZot7eXm3t7dVDcxZr5+7d2rdvXyU7d+7UunXrNHPmzFYvfYLhajUAENXcGXq/Mi/v2pHSHtu1d5xIwa+j0Ie3V10txxv7q9ywGcb/R9E8E6rQL1iwQMuWLdPGjRu1ZMkSrVixQlu3btWzzz5bydatW7Vy5UotX75cmzdvVldXlxYsWNDqpU8wFHoAiGrGDH294y+tyETqDM3H/zvROhOq0EuS53nq7OzU/v37deDAAc2YMUO9vb2VzJw5U4cOHdL+/fvV2dkpz/NavWQAwATXjBn6Vpd1Cv1oUejROhOu0MfNnTtX27Ztq4QCDwAYa82YoW91WafQAxPXhC/0J0+e1GOPPabHH39cP/nJT3TixIlWLwkAcI5pxgx9q8t63kIfPUdCSDEy4Qs9AADjLfr/yrSd+clQ6MPzBlAsFHoAAAySCn18Z36yFHpCSPFCoQcAwCCt0A8NTa4ZekJIMUOhBwDAIKvQDw1Nnhl6QkgxQ6EHAMCAGXpCSJFDoQcAwIAZekJIkUOhBwDAgBn65gRAYyj0AAAYMENPoQeKjEIPAIABM/QUeqDIKPQAABgwQ0+hB4qMQg8AgEGzZuiDwJfn2CqVSiqVSrJsW67nt7xoNxLfc+W4HoUeaAIKPQAABs2YoQ8CX65tybJdeX5QLveuLcuy5fpBywt6PQkCT45lyXIo9EAzUOgBADBoxgx94DkqlUpyvPTyHviuHNsa3r13KkU/vK/tOJXbbceV5zqyLUuWZctx/bo/N/MxfVe2ZVWOE94vfGMy8l0GV34QyB8+fqlUKn+uV712xwta8toC5wIKPQAABs2YofcNu/HRXe9yQR75/LAUj5Tn8thO+LmeY8myHHlBnZ8blvbhop50W/k4w99dCG+L7dCPlP/yn5PWQ6EHGkehBwDAoBkz9NGSm/R58cJfVbbDXffYLny4C55U/vN8bs1jRj43+vg1JT2l0FuWLdvx5Ke8aQHQGAo9AAAGzZihN+3Q15TrSGkez0Ifjs5EY7t+XYV+aGhIXuxYtlP+DgGFHhg9Cj0AAAZFmKEvwg591QhQnYW+/CbEL1/9ZnjGPn6uABpDoQcAwKAZM/RpV7mJj7hkzdCPdaGPl/as2zJHbmKP6buR0R1m6IFRo9ADAGDQzOvQuxnXoTde5WaMC314e+LVaTIKfXic8n3KH/Pjx0l4fACNodADAGDQjBn6vJ9/LgdAYyj0AAAYNGOGvtVluggB0BgKPQAABs2YoW91mS5CADSGQg8AgMF4z9ATQshoQqEHAMBgPGfoAWC0KPQAABiM5ww9IYSMNhR6AAAMxnOGnhBCRhsKPQAABuM5Q08IIaMNhR4AAIPxnKEnhJDRhkIPAIBBEWbow9/Matmu/OHfxponvufKcb3yMWK/FXYsEj1+7nOJ/bba8X7s+G+1bXa8ym/NLf8G3kaeszH5Gkr5rb/Neuyx/tojI6HQAwBgUIQZej9WCnOVqMCTY1mynPEpj40efywKfT2P3cpCX1nn8Bux8X5NTOuwXV9B4Mu1LVmWI6+ON4ejenwK/biGQg8AgEGrZ+grBcxxEstg4Lty7MjOa6S0lUql8sdtV5tjparqfrZTeaNQKcCOI8e2KsdMWlP0+H4QpB4zqdzZzsiOcbRsm46R9ti+G9uBHj5mvNB7jlX1xmg0z0OYpMeOr/Oii67U/67jORt5M2CXvztjOfJiz0XaOdc854bv8KQ+d5HXKlyj7bjyhj8/7XPjr2u80I/mnOu577zNyccbzeMXMRR6AAAMWj1DHy2k5TI6srMa3fH1g0B+pDjFd4ODlNvKZdiulNzq8pe+m1tz/IxjJhX6kSJuj6wrcq5BUHu+qY/tu7IjjxW9X/SY0ceKP7fxx8v9PGQ9tmGHPvPxw89N2UnPety0r6GwwEZLaub6U16r8DXO87mOF1R/7Y36nPPfN/NjSV/7hscvaij0AAAYNGOGflFPf1Wit1UVjvhOZ8YoQ1ahj5ftqqKUuKNtLtVZx0wq9JXd21jhrjpGyvklja4EgS/PdeXY1eNJ0TJb3kH2Ep/bmjc9OZ+HzMc2FPrMx88xnpP2uEmfGxbspN381PXHX6vY65H0tZn0umZ+7dVxzvXeN+ljmV/7GY8f/ztapFDoAQAwaMYMfbzER4uWa2cXwjEp9JHPHbNCn1KOat6URHdMI6Uzmpo3BSk73ZbtyPX8qrGaeKGPnkvW4+V+HrIeO0ehT318Q7nNety0rzPfqx7Pqv6OTML6Gyj0Sa9r/Guv0XOu9765Cn10nS36GYfRhkIPAIBBM2boUwt9rIzGS+m5vkOfFtNjp47OxB476/HyPg+Zj13nDn3WOSaV27THzX7ufHmOnfq1kDRGM5479KM5Z9N9x3KHvsih0AMAYNCMGfq0Qp+0A181mxybB84qJ0njJFkz9PUW+qxjVt0vYdY67bFTj5HxnYrAD+egzeeT9Xj1FPrUx65jhr7m8XPuVic9bvrn1j5O5vobKPSJr2vGKFM951zvfRM/lvW1T6EHAODc1KwZ+prykvKDmNFCEv7ZsdNnxMMd/Xn1XuUmx+x49PhhQR71VW5yXi+96tyOb65cUcaybDlO8g/aJp1f2uPlf2Pjpz92rNAnPmdpj28qtxmPm/S54a78yOP45vU3skOfcFWgpJ/9aOSc671v6tiX6So3FHoAAM4trZyhJ2SiZKx+YRipPxR6AAAMWjlDT8hECYW+daHQAwBg0MoZekIIMYVCDwCAQatm6AkhJE8o9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYNGuGnhBCGgmFHgAAg2bM0BNCSKOh0AMAYNCMGXpCCGk0FHoAAAyaMUNPCCGNhkIPAIBBM2boCSGk0VDoAQAwYIaeEFLkUOgBADBghp4QUuRQ6AEAMGCGnhBS5FDoAQAwYIaeEFLkUOgBADBghp4QUuRQ6AEAMGCGnhBS5FDoAQAwYIaeEFLkUOgBADBo5Qx9EPhybUulUqkmlu1q8+Y7ZVuWbNdvaoHwHEuW5cgLgth6PTlW9Xoty5bT5PWlxfdcOa5XXqvnqFQqyfGClq6JkNGGQg8AgEFRZuiTCmjgu4Us9JYzXJoDf/hzbbl+a4tzfG2EnCuh0AMAYFCUGfrMQm87si2raje8UmBte/g2R54fKPBdOcO7/pbtVBVt3y0fJ2ln3Xftyn2cnIW+ao2uX/eawnO2nZF1Rd+8pN4v9jgXXXSl/vcnrOrvbsSez7qeF3b1SYFCoQcAwKAZM/SdnZ01iX9OVqG3bFf+8HhOWLQrpTZSvKvLtV+1016+bWQnvfa2WCkfTaGPrilyHz8I5Lt2ZUc/POfy+QWVNxWOF19T7FwMjxN/Ps3PiyV7+H5J351Iev0IaVYo9AAAGDRjhr6zs7Pmcesp9OGudWKpjZTraFlOOmYQ+PJcV45tV3ajXT+ouV+jIze51hQt1+EOffhdh8htWeeS+MYio9BnHit802TZsh1PfsLoENBKFHoAAAyaMUMfFvqszxmrQp/0A7a260d2+x25XnURjxfe8p/r+KFYLzYGlFXoI59T+4YjspufdS4NFPq0Yw0NDcmL3W475e8Y1Ps6EzIeodADAGDQjBn6Zhb6tB9QzdqFb3SHvuYcxnGH3vQ49ezQJ6/dL18lZ3jOnjl6UpRQ6AEAMGjWDH38+PGMRaGPf360yFbPp4cz6MOjMqOYoTfdXvnOQM4Z+qQ1xc+l3kKfeazYmwrf5XKXpFih0AMAYNDMGfqszxmLQh8eJ+mKLdFr3luWLcexqx6v0avc5Lk9z1VuHLv6Kj7Z55L8OJVzsBzNi4/zpBxraGhIfvy2glxXn5ChIQo9AABGRZmhn4yJ744TQmpDoQcAwKAoM/STMRR6Qsyh0AMAYFCUGXpCCEkKhR4AAIOizNATQkhSKPQAABgwQ08IKXIo9AAAGDBDTyZjwq9lUvxQ6AEAMGCGnkzG0BEnDgo9AAAGzNCTyRg64sRBoQcAwIAZejIZQ0ecOCj0AAAYMENPJmPoiBMHhR4AAANm6MlkDB1x4qDQAwBg0IoZ+sB3ZVuWLNuVHwQaGhqS79qyLFuuH4xZaWvVb2L1XFulUqnqfILAl2tbKpVKNbFsV5s33ynbspq/VseSZTnygvqe9yDw5FiWHG/sXq/Rvtb1nEdiR+zrUJvVru6qD3ar3Sq/blZbh/rG7W8i0lDoAQAwaMUMfVjoS6VSpRCeK4U+LLrRNytp64qW4fA5mSiFvvx61X+/8X7e8z5/NR2xu334TVi00Pepo81S+/AH+jraZLVX132MPwo9AAAGrZihjxb6sPhGC328iEdLZ+U2x5EzvONtO6481ynv+lu2nOH7RT83fLxo4Qt8t3IMy3Yiu+lhKbeHj+nIi73RSLpvfBc+rfBmFno74TxS1pO2/nLhHjnn6LHCMh7ex4kV+pr7JezAV9bjeNXPc8LrZTpmva9B1rGSvk7SvoMQ/brvbrdkWW3q6I7v0HerPfrnxB18jDcKPQAABq2YoR8pr3aldNVb6KNvBEqlkizHkx8EuT7X8YKqHfEg8KvvF5bJtEIeKbQ1b0ZGuUNfvl/5jUHWejLX77uyI9/tqL0tvF/1cSu3DRf1tN378PPC9We+XhnHrPc1MK2vPHZT/TWUp9BXxAt7X4faqsZsutVutamjr/auGD8UegAADFo5Q2+7Xrm42q68enfoY7vwSaM7NZ8bKZDxEZ/oceI70PHU3DepJI9y5Cax3EbWk7X+8psOX57ryrGr5/nj90sq2JZly3Y8+SnjTzWPlaPQJx2z3tfAtD5Tia+70He3x+bmKfStQKEHAMCglTP0tuuPlEF7/Ar9SMmN7KwP79bHU1XK8xb6yOc3s9Cnrr+y2+/I9cKd7+RCH5+F92LHtZ3a84h+p8NU6LOO2chrkLW+en5mgh36iYNCDwCAQStn6MNRi3DuvJU79FWFewLu0GetL3qsrNtGzt+X743Mtsd3vOvZoc86ZqOvQdr6xnyHnhn6QqDQAwBg0NIZ+lgprxTxrDnvBgp94g/extaQOAefUugrO+DjMEOft9Bnrb/6ZwXC56/+59Z3kwtyzevX4DHrfQ1M6xvzGfrhq9y0DW/Jc5Wb1qDQAwBg0NoZ+vAqLuEPgUZ3jpOvxNLQDn3aVW685CummAp9eA7ZV2cZ30Kfvf7q73o4jl3zHKVe5SZ+zITxlaT1pL1epmPW+xpkHavRq9xUcB36QqLQAwBg0IoZejLx47t25puWZid8E9PwdehRWBR6AAAMWjFDTyZ+zsnfFItCotADAGDQihl6QlodOuLEQaEHAMCgFTP0hLQ64ddx+DVNihsKPQAABszQk8kaTAwUegAADJihJ4QUORR6AAAMmKEnhBQ5FH8b4SsAABkMSURBVHoAAAyYoSeEFDkUegAADJihJ4QUORR6AAAMmKEnhBQ5FHoAAAyYoSfEnFZfunEyh0IPAIABM/SEmEOnbB0KPQAABszQE2IOnbJ1KPQAABgwQ0+IOXTK1qHQAwBgwAw9IebQKVuHQg8AgAEz9ISYQ6dsHQo9AAAGrZihD3xXtmWpVCpVYlm2HNdvWWEL12RH1uC7tizLlusH+Y8TeHLG8NwCz1GpVJLj5V/D0NCQPMeSZTnygtr7hWt0vKDh4xc1Wecdf17zfF6YxE7Z16E2q13dVR/sVvvw62+1dahvPP/yThIUegAADFoxQ59Unj2n/vI8lhnrQm853vCf/eGS2dxzyyq25fPKX2YnUnIX+uHXyc75RqumU3a3D79Zixb6PnW0WWof/kBfR5us9uq6j/pR6AEAMGjFDH1SeY7vFPuuU9nFj+5wh59nO44c2xr+b1fe8OenfW54rLQCZyr0eY8VL/RJxw58t7J2y3YqRb9yX9sePhdH8x6ofl7S7huuN/y4k1Jsa95wRJ73yjqHn9us7yzUvD6RHf6sNVbdFjt+6vNiWFfWeWetM1r+Td+piP496W63ZFlt6uiO79B3qz3658QdfNSLQg8AgEErZuiTd+hHdrHLt4/saCcVL8t25QfBSJlzPPlBkOtzk0pb3kJvOpap0Ff9d2X3fni94X0jhbSqcEeOHa6h+jkLj1t7nPhaKm8QEgp9+Rx9uXb2Mezhc6w6hzznF66/znNLWlfWeWetMzz3+Oubp9BXxAt7X4faqsZsutVutamjr/auyI9CDwCAQWFm6G1brhfZrQ18ea4rx7Yru6tVO+WxXfiRnf2EXfXIzni8tNe9Q284lmnkJj7Gk1bYK8eL3F5z38ga4reljZ7En6/EHfrhc0o9RliwLVu248mPfZcg9fwySnPWuWWtK+u8s9aZ9FxkJVeh726Pzc1T6McChR4AAINWz9An7kpXdmQduV51IW6k0FfKa0JhrrfQm46V+kOxw29Wwp39eKqei7yFPrqrHbstbU4+/p2FRgr90NCQvNh52E71dy6Szi/rOyRZ51ZPoY+fd9o6o+eeZ46eHfrWodADAGBQhBn6yjjLcJHN3HUdox368LZwjGbz8dofkoyWw0Z36E3F1XTfIu7Qj6zXl++NzL0nrTHrsTML/Rjs0Get07Sehgo9M/TjgkIPAIBBEWbog8pc9MhYykjJDHfwG9+hj869p5fpyGy2H4z8efi+eY9lKvTxc69ar6HQV75zMQYz9EnPX+6Rm9hr4Lvpx0g7Pz8+/57z3Gre4GXN0GesMzyPMZ2hH77KTdvwljxXuRkbFHoAAAxaOUOfdJUby/EqZboyruJECn4jO/Q5rtpSXpdX2cUNr5rixWbBTccyFfrwWElXXjEV+vC5G/er3OTYoffj5xB7LfNcAaf8fHqJtyVe5SZlXZlXuclYZ6NXuangOvRNQaEHAMCgFTP0zUo9M9LNPFar47t25TsNrV5LqxK+aWz4OvRoGgo9AAAGrZihb1ppo9CnlNmR3xTb6rW07DkYi98Ui6ag0AMAYNCKGXpCJlrolK1DoQcAwKAVM/SETLSEX/fh3wHSvFDoAQAwOJdn6AkZy6A1KPQAABicyzP0hJCJHwo9AAAGzNATQoocCj0AAAbM0BNCihwKPQAABszQE0KKHAo9AAAGzNATQoocCj0AAAbM0JOJmEU9/WSShEIPAIABM/RkImZRT3+r/sqgySj0AAAYMENPJmIo9JMHhR4AAANm6MlEDIV+8qDQAwBgwAw9mYih0E8eFHoAAAyYoScTMRT6yYNCDwCAATP0xU/4vNeTVq95vEOhnzwo9AAAGDBDX/xMnTZdg8+fyR0KPc4lFHoAAAxaMUMfBJ4cy5LleC0pg0Hgy3NslUollUolWbYt1/PH9TF9z5XjNna+U6dN16mzL+VO0msUeE7lfMM4XtDyYt5oKPSTB4UeAACDVszQt7LQB4Ev17Zk2a48PyiXe9eWZdly/fEpuKM93zx9plQqVb2mNWsYLvQTucRHQ6GfPCj0AAAYtGKG3lRwA9+VY1vDu+dOVdFOuy0srLbjyLbKt9tu7a57nmJrfIzh43qOJcty5AWBAt+VbVmyHUeObcmybDmuX3kDMfLdAFeb6yzX5R36X6QmPHb453oLfer5hq+Tbcu2hs/VDxI/P/pGyQ+Cmte43seg0CNEoQcAwKAVM/RZhT56mx8E8iO755m3DRfWsFD6rp1YYH3Dbnyex8gq9OXHHy634W3xcttAoR98/qwGnz9bKe9pfx58/mxdhT7X8z18HmExty1L9vCblehzkPR8OF6QeZ+kx8gTCv3kQaEHAMCgaDP08cIdLYNZt8XLdvS26PGjZTJprfU8RuIOfdJtYzBys3fwlPYOnqoU+Ph/R5Nnhj76xif1fBPWXfP5kTcK0f8uf175/DPv0+BzQ6GfPCj0AAAYFG2Gvqb8RXeQM26L70CnPYZphz7PY7Si0G8/fELbD5+o+cHW8OPR1LNDn3m+KYU+vobwOYl+vueM3C/vfSj0SEKhBwDAoGgz9OO9Q28adynqDv2W/c9ry/7nqwpx+LF4RlXo69yhj6d83rZs26o8VtZ9KPQwodADAGBQuBn6cBY9aaY767aEGfqkEpl2lZvKCEiOx68quw0U+kZm6DftDbRpb1Ap8+Gfk1LXDH3W+Sa8TvHzTBunSZu7j9+HQg8TCj0AAAatnKFPGsEIC+BornITvcpM0nqCwJebcR36rMcPr19v2Y6cnDv0YYkNi+68Bgr92p3P5c6YX+UmVrYDb+RKQpZlVx2z3vtQ6GFCoQcAwKAVM/Tjkfg4zLmUqdOma8W2o7nDb4rFuYRCDwCAQStm6Mcj53qhrzetXvN4h0I/eVDoAQAwaMUMPSGjDYV+8qDQAwBg0IoZekJGGwr95EGhBwDA4FyZoSeTKxT6yYNCDwCAwbkyQ08mVyj0kweFHgAAA2boyUTMop5+MklCoQcAwIAZekJIkUOhBwDAgBl6QkiRQ6EHAMCAGXpCSJFDoQcAwIAZekJIkUOhBwDAgBl6QkiRQ6EHAMCAGXpCSJFDoQcAwIAZekJIkUOhBwDAgBl6QkiRQ6EHAMCAGXpCSJFDoQcAwIAZekJIkUOhBwDAgBl6QkiRQ6EHAMCgCDP04XHrSatLBiGkOaHQAwBgUIQZ+qnTpmvw+TO5Q6EnZPKEQg8AgEERZuinTpuuU2dfyp2kNQS+K9uyVCqVKrFsR54fGNcXeI5KpZIcz/y5mccJfLl29RpG1uJq8+Y7ZVuWbNdvaiHyHEuW5cgLRnd+o4nvuXJcb0yf7/FcVyvX2OjrVYTXeTxCoQcAwKAIM/T1/v86q9CHZTks13kKzniUt6RjxtfYrLS66AWBJ8eyZDleSx6/kXVR6IsTCj0AAAZFmaE/dfYXuZOn0CeVssB35QzvoFu2I3d49z7+eb7rVHb7LcuW4/ojbxBsV34QVMpgWjnPLPR2+fjhsYeGIuXStodvK393IW3Naescuc2u3MfJKHpVxx+H9cS/a2HZrjbnfV3C58tx5NhWzTnGn+vwtYgW27RjmNaVVuhNa8p6frKfu/TXq9H7nSuh0AMAYFCcGfqzuZO70Ec+VvXfgV9d+qJFzndlW3alNEU/z3ftxPvUW+jLbwqqv4NQKdCxIpe65ox1Vt+v9riV9UR2qP0gkB99HsZyPbGd8CDpccI1uLas4eNkPV/1FvrM5zxpXYZCn3g84/OT57bq573R+7W6hFPoAQBooqLM0O8dPJU7uQt9tCxGiqKpvAWBL8915dh2Zbc5WjAdr7rc11voE4tnwvhH1pqz1hm/X9ooRtabkrFcT1ZxrjlmypuwPOeRuUOf4zmvp9AnHS/r+anntkaPycgNAACTVFFm6LcfPpE7jezQh6MJ8diun7BDb5VHG7xwRzQspsM7so5X/njGTPhYFfrUNWesM1700t58hMevp9A3sp66Cn3kcydioU97fky3pb1ejd6v1SWcQg8AQBMVZYZ+y/7nc6feQp9UHNPKt2nXM7zdtrN/uHU8dujjZTzvru547dDnXc9k3aHPen4afS3z3q/VJXwsQ6EHAMCgKDP0m/YGuZP3KjdZxa5qVjtWMEd268O55NqRh7SSlVWW6y30WWvOWmejM/SJ9xuL9WQV53BnP2OG3ljoc86gj3ehz/way3mbaf1579fqEk6hBwCgiYoyQ79253O50+h16AMvdhUWr7qkl39Ic+TqJ5Zly3Gqx1JGrv5SvtrNeBb6zDUb1tnIVW5KpZLssNyO13osR/PqvcqNodCXb0s+X9Mx0tbVSKHPen5Mt2Ve5abB+50rodADAGBQlBn6FduO5k4rf1NsUa+pTsi5Ggo9AAAGRZmhrzetKBbR3dBzbReUkKKGQg8AgEERZugJISQtFHoAAAyKMENPCCFpodADAGBQhBl6QghJC4UeAACDIszQE0JIWij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYFGGGPjxuPWl1ySCENCcUegAADIowQz912nQNPn8mdyj0hEyeUOgBADAowgz91GnTdersS7mTtYbAc2RblkqlkizLluMFxvUFvivbsmS7/qiKh+dYsixHXpD9mIHnqFQq5VobIZM9FHoAAAyKMEOf5//XpVKpas1JxwkCT85wMQ8CX66ds2BT6AkpbCj0AAAYFGWG/tTZX6SmVCqpVCpV/pxa6IeLuWW78hNKdeC7cuzI7v1wga8Ueru8ux+9reZ+tiPXHzm279qVjzuRQh+W9vBNgpdwW1jo044fvkGxbHt4XY48nzcBZHKFQg8AgEFxZujPavD5s5XynvbnwefPGgt9WIyj5bdSjh1PfhDIj5Tq6jcC1Tv70d37IPCri3nVbcPHr7PQZx4/dsxWFytCWhEKPQAABkWZod87eEp7B09VCnz8v6PJWkO4Y16zC58x5hIfuYmWat+1ZVn2yK555Djx25JKu6nQZx0/+iak1aWKkFaFQg8AgEFRZui3Hz6h7YdPVMp4mPDj0ZjW4HvVozWuH1SKfiOFPr6msKjHy3j5z/UX+rTjU+gJodADAGBUlBn6Lfuf15b9z1eV2vBj8eRZQ3l8ZaTEj9UOfTTjsUNffQ4UekIo9AAAGBRlhn7T3kCb9gaVMh/+OSlpaxjZhfcrfw7LcnyGvmp2PaPQx2+rOmbWDH2O+fr4DH3WmltdqghpVSj0AAAYFGWGfu3O53In/bKVI7vyI9ehT75aTalUkj1clLMK/dBQ9rXt065yUz5O9hVwKle5STk+hZ4QCj0AAEZFmaFfse1o7vCbYgmZPKHQAwBgUJQZ+nrT6pJBCGlOKPQAABgUYYaeEELSQqEHAMCgCDP0hBCSFgo9AAAGRZihJ4SQtFDoAQAwKMIMPSGEpIVCDwCAATP0hJAih0IPAIABM/SEkCKHQg8AgAEz9ISQIodCDwCAQbNm6AkhpJFQ6AEAMGjGDD0ANIpCDwCAQTNm6AkhpNFQ6AEAMGjGDD0hhDQaCj0AAAbNmKEnhJBGQ6EHAMCgGTP0hBDSaCj0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgwQ08IKXIo9AAAGDBDTwgpcij0AAAYMENPCClyKPQAABgUZYY+8BzZlqVSqSTLsuV4gfk+vivbsmS7/qge23MsWZYjL8h+zMBzVCqVcq3NuPbAl+fYKpVK5XO2bbne6M5jaGhInmtXnsM7Hxi79dYT33PluN6YP2dkcoZCDwCAQRFm6IPAkzNczIPAl2vnLNgTtNBXztF25flBudy7tizLlus3fuzwebRsV77hXMYrlTU4Xksen5x7odADAGBQhBn6sJinFdHAd+XYkd374QJfKfR2eXc/elvN/Wynqiz74U627ciJFPqwtIdvEryE28JCn3b8kWJtD6/LkRd57DxvDFKPHZ6z48ixR845fJNQ2fG3HM2LPU70nG075zmnnIvvxr6jkrQG29XmvM9Zynm1ukyS1odCDwCAQTNm6Ds7O2sSvT0sc2HJqyq/kR1fPwjkRwpi9RuB6p396O59ebwl7bbh49dZ6DOPHztm/PnwDbvxNecc+fzMc47t0Kevt45zTjiX8rFG1p/4+U7tyE2j55X1dUTO/VDoAQAwaMYMfWdnZ83jJpXckd3lyC58xm52fOQmWizjpTl6nPhtSaXdVOizjm8aOzGN+NQcO1rGM845q9A3fM4p51IeE3Ll2CMz+66fXegbPa/oG0xMPhR6AAAMmjFDHxZ60+f5XvVojesHlaLfSKEP3yBEY7t+TbEs/7n+Qp92fFOhN+3Q1xTfyPHGqtDnPueEcxnZTXfkeuF3Jxoo9DnPq96vN3JuhUIPAIBBM2bo8xb6oaHqq784Xu3cetXn1rFDH8147NBXn0N2oTfN0Bd9hz7zWOO4Q08mZyj0AAAYNGuGPun4YUZ24f3Kn5N2fP34/HtWuY3dljSvnThPnmPWPD6TnrXmpPNNu8pNzc8GZMya11voGz7nlEI/ctzw88079I2eV6sLJWltKPQAABg0c4Y+7faaa7JbdqXcDw1VXxmlVCrJDsuioQRmXds+7So35eNkXwGncsWWlOPnuXRjEPhyM65Db7waTJ2FvuFzThq5iVzNxrJsOY6d/DgJV9pp5LxaXShJa0OhBwDAoEgz9GT8Eh2rKb+ZaO316gnJGwo9AAAGRZuhJ+OX6t9M66T+UC4hRQqFHgAAgyLM0BNCSFoo9AAAGBRhhp4QQtJCoQcAwIAZekJIkUOhBwDAgBl60kjCrwVCxjsUegAADKL/r4yXtvjHwv/B1lv+KPTnXuhYaBYKPQAABlmFPixu0f+m0JPwawFoBgo9AAAGSYU++t/xEkehJ+HXAtAMFHoAAAzSduiTijuFnkS/FoBmoNADAGDADD1pJHQsNAuFHgAAg1bM0Ae+K9uyKr+1NPzNpd44/eZS33PluF75sT1HpVJJjjd2jxUEnhzLGtNjjkc8x5JlOfKC7HUGnmP8vOqO1aeOtvLraVlt6uiLfoV1q334tbbaOlR1E5ADhR4AAINWzNCHhd52/eFC7Mu185XNRsu25XjjVpR91x6Xtbes0A8/Z+HrYyr03e2W2rsrf4gU93LRD2/r62iTVflEIB8KPQAABq2YoY8X+qGh6p3z8L/D26NFtFLQbVu2NfxxP5DvOpVdf8uy5bh+5Y3CyHcBXG2O7dAHvitn+HMs25HrB9VrdBw5tlU5Zp43DDVriezcpz1ezW2xx2t0nb5rV+7jxAp91jpN5X/k66Zb7Va7kmt67La+DrWlfi6QjEIPAIBBK2boEwt95GO5Cn2kbJbva1dKbuLnO7UjN9Hb/CAY3mkvHydcj2W78jO+gxB+XvQNQrlge7VriZ5j4Keu0w8C+WOwzurHq37estYZPk9W5DlNLfR9HWpr61BHe8LIzfBtfZWvsG6114zkANko9AAAGLRyhr6q0EdKa65CHxuhCQJfnuvKse3KjrPrZxf6aDGueVMRW2PajnV8Jr9SsC1btuPJjxTimsdL+K5E0hx+o+uM3y/pzUXSOpPOK7PQW5GRm2iJrxq/kSj0aASFHgAAgyLM0De0Qx8p9CO71I5cL9z5bqDQR99U5Cz04UhL1bjK8MfC2I5b2VmPfrxyu+snHie10OdcZ/x+8Vn/tHVGn6e0Ofr4Dn1f5asoUtrZoccYoNADAGBQmBn6yOhKvYU+cye6yTv00e8Y+N7I3HvS4+XdER+PHfqsdda1Q69utaeWdmboMXoUegAADIowQ18zT541+51S6CujK374+eYd+srOfsZsurHQx88l9mbEd2sfb+Q2O3Gdfvw5aHCdmc9jxjrD88g1Q6/YVW6qduXLV7lpG96S5yo3aASFHgAAg6Jeh95zkq/OkjhyE7majWXZcpzq8ZXKlV4sR/PqvcqNqdAnvcHwaq+4E92Jz3MFnPIIjJd4Wz3rzLzKTcY681/lRqq61nzNDjzXocfoUOgBADBoxQz9uRbftYevMlPs69DnTfgGKe916IHxRKEHAMCgFTP051omym+KzX0+df+mWGD8UOgBADBoxQw9mfihY6FZKPQAABi0YoaeTPyEXwfh1wQh4xUKPQAABtH/V4ZlLfrf8RI3dRqFnpQDNAOFHgAAg6RCPzTEDD0hpBih0AMAYJBW6IeGmKEnhLQ+FHoAAAyyCv3QEDP0hJDWhkIPAIABM/SEkCKHQg8AgAEz9ISQIodCDwCAATP0pOhp9WUTSWtDoQcAwCD6/8q0MhUvVvUWMgo9GU3oc5MbhR4AAIOkQh/973ixotCTZoc+N7lR6AEAMEjboU8q7hR60orQ5yY3Cj0AAAZZIzfxj1HoSStCn5vcKPQAABgwQ0+KHvrc5Pb/Az6P07M94kfZAAAAAElFTkSuQmCC" width="640" /><br />
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<div style="text-align: justify;">
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Now suppose we have requirement where thread group 2 is dependent of thread group then in this case we can go to Test Plan and the select option "Run Thread Groups Consecutively".<br />
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<img alt="" height="322" 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" 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In Case we have requirement where we need to execute Specific actions before and after a thread group then we can use Set Up and Tear Down Thread Group.</div>
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-58673441399417919132020-01-27T02:47:00.003-08:002020-02-25T21:50:30.446-08:00Jmeter Basics - Thread group, Assertions, Controllers and More<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>Video Tutorial -</b><br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/IP5ofMO2-tk/0.jpg" src="https://www.youtube.com/embed/IP5ofMO2-tk?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<b> </b><br />
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<b>Test Plan</b> - It is the root for any jmeter script.</div>
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<b>Thread Groups</b> - Thread group is first element
that is added to a test plan.It is used for creating number of threads/virtual
users. </div>
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<b>Samplers </b>- Samplers are added to thread group to
send different type of requests to server. There are various types of samples
let us look into most commonly used sampler that is HTTP Request. In the below
screenshot you can see how we can configure the sampler we can specify the
server , protocal , port and method along with body in case we want to push
some data to sever.</div>
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<img alt="" height="196" 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" width="640" /></div>
<div style="text-align: justify;">
<b>Timers </b>- Timers are used to impose intentional
delay in our tests so that we can write more realistic.test scenarios.
Screenshot given below shows different type of times. Once the timer is added
it ads the delay before the sampler execution.<br />
<br />
<img alt="" height="544" 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" width="640" /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Assertions </b>- As name suggest we want to be
assured of something. When we send request to server we want to make sure we
got expected results in form of response. In this case we can use jmeter
assertions as shown in below diagram.</div>
<div style="text-align: justify;">
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<img alt="" height="510" 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" width="640" /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Pre-post processors</b> - Pre processors are used to
specify actions before execution of sampler and post processor are used to
specify actions after .Pre processors can be used for data generation or adding
some timeout values and post processors can be used to extract specific value
after sampler execution.</div>
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<img alt="" height="495" 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" width="640" /></div>
<div style="text-align: justify;">
<b>Listerns </b>- These are jmeter components used
to display test results. Listeners collect data from test samplers as well as
analyze data from the response. There are various types of listeners as shown
below, but all the listeners captures same data , but the way of presentation
is different.<br />
<br />
<img alt="" height="640" 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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com0tag:blogger.com,1999:blog-8546566830340781037.post-80241585518361678252019-04-16T04:03:00.001-07:002020-04-17T03:14:20.698-07:00JMeter Installation and JMeter Plugin Manager Installation for Windows<div dir="ltr" style="text-align: left;" trbidi="on">
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This tutorial series is to learn jmeter from basics to advance level.
In this post we will see how we can install jmeter and about basics
overview of jmeter elements to write your first jmeter script.<br />
<br />
<h3>
<span style="font-size: small;">Video Tutorial </span></h3>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/5MeEgx8l71A/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/5MeEgx8l71A?feature=player_embedded" width="320"></iframe></div>
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<span style="font-size: small;"> </span></h3>
<h3>
What is Jmeter ?</h3>
1. It is java based application.<br />
2. It is synchronous thread based execution engine.<br />
3. It is highly useful for load testing and also can be used for API functional testing.<br />
4. Fully open source project. <br />
<h3>
Jmeter Installation - </h3>
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1.
Firstly, before installing jmeter we need to have java 8 installed in
our system to do so click on link below and download and install java 8.</div>
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<a href="https://www.oracle.com/technetwork/java/javase/downloads/jdk8-downloads-2133151.html">Download Here</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmFCAk2je38F-YwJDjlJJt3_IwOBdmjusU77MdawbpOFaAXOghobjSpk7VVxEO9__F7ji6n5FeJwNYmNlgI0MGtI1au85gz9coTuw8w4z8KupfT6BWydfR3WbvQlEEtUSTlTiF9qc2Km4/s1600/Screenshot+%2528239%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="608" data-original-width="880" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmFCAk2je38F-YwJDjlJJt3_IwOBdmjusU77MdawbpOFaAXOghobjSpk7VVxEO9__F7ji6n5FeJwNYmNlgI0MGtI1au85gz9coTuw8w4z8KupfT6BWydfR3WbvQlEEtUSTlTiF9qc2Km4/s400/Screenshot+%2528239%2529.png" width="400" /></a></div>
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2. Verify Java is installed - Go to Command prompt and run <i>java -version .</i></div>
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<br /></div>
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<img alt="How to install Jmeter in easy steps" src="https://www.guru99.com/images/Administrator.png" title="How to install Jmeter in easy steps" /> </div>
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<i>3. </i>Download jmeter from <a href="https://jmeter.apache.org/download_jmeter.cgi">https://jmeter.apache.org/download_jmeter.cgi .</a></div>
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4. Installation of JMeter is extremely easy and simple. You simply unzip the zip/tar file into the directory where you want JMeter to be installed. There is no tedious installation screen to deal with! Simply unzip and you are done!<br />
Once the unzipping is done installation directory structure should look like below -</div>
<ul>
<li>/<b>bin</b>: Contains JMeter script file for starting JMeter</li>
<li>/<b>docs</b>: JMeter documentation files</li>
<li><b>/extras</b>: ant related extra files</li>
<li>/<b>lib</b>/: Contains the required Java library for JMeter</li>
<li><b>/lib/ext</b>: contains the core jar files for JMeter and the protocols</li>
<li><b>/lib/junit</b>:<a href="https://www.guru99.com/junit-tutorial.html"> Junit </a>library used for JMeter</li>
</ul>
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5. Run <i>jmeter.bat</i> file in <i>bin </i>folder.</div>
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<img alt="How to install Jmeter in easy steps" src="https://www.guru99.com/images/startjmeter.gif" title="How to install Jmeter in easy steps" /></div>
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That is it! we have installed jmeter . You can right click on jmeter.bat and create a desktop shortcut for yourself.<br />
<br />
<b>JMeter Plugin Manager Installation -</b><br />
<br />
For this download the jar file from <a href="https://jmeter-plugins.org/install/Install/">THIS LINK</a> and put inside lib/ext and restart JMeter. You will be able to view JMeter Plugin Manager icon as per below screenshot.<br />
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<img alt="" height="248" 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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com7tag:blogger.com,1999:blog-8546566830340781037.post-3550652492204008812019-02-01T01:36:00.002-08:002020-01-22T21:15:26.658-08:00Performance Testing Basics<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>What is Performance Testing?</b></h3>
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Performance testing is a non-functional testing technique performed to determine the system parameters in terms of responsiveness and stability under various workload. Performance testing measures the quality attributes of the system, such as scalability, reliability and resource usage.</div>
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The focus of Performance Testing is to check -</div>
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<li> Speed - Application's response time.</li>
<li> Scalability - Maximum user load the software application can handle.</li>
<li> Stability - Determines if the application is stable under varying loads.</li>
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Why Do Performance Testing?</h3>
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Performance Testing is done to provide with test report about the application regarding speed, stability, and scalability.Lack of Performance Testing, software is likely to suffer from issues such as: running slow while several users use it simultaneously, inconsistencies across different operating systems and poor usability.Applications released to market with poor performance metrics due to nonexistent or poor performance testing are likely to gain a bad reputation and fail to meet expected sales goals.</div>
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According to Dunn & Bradstreet, 59% of Fortune 500 companies experience an estimated 1.6 hours of downtime every week. Considering the average Fortune 500 company with a minimum of 10,000 employees is paying $56 per hour, the labor part of downtime costs for such an organization would be $896,000 weekly, translating into more than $46 million per year.</div>
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Only a 5-minute downtime of Google.com (19-Aug-13) is estimated to cost the search giant as much as $545,000.</div>
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It's estimated that companies lost sales worth $1100 per second due to a recent Amazon Web Service Outage.</div>
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Hence, performance testing is highly important before software release. </div>
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Types of Performance Testing </h3>
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<li><b>Load testing</b> - checks the application's ability to perform under anticipated user loads. The objective is to identify performance bottlenecks before the software application goes live.</li>
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<li><b>Scalability testing</b> - The objective of scalability testing is to determine the software application's effectiveness in "scaling up" to support an increase in user load. It helps plan capacity addition to your software system.</li>
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<li><b>Stress testing</b> - involves testing an application under extreme workloads to see how it handles high traffic or data processing. The objective is to identify the breaking point of an application.</li>
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<li> <b>Endurance testing</b> - is done to make sure the software can handle the expected load over a long period of time.</li>
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<li><b>Volume testing </b>- Under Volume Testing large no. of. Data is populated in a database and the overall software system's behavior is monitored. The objective is to check software application's performance under varying database volumes.</li>
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<li><b>Spike testing</b> - tests the software's reaction to sudden large spikes in the load generated by users. </li>
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Performance Testing Covers -</h3>
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<li>Simulate real time business use cases for web applications.</li>
<li>Test the app under expected concurrency.</li>
<li>validating the app/servers readiness ahead of peak events.</li>
<li>Test the app before/after version release to ensure stability. </li>
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QA Automatedhttp://www.blogger.com/profile/14074466412138265932noreply@blogger.com7